{ "openapi": "3.0.3", "info": { "title": "OCR Features", "version": "2.0", "description": "Your project description" }, "paths": { "/ocr/anonymization_async/": { "get": { "operationId": "ocr_anonymization_async_retrieve", "description": "Get a list of all jobs launched for this feature. You'll then be able to use the ID of each one to get its status and results.
\n Please note that a **job status doesn't get updated until a get request** is sent.", "summary": "Anonymization List Job", "tags": [ "Anonymization Async" ], "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ListAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "jobs": [ { "providers": "['base64', 'readyredact', 'privateai']", "nb": 3, "nb_ok": 3, "public_id": "c528775e-10af-42d0-a262-5da57464f85c", "state": "finished", "created_at": "2026-09-06T03:58:32.403723" }, { "providers": "['base64', 'readyredact', 'privateai']", "nb": 3, "nb_ok": 3, "public_id": "2fc0d942-c334-4666-bbe6-d8d92200d4a3", "state": "finished", "created_at": "2026-09-06T02:58:32.403735" }, { "providers": "['base64', 'readyredact', 'privateai']", "nb": 3, "nb_ok": 3, "public_id": "7000ca9f-e466-404d-a25b-3893fe334de6", "state": "finished", "created_at": "2026-09-06T01:58:32.403741" } ] }, "summary": "Response Example" } } } }, "description": "" } } }, "post": { "operationId": "ocr_anonymization_async_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**readyredact**|`v1`|0.05 (per 1 file)|1 file\n|**base64**|`v1`|0.25 (per 1 page)|1 page\n|**privateai**|`v3`|0.01 (per 1 page)|1 page\n\n\n
\n\n", "summary": "Anonymization Launch Job", "tags": [ "Anonymization Async" ], "requestBody": { "content": { "multipart/form-data": { "schema": { "$ref": "#/components/schemas/AnonymizationAsyncRequest" }, "examples": { "RequestExample": { "value": { "providers": "base64,readyredact,privateai", "file": "/edenai/edenai/features/ocr/samples/data/signed_check.jpg" }, "summary": "Request Example" } } }, "application/json": { "schema": { "$ref": "#/components/schemas/AnonymizationAsyncRequest" }, "examples": { "RequestExample": { "value": { "providers": "base64,readyredact,privateai", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/LaunchAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "public_id": "b5a543ac-bd21-45e7-8fdf-d0befa47fefe" }, "summary": "Response Example" } } } }, "description": "" } } }, "delete": { "operationId": "ocr_anonymization_async_destroy", "description": "Generic class to handle method GET all async job for user\n\nAttributes:\n feature (str): EdenAI feature\n subfeature (str): EdenAI subfeature", "summary": "Anonymization delete Jobs", "tags": [ "Anonymization Async" ], "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "204": { "description": "No response body" } } } }, "/ocr/anonymization_async/{public_id}/": { "get": { "operationId": "ocr_anonymization_async_retrieve_2", "description": "Get the status and results of an async job given its ID.", "summary": "Anonymization Get Job Results", "parameters": [ { "in": "path", "name": "public_id", "schema": { "type": "string" }, "required": true }, { "in": "query", "name": "response_as_dict", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_base_64", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_original_response", "schema": { "type": "boolean", "default": false } } ], "tags": [ "Anonymization Async" ], "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/asyncocranonymization_asyncResponseModel" }, "examples": { "ResponseExample": { "value": { "public_id": "eb314d53-d0b4-4792-afb1-199e21fef5d9", "status": "finished", "error": null, "results": { "base64": { "error": null, "id": "6adfbf60-b99e-49ef-a834-49ba6177277f", "final_status": "finished", "document": 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", 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", "document_url": "https://www.w3.org/WAI/ER/tests/xhtml/testfiles/resources/pdf/dummy.pdf" } } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/BadRequest" } } }, "description": "" }, "500": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "403": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "404": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/ocr/bank_check_parsing/": { "post": { "operationId": "ocr_bank_check_parsing_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**base64**|`latest`|0.25 (per 1 page)|1 page\n|**veryfi**|`v8`|0.16 (per 1 request)|1 request\n|**mindee**|`v1`|0.1 (per 1 page)|1 page\n|**extracta**|`v1`|0.1 (per 1 page)|1 page\n\n\n
\n\n", "summary": "Bank Check Parsing", "tags": [ "Bank Check Parsing" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocrbank_check_parsingBankCheckParsingRequest" }, "examples": { "RequestExample": { "value": { "providers": "extracta,veryfi,base64,mindee", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/ocrbank_check_parsingBankCheckParsingRequest" }, "examples": { "RequestExample": { "value": { "providers": "extracta,veryfi,base64,mindee", "file": "/edenai/edenai/features/ocr/samples/data/signed_check.jpg" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocrbank_check_parsingResponseModel" }, "examples": { "ResponseExample": { "value": { "extracta": { "extracted_data": [ { "amount": 25.0, "amount_text": "Twenty-five and no/100 Dollars", "bank_address": "WASHINGTON'S OLDEST NATIONAL BANK THE FIRST NATIONAL BANK OF WASHINGTON WASHINGTON, D. C.", "bank_name": "THE FIRST NATIONAL BANK OF WASHINGTON", "date": "1975-01-13", "memo": "world hunger relief", "payer_address": "", "payer_name": "HON. GERALD R. FORD MRS. BETTY B. FORD", "receiver_address": "", "receiver_name": "Presiding Bishop, Episcopal Church", "currency": "USD", "micr": { "raw": "0540000414061161160000002500", "account_number": "6116", "routing_number": "05400004", "serial_number": null, "check_number": "878" } } ], "cost": 0.0 }, "veryfi": { "extracted_data": [ { "amount": 25.0, "amount_text": "Twenty-five and no/100", "bank_address": null, "bank_name": "WASHINGTON'S OLDEST NATIONAL BANK\nFIRST NATIONAL BANK", "date": null, "memo": "world hunger relief", "payer_address": null, "payer_name": "HON. GERALD R. FORD\nMRS. BETTY B. FORD", "receiver_address": null, "receiver_name": "Presiding Bishop, Episcopal Church", "currency": null, "micr": { "raw": "A0540D0004A C140611 6C B0000002500B", "account_number": null, "routing_number": "05400004", "serial_number": null, "check_number": "878" } } ], "cost": 0.0 }, "base64": { "extracted_data": [ { "amount": 25.0, "amount_text": null, "bank_address": null, "bank_name": null, "date": "1975-01-13", "memo": null, "payer_address": "", "payer_name": "Presiding Bishop,", "receiver_address": null, "receiver_name": null, "currency": "USD", "micr": { "raw": "⑆0540⑉0004⑆6116⑈06116⑈⑇0000002500⑇", "account_number": null, "routing_number": "06116", "serial_number": null, "check_number": "878" } } ], "cost": 0.0 }, "mindee": { "extracted_data": [ { "amount": 25.0, "amount_text": null, "bank_address": null, "bank_name": null, "date": "2019-10-13", "memo": null, "payer_address": null, "payer_name": "WASHINGTON'S OLDEST NATIONAL BANK FIRST NATIONAL BANK OF WASHINGTON", "receiver_address": null, "receiver_name": null, "currency": null, "micr": { "raw": null, "account_number": "6111611", "routing_number": null, "serial_number": null, "check_number": "" } } ], "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/BadRequest" } } }, "description": "" }, "500": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "403": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "404": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/ocr/custom_document_parsing_async/": { "get": { "operationId": "ocr_custom_document_parsing_async_retrieve", "description": "Get a list of all jobs launched for this feature. You'll then be able to use the ID of each one to get its status and results.
\n Please note that a **job status doesn't get updated until a get request** is sent.", "summary": "Custom Document Parsing List Job", "tags": [ "Custom Document Parsing Async" ], "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ListAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "jobs": [ { "providers": "['extracta', 'amazon']", "nb": 2, "nb_ok": 2, "public_id": "a8d7c813-bcf5-4718-95af-d238dca00198", "state": "finished", "created_at": "2026-09-06T03:58:32.131274" }, { "providers": "['extracta', 'amazon']", "nb": 2, "nb_ok": 2, "public_id": "f118ac78-7f71-4c7d-8ed2-adce4cf3b3ff", "state": "finished", "created_at": "2026-09-06T02:58:32.131285" }, { "providers": "['extracta', 'amazon']", "nb": 2, "nb_ok": 2, "public_id": "bf66ba46-0381-4e08-aaf4-2f6ddfc39f66", "state": "finished", "created_at": "2026-09-06T01:58:32.131289" } ] }, "summary": "Response Example" } } } }, "description": "" } } }, "post": { "operationId": "ocr_custom_document_parsing_async_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**amazon**|`boto3 1.26.8`|15.0 (per 1000 page)|1 page\n|**extracta**|`v1`|0.1 (per 1 page)|1 page\n\n\n
\n\n
Supported Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**English**|`en`|\n|**French**|`fr`|\n|**German**|`de`|\n|**Italian**|`it`|\n|**Portuguese**|`pt`|\n|**Spanish**|`es`|\n\n
", "summary": "Custom Document Parsing Launch Job", "tags": [ "Custom Document Parsing Async" ], "requestBody": { "content": { "multipart/form-data": { "schema": { "$ref": "#/components/schemas/CustomDocumentParsingAsyncRequest" }, "examples": { "RequestExample": { "value": { "providers": "extracta,amazon", "file": "/edenai/edenai/features/ocr/samples/data/resume.pdf", "queries": "[{\"query\" : \"What is the person full-name\",\"pages\" : \"1-*\"},{\"query\" : \"What is the first Adult Care experience?\",\"pages\" : \"1\"}]" }, "summary": "Request Example" } } }, "application/json": { "schema": { "$ref": "#/components/schemas/CustomDocumentParsingAsyncRequest" }, "examples": { "RequestExample": { "value": { "providers": "extracta,amazon", "queries": "[{\"query\" : \"What is the person full-name\",\"pages\" : \"1-*\"},{\"query\" : \"What is the first Adult Care experience?\",\"pages\" : \"1\"}]", "file_url": "http://edenai-resource-example.pdf" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/LaunchAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "public_id": "263a0b9b-5e8e-43c7-855f-00df2b92d7dd" }, "summary": "Response Example" } } } }, "description": "" } } }, "delete": { "operationId": "ocr_custom_document_parsing_async_destroy", "description": "Generic class to handle method GET all async job for user\n\nAttributes:\n feature (str): EdenAI feature\n subfeature (str): EdenAI subfeature", "summary": "Custom Document Parsing delete Jobs", "tags": [ "Custom Document Parsing Async" ], "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "204": { "description": "No response body" } } } }, "/ocr/custom_document_parsing_async/{public_id}/": { "get": { "operationId": "ocr_custom_document_parsing_async_retrieve_2", "description": "Get the status and results of an async job given its ID.", "summary": "Custom Document Parsing Get Job Results", "parameters": [ { "in": "path", "name": "public_id", "schema": { "type": "string" }, "required": true }, { "in": "query", "name": "response_as_dict", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_base_64", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_original_response", "schema": { "type": "boolean", "default": false } } ], "tags": [ "Custom Document Parsing Async" ], "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/asyncocrcustom_document_parsing_asyncResponseModel" }, "examples": { "ResponseExample": { "value": { "public_id": "0706ce7f-4f84-4143-a7a4-1a82df2a35a5", "status": "finished", "error": null, "results": { "extracta": { "error": null, "id": "1594a51f-9f8d-449e-921c-5fc33309c7db", "final_status": "finished", "items": [ { "confidence": 1.0, "value": "jwsmith@colostate.edu", "query": "What is the resume's email address?", "bounding_box": { "left": 0.0, "top": 0.0, "width": 0.0, "height": 0.0 }, "page": 0 }, { "confidence": 1.0, "value": "Determined work placement for 150 special needs adult clients.", "query": "What is the first Adult Care experience?", "bounding_box": { "left": 0.0, "top": 0.0, "width": 0.0, "height": 0.0 }, "page": 0 } ] }, "amazon": { "error": null, "id": "78fb0dc7-26a0-4a24-8eb6-5da35f7142f5", "final_status": "finished", "items": [ { "confidence": 97.0, "value": "jwsmith@colostate.edu", "query": "What is the resume's email address?", "bounding_box": { "left": 0.40480345487594604, "top": 0.13232094049453735, "width": 0.18646040558815002, "height": 0.014690706506371498 }, "page": 1 }, { "confidence": 89.0, "value": "Determined work placement for 150 special needs adult clients.", "query": "What is the first Adult Care experience?", "bounding_box": { "left": 0.17573566734790802, "top": 0.27843594551086426, "width": 0.4986802041530609, "height": 0.014926792122423649 }, "page": 1 } ] } } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/BadRequest" } } }, "description": "" }, "500": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "403": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "404": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/ocr/data_extraction/": { "post": { "operationId": "ocr_data_extraction_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**amazon**|`boto3 (v1.15.18)`|0.05 (per 1 page)|1 page\n|**base64**|`latest`|0.25 (per 1 page)|1 page\n\n\n
\n\n", "summary": "Data Extraction", "tags": [ "Data Extraction" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocrdata_extractionDataExtractionRequest" }, "examples": { "RequestExample": { "value": { "providers": "amazon,base64", "file_url": "http://edenai-resource-example.png" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/ocrdata_extractionDataExtractionRequest" }, "examples": { "RequestExample": { "value": { "providers": "amazon,base64", "file": "/edenai/edenai/features/ocr/samples/data/invoice.png" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocrdata_extractionResponseModel" }, "examples": { "ResponseExample": { "value": { "amazon": { "fields": [ { "key": "Classification", "value": "Post", "bounding_box": { "left": 0.6780509948730469, "top": 0.8059332370758057, "width": 0.02771328017115593, "height": 0.008247338235378265 }, "confidence_score": 1.0 } ], "cost": 0.0 }, "base64": { "fields": [ { "key": "Company name", "value": "SC AUCHAN ROMANIA SA", "bounding_box": { "left": 83.0, "top": 90.0, "width": 137.0, "height": 18.0 }, "confidence_score": 0.99 }, { "key": "Company address", "value": "1 BUC X 3,60\nPATE DE", "bounding_box": { "left": 10.0, "top": 470.0, "width": 164.0, "height": 37.0 }, "confidence_score": 1.0 }, { "key": "Phone number", "value": "021-9141", "bounding_box": { "left": 193.0, "top": 1373.0, "width": 56.0, "height": 15.0 }, "confidence_score": 0.92 }, { "key": "Card number", "value": "168,95", "bounding_box": { "left": 13.0, "top": 831.0, "width": 271.0, "height": 21.0 }, "confidence_score": 0.99 }, { "key": "Date", "value": "2022-04-02", "bounding_box": { "left": 11.0, "top": 1087.0, "width": 120.0, "height": 17.0 }, "confidence_score": 1.0 }, { "key": "Time", "value": "12:29:23", "bounding_box": { "left": 230.0, "top": 1083.0, "width": 59.0, "height": 16.0 }, "confidence_score": 1.0 }, { "key": "Receipt no", "value": "1081-00024", "bounding_box": { "left": 15.0, "top": 1486.0, "width": 278.0, "height": 18.0 }, "confidence_score": 0.53 }, { "key": "Card type", "value": "Mastercard", "bounding_box": { "left": 217.0, "top": 1026.0, "width": 70.0, "height": 14.0 }, "confidence_score": 0.99 }, { "key": "Tax", "value": "24.52", "bounding_box": { "left": 14.0, "top": 1297.0, "width": 145.0, "height": 17.0 }, "confidence_score": 0.99 }, { "key": "Total", "value": "168.95", "bounding_box": { "left": 13.0, "top": 784.0, "width": 271.0, "height": 33.0 }, "confidence_score": 0.99 } ], "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/BadRequest" } } }, "description": "" }, "500": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "403": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "404": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/ocr/financial_parser/": { "post": { "operationId": "ocr_financial_parser_create", "description": "
Available Providers\n\n\n\n|Provider|Model|Version|Document Type|Price|Billing unit|\n|----|----|-------|------|-----|------------|\n|**affinda**|-|`v3`|`invoice`|0.08 (per 1 page)|1 page\n|**affinda**|-|`v3`|`receipt`|0.07 (per 1 page)|1 page\n|**amazon**|-|`boto3 1.26.8`|-|0.01 (per 1 page)|1 page\n|**base64**|-|`latest`|-|0.25 (per 1 page)|1 page\n|**google**|-|`DocumentAI v1 beta3`|`invoice`|0.01 (per 1 page)|10 page\n|**google**|-|`DocumentAI v1 beta3`|`receipt`|0.01 (per 1 page)|10 page\n|**klippa**|-|`v1`|-|0.1 (per 1 file)|1 file\n|**microsoft**|-|`rest API 4.0 (2024-02-29-preview)`|-|0.01 (per 1 page)|1 page\n|**mindee**|-|`v1.2`|-|0.1 (per 1 page)|1 page\n|**tabscanner**|-|`latest`|-|0.08 (per 1 page)|1 page\n|**veryfi**|-|`v8`|`receipt`|0.08 (per 1 file)|1 file\n|**veryfi**|-|`v8`|`invoice`|0.16 (per 1 file)|1 file\n|**eagledoc**|-|`v1`|-|0.03 (per 1 page)|1 page\n|**extracta**|-|`v1`|-|0.1 (per 1 page)|1 page\n|**openai**|**gpt-4o**|`v1.0`|-|0.04 (per 1 page)|1 page\n\n\n
\n\n
Supported Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**Afrikaans**|`af`|\n|**Albanian**|`sq`|\n|**Amharic**|`am`|\n|**Arabic**|`ar`|\n|**Armenian**|`hy`|\n|**Azerbaijani**|`az`|\n|**Basque**|`eu`|\n|**Belarusian**|`be`|\n|**Bengali**|`bn`|\n|**Bosnian**|`bs`|\n|**Bulgarian**|`bg`|\n|**Burmese**|`my`|\n|**Catalan**|`ca`|\n|**Cebuano**|`ceb`|\n|**Chinese**|`zh`|\n|**Corsican**|`co`|\n|**Croatian**|`hr`|\n|**Czech**|`cs`|\n|**Danish**|`da`|\n|**Dutch**|`nl`|\n|**English**|`en`|\n|**Esperanto**|`eo`|\n|**Estonian**|`et`|\n|**Finnish**|`fi`|\n|**French**|`fr`|\n|**Galician**|`gl`|\n|**Georgian**|`ka`|\n|**German**|`de`|\n|**Gujarati**|`gu`|\n|**Haitian**|`ht`|\n|**Hausa**|`ha`|\n|**Hawaiian**|`haw`|\n|**Hebrew**|`he`|\n|**Hindi**|`hi`|\n|**Hmong**|`hmn`|\n|**Hungarian**|`hu`|\n|**Icelandic**|`is`|\n|**Igbo**|`ig`|\n|**Indonesian**|`id`|\n|**Irish**|`ga`|\n|**Italian**|`it`|\n|**Japanese**|`ja`|\n|**Javanese**|`jv`|\n|**Kannada**|`kn`|\n|**Kazakh**|`kk`|\n|**Khmer**|`km`|\n|**Kinyarwanda**|`rw`|\n|**Kirghiz**|`ky`|\n|**Korean**|`ko`|\n|**Kurdish**|`ku`|\n|**Lao**|`lo`|\n|**Latin**|`la`|\n|**Latvian**|`lv`|\n|**Lithuanian**|`lt`|\n|**Luxembourgish**|`lb`|\n|**Macedonian**|`mk`|\n|**Malagasy**|`mg`|\n|**Malay (macrolanguage)**|`ms`|\n|**Malayalam**|`ml`|\n|**Maltese**|`mt`|\n|**Maori**|`mi`|\n|**Marathi**|`mr`|\n|**Modern Greek (1453-)**|`el`|\n|**Mongolian**|`mn`|\n|**Nepali (macrolanguage)**|`ne`|\n|**Norwegian**|`no`|\n|**Nyanja**|`ny`|\n|**Oriya (macrolanguage)**|`or`|\n|**Panjabi**|`pa`|\n|**Persian**|`fa`|\n|**Polish**|`pl`|\n|**Portuguese**|`pt`|\n|**Pushto**|`ps`|\n|**Romanian**|`ro`|\n|**Russian**|`ru`|\n|**Samoan**|`sm`|\n|**Scottish Gaelic**|`gd`|\n|**Serbian**|`sr`|\n|**Shona**|`sn`|\n|**Sindhi**|`sd`|\n|**Sinhala**|`si`|\n|**Slovak**|`sk`|\n|**Slovenian**|`sl`|\n|**Somali**|`so`|\n|**Southern Sotho**|`st`|\n|**Spanish**|`es`|\n|**Sundanese**|`su`|\n|**Swahili (macrolanguage)**|`sw`|\n|**Swedish**|`sv`|\n|**Tagalog**|`tl`|\n|**Tajik**|`tg`|\n|**Tamil**|`ta`|\n|**Tatar**|`tt`|\n|**Telugu**|`te`|\n|**Thai**|`th`|\n|**Turkish**|`tr`|\n|**Turkmen**|`tk`|\n|**Uighur**|`ug`|\n|**Ukrainian**|`uk`|\n|**Urdu**|`ur`|\n|**Uzbek**|`uz`|\n|**Vietnamese**|`vi`|\n|**Welsh**|`cy`|\n|**Western Frisian**|`fy`|\n|**Xhosa**|`xh`|\n|**Yiddish**|`yi`|\n|**Yoruba**|`yo`|\n|**Zulu**|`zu`|\n\n
Supported Detailed Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**Auto detection**|`auto-detect`|\n|**Catalan (Spain)**|`ca-ES`|\n|**Chinese (China)**|`zh-CN`|\n|**Chinese (China)**|`zh-cn`|\n|**Chinese (Taiwan)**|`zh-TW`|\n|**Chinese (Taiwan)**|`zh-tw`|\n|**Danish (Denmark)**|`da-DK`|\n|**Dutch (Netherlands)**|`nl-NL`|\n|**English (United Kingdom)**|`en-GB`|\n|**English (United States)**|`en-US`|\n|**French (Canada)**|`fr-CA`|\n|**French (France)**|`fr-FR`|\n|**French (Switzerland)**|`fr-CH`|\n|**German (Germany)**|`de-DE`|\n|**German (Switzerland)**|`de-CH`|\n|**Italian (Italy)**|`it-IT`|\n|**Italian (Switzerland)**|`it-CH`|\n|**Portuguese (Portugal)**|`pt-PT`|\n|**Spanish (Spain)**|`es-ES`|\n\n

Supported Models

\n\n
Default Models\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**openai**|`gpt-4o`|\n\n
", "summary": "Financial Parser", "tags": [ "Financial Parser" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserRequest" }, "examples": { "RequestExample": { "value": { "providers": "tabscanner,veryfi,openai,microsoft,klippa,extracta,mindee,google,base64,amazon,affinda,eagledoc", "language": "en", "document_type": "invoice", "file_url": "http://edenai-resource-example.png" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserRequest" }, "examples": { "RequestExample": { "value": { "providers": "tabscanner,veryfi,openai,microsoft,klippa,extracta,mindee,google,base64,amazon,affinda,eagledoc", "file": "/edenai/edenai/features/ocr/samples/data/invoice.png", "language": "en", "document_type": "invoice" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocrfinancial_parserResponseModel" }, "examples": { "ResponseExample": { "value": { "tabscanner": { "extracted_data": [ { "customer_information": { "name": null, "id_reference": null, "mailling_address": null, "billing_address": null, "shipping_address": null, "service_address": null, "remittance_address": null, "email": null, "phone": null, "vat_number": null, "abn_number": null, "gst_number": null, "pan_number": null, "business_number": null, "siret_number": null, "siren_number": null, "customer_number": null, "coc_number": null, "fiscal_number": null, "registration_number": null, "tax_id": null, "website": null, "remit_to_name": null, "city": null, "country": null, "house_number": null, "province": null, "street_name": null, "zip_code": null, "municipality": null }, "merchant_information": { "name": "SAG", "address": "344 Main Street Suite 200 Gaithersburg, MD 20878", "phone": "", "tax_id": null, "id_reference": "", "vat_number": null, "abn_number": null, "gst_number": null, "business_number": null, "siret_number": null, "siren_number": null, "pan_number": null, "coc_number": null, "fiscal_number": null, "email": null, "fax": null, "website": "erols.com", "registration": null, "city": "Gaithersburg", "country": "USA", "house_number": "344", "province": "MD", "street_name": "Main Street", "zip_code": "20878", "country_code": null }, "payment_information": { "amount_due": 750.0, "amount_tip": 0.0, "amount_shipping": null, "amount_change": 0.0, "amount_paid": null, "total": 750.0, "subtotal": 750.0, "total_tax": 0.0, "tax_rate": null, "discount": 0.0, "gratuity": null, "service_charge": null, "previous_unpaid_balance": null, "prior_balance": null, "payment_terms": null, "payment_method": "", "payment_card_number": null, "payment_auth_code": null, "shipping_handling_charge": null, "transaction_number": null, "transaction_reference": null }, "financial_document_information": { "invoice_receipt_id": null, "purchase_order": null, "invoice_date": null, "time": null, "invoice_due_date": null, "service_start_date": null, "service_end_date": null, "reference": null, "biller_code": null, "order_date": null, "tracking_number": null, "barcodes": [] }, "local": { "currency": null, "currency_code": null, "currency_exchange_rate": null, "country": null, "language": null }, "bank": { "iban": null, "swift": null, "bsb": null, "sort_code": null, "account_number": null, "routing_number": null, "bic": null }, "item_lines": [ { "tax": null, "amount_line": 750.0, "description": "Field inspection of conruction on 1/19/2003 deficiencies in house conruction,Garage drive way legal support to Attorney to", "quantity": 1.0, "unit_price": null, "unit_type": null, "date": null, "product_code": "", "purchase_order": null, "tax_rate": null, "base_total": null, "sub_total": null, "discount_amount": 0.0, "discount_rate": null, "discount_code": null, "order_number": null, "title": null } ], "document_metadata": { "document_index": null, "document_page_number": null, "document_type": "invoice" } } ], "cost": 0.0 }, "veryfi": { "extracted_data": [ { "customer_information": { "name": "Damita J Goldsmith", "id_reference": null, "mailling_address": null, "billing_address": "201 Stan Fey Dr\nUpper Marlboro, MD 20774", "shipping_address": "201 Stan Fey Drive\nUpper Marlboro", "service_address": null, "remittance_address": null, "email": null, "phone": null, "vat_number": null, "abn_number": null, "gst_number": null, "pan_number": null, "business_number": null, "siret_number": null, "siren_number": null, "customer_number": null, "coc_number": null, "fiscal_number": null, "registration_number": null, "tax_id": null, "website": null, "remit_to_name": null, "city": null, "country": null, "house_number": null, "province": null, "street_name": null, "zip_code": null, "municipality": null }, "merchant_information": { "name": "Sng Engineering", "address": "344 Main Street Suite 200\nGaithersburg, MD 20878", "phone": "301-548-0055", "tax_id": null, "id_reference": null, "vat_number": null, "abn_number": null, "gst_number": null, "business_number": null, "siret_number": null, "siren_number": null, "pan_number": null, "coc_number": null, "fiscal_number": null, "email": null, "fax": null, "website": null, "registration": null, "city": null, "country": null, "house_number": null, "province": null, "street_name": null, "zip_code": null, "country_code": null }, "payment_information": { "amount_due": 750.0, "amount_tip": null, "amount_shipping": null, "amount_change": null, "amount_paid": null, "total": 750.0, "subtotal": 750.0, "total_tax": null, "tax_rate": null, "discount": null, "gratuity": null, "service_charge": null, "previous_unpaid_balance": null, "prior_balance": null, "payment_terms": null, "payment_method": null, "payment_card_number": null, "payment_auth_code": null, "shipping_handling_charge": null, "transaction_number": null, "transaction_reference": null }, "financial_document_information": { "invoice_receipt_id": "014-03", "purchase_order": null, "invoice_date": "2023-12-15 00:00:00", "time": null, "invoice_due_date": null, "service_start_date": null, "service_end_date": null, "reference": "VBFFG-91453", "biller_code": null, "order_date": null, "tracking_number": null, "barcodes": [] }, "local": { "currency": "USD", "currency_code": null, "currency_exchange_rate": null, "country": null, "language": null }, "bank": { "iban": null, "swift": null, "bsb": null, "sort_code": null, "account_number": null, "routing_number": null, "bic": null }, "item_lines": [ { "tax": null, "amount_line": 750.0, "description": "Field inspection of construction on 1/19/2003 deficiencies in house\nconstruction, Garage drive way & legal support to Attorney to\n1/19/2003", "quantity": 1.0, "unit_price": 750.0, "unit_type": null, "date": null, "product_code": null, "purchase_order": null, "tax_rate": null, "base_total": null, "sub_total": null, 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200\nGaithersburg, MD 20878", "phone": "301.548.0055", "tax_id": null, "id_reference": null, "vat_number": null, "abn_number": null, "gst_number": null, "business_number": null, "siret_number": null, "siren_number": null, "pan_number": null, "coc_number": null, "fiscal_number": null, "email": null, "fax": null, "website": null, "registration": null, "city": "Gaithersburg,", "country": null, "house_number": null, "province": "MD", "street_name": null, "zip_code": "20878", "country_code": null }, "payment_information": { "amount_due": 750.0, "amount_tip": null, "amount_shipping": null, "amount_change": null, "amount_paid": null, "total": 750.0, "subtotal": null, "total_tax": null, "tax_rate": null, "discount": null, "gratuity": null, "service_charge": null, "previous_unpaid_balance": null, "prior_balance": null, "payment_terms": "on receipt of service", "payment_method": null, "payment_card_number": null, "payment_auth_code": null, "shipping_handling_charge": null, "transaction_number": null, "transaction_reference": null }, "financial_document_information": { "invoice_receipt_id": "014-03", "purchase_order": "", "invoice_date": "January20, 2003", "time": null, "invoice_due_date": null, "service_start_date": null, "service_end_date": null, "reference": null, "biller_code": null, "order_date": null, "tracking_number": null, "barcodes": [] }, "local": { "currency": null, "currency_code": null, "currency_exchange_rate": null, "country": null, "language": null }, "bank": { "iban": null, "swift": null, "bsb": null, "sort_code": null, "account_number": null, "routing_number": null, "bic": null }, "item_lines": [ { "tax": null, "amount_line": 75000.0, "description": "Field inspection of construction on 1/19/2003 deficiencies in house\nconstruction Garage drive way & legal support to Attorney to\n1/19/2003", "quantity": 1.0, "unit_price": 750.0, "unit_type": null, "date": null, "product_code": null, "purchase_order": null, "tax_rate": null, "base_total": null, "sub_total": null, "discount_amount": null, "discount_rate": null, "discount_code": null, "order_number": null, "title": null } ], "document_metadata": { "document_index": 1, "document_page_number": 1, "document_type": null } } ], "cost": 0.0 }, "affinda": { "extracted_data": [ { "customer_information": { "name": null, "id_reference": null, "mailling_address": null, "billing_address": "201 Stan Fey Dr Upper Marlboro , MD 20774", "shipping_address": "Upper Marlboro", "service_address": null, "remittance_address": null, "email": null, "phone": null, "vat_number": null, "abn_number": null, "gst_number": null, "pan_number": null, "business_number": null, "siret_number": null, "siren_number": null, "customer_number": null, "coc_number": null, "fiscal_number": null, "registration_number": null, "tax_id": null, "website": null, "remit_to_name": null, "city": "Upper Marlboro", "country": "United States", "house_number": null, "province": "Maryland", "street_name": "Stan Fey Drive", "zip_code": "20774", "municipality": null }, "merchant_information": { "name": "SNG Engineering, Inc.", "address": "344 Main Street Suite 200 Gaithersburg, MD 20878", "phone": "301.548.0055", "tax_id": null, "id_reference": null, "vat_number": null, "abn_number": null, "gst_number": null, "business_number": null, "siret_number": null, "siren_number": null, "pan_number": null, "coc_number": null, "fiscal_number": null, "email": "sng.engineering@erols.com", "fax": null, "website": null, "registration": null, "city": "Gaithersburg", "country": "United States", "house_number": null, "province": "Maryland", "street_name": "Main Street", "zip_code": "20878", "country_code": null }, "payment_information": { "amount_due": 750.0, "amount_tip": null, "amount_shipping": null, "amount_change": null, "amount_paid": null, "total": null, "subtotal": 750.0, "total_tax": null, "tax_rate": null, "discount": null, "gratuity": null, "service_charge": null, "previous_unpaid_balance": null, "prior_balance": null, "payment_terms": null, "payment_method": null, "payment_card_number": null, "payment_auth_code": null, "shipping_handling_charge": null, "transaction_number": null, "transaction_reference": null }, "financial_document_information": { "invoice_receipt_id": "014- 03", "purchase_order": null, "invoice_date": "January20, 2003", "time": null, "invoice_due_date": null, "service_start_date": null, "service_end_date": null, "reference": null, "biller_code": null, "order_date": null, "tracking_number": null, "barcodes": [] }, "local": { "currency": null, "currency_code": "USD", "currency_exchange_rate": null, "country": null, "language": null }, "bank": { "iban": null, "swift": null, "bsb": null, "sort_code": null, "account_number": null, "routing_number": null, "bic": null }, "item_lines": [ { "tax": null, "amount_line": null, "description": "Field inspection of construction on 1/19/2003 deficiencies in house construction, Garage drive way & legal support to Attorney to", "quantity": 1.0, "unit_price": 750.0, "unit_type": null, "date": null, "product_code": null, "purchase_order": null, "tax_rate": null, "base_total": null, "sub_total": null, "discount_amount": null, "discount_rate": null, "discount_code": null, "order_number": null, "title": null }, { "tax": null, "amount_line": null, "description": "1/19/2003", "quantity": null, "unit_price": null, "unit_type": null, "date": null, "product_code": null, "purchase_order": null, "tax_rate": null, "base_total": null, "sub_total": null, "discount_amount": null, "discount_rate": null, "discount_code": null, "order_number": null, "title": null } ], "document_metadata": { "document_index": null, "document_page_number": 1, "document_type": null } } ], "cost": 0.0 }, "eagledoc": { "extracted_data": [ { "customer_information": { "name": "Damita J Goldsmith", "id_reference": null, "mailling_address": null, "billing_address": "201 Stan Fey Dr, Upper Marlboro, 20774, MD, US", "shipping_address": null, "service_address": null, "remittance_address": null, "email": null, "phone": null, "vat_number": null, "abn_number": null, "gst_number": null, "pan_number": null, "business_number": null, "siret_number": null, "siren_number": null, "customer_number": null, "coc_number": null, "fiscal_number": null, "registration_number": null, "tax_id": null, "website": null, "remit_to_name": null, "city": "Upper Marlboro", "country": "US", "house_number": null, "province": "MD", "street_name": "201 Stan Fey Dr", "zip_code": "20774", "municipality": null }, "merchant_information": { "name": "SNG Engineering, Inc.", "address": "344 Main Street Suite 200, 20878, Gaithersburg, MD, US", "phone": null, "tax_id": null, "id_reference": null, "vat_number": null, "abn_number": null, "gst_number": null, "business_number": null, "siret_number": null, "siren_number": null, "pan_number": null, "coc_number": null, "fiscal_number": null, "email": "sng.engineering@erols.com", "fax": null, "website": null, "registration": null, "city": "Gaithersburg", "country": null, "house_number": null, "province": "MD", "street_name": "344 Main Street Suite 200", "zip_code": "20878", "country_code": "US" }, "payment_information": { "amount_due": 750.0, "amount_tip": null, "amount_shipping": null, "amount_change": null, "amount_paid": null, "total": 750.0, "subtotal": null, "total_tax": null, "tax_rate": null, "discount": null, "gratuity": null, "service_charge": null, "previous_unpaid_balance": null, "prior_balance": null, "payment_terms": null, "payment_method": null, "payment_card_number": null, "payment_auth_code": null, "shipping_handling_charge": null, "transaction_number": null, "transaction_reference": null }, "financial_document_information": { "invoice_receipt_id": "014-03", "purchase_order": null, "invoice_date": "2003-01-20", "time": null, "invoice_due_date": null, "service_start_date": null, "service_end_date": null, "reference": null, "biller_code": null, "order_date": null, "tracking_number": null, "barcodes": [] }, "local": { "currency": "USD", "currency_code": "USD", "currency_exchange_rate": null, "country": "US", "language": "en" }, "bank": { "iban": null, "swift": null, "bsb": null, "sort_code": null, "account_number": null, "routing_number": null, "bic": null }, "item_lines": [ { "tax": null, "amount_line": 750.0, "description": "Field inspection of construction on 1/19/2003 deficiencies in house", "quantity": 1.0, "unit_price": 750.0, "unit_type": null, "date": null, "product_code": null, "purchase_order": null, "tax_rate": null, "base_total": null, "sub_total": null, "discount_amount": null, "discount_rate": null, "discount_code": null, "order_number": null, "title": "Field inspection of construction on 1/19/2003 deficiencies in house" } ], "document_metadata": { "document_index": null, "document_page_number": null, "document_type": "Invoice" } } ], "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/BadRequest" } } }, "description": "" }, "500": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "403": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "404": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/ocr/identity_parser/": { "post": { "operationId": "ocr_identity_parser_create", "description": "
Available Providers\n\n\n\n|Provider|Model|Version|Price|Billing unit|\n|----|----|-------|-----|------------|\n|**amazon**|-|`boto3 (v1.15.18)`|0.025 (per 1 page)|1 page\n|**base64**|-|`latest`|0.2 (per 1 page)|1 page\n|**microsoft**|-|`rest API 4.0 (2024-02-29-preview)`|0.01 (per 1 page)|1 page\n|**mindee**|-|`v2`|0.1 (per 1 page)|1 page\n|**klippa**|-|`v1`|0.1 (per 1 file)|1 file\n|**affinda**|-|`v3`|0.07 (per 1 file)|1 file\n|**openai**|**gpt-4o**|`v1`|0.02 (per 1 page)|1 page\n\n\n
\n\n
Supported Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**Afrikaans**|`af`|\n|**Albanian**|`sq`|\n|**Arabic**|`ar`|\n|**Bengali**|`bn`|\n|**Bulgarian**|`bg`|\n|**Chinese**|`zh`|\n|**Croatian**|`hr`|\n|**Czech**|`cs`|\n|**Danish**|`da`|\n|**Dutch**|`nl`|\n|**English**|`en`|\n|**Estonian**|`et`|\n|**Finnish**|`fi`|\n|**French**|`fr`|\n|**German**|`de`|\n|**Gujarati**|`gu`|\n|**Hebrew**|`he`|\n|**Hindi**|`hi`|\n|**Hungarian**|`hu`|\n|**Indonesian**|`id`|\n|**Italian**|`it`|\n|**Japanese**|`ja`|\n|**Kannada**|`kn`|\n|**Korean**|`ko`|\n|**Latvian**|`lv`|\n|**Lithuanian**|`lt`|\n|**Macedonian**|`mk`|\n|**Malayalam**|`ml`|\n|**Marathi**|`mr`|\n|**Modern Greek (1453-)**|`el`|\n|**Nepali (macrolanguage)**|`ne`|\n|**Norwegian**|`no`|\n|**Panjabi**|`pa`|\n|**Persian**|`fa`|\n|**Polish**|`pl`|\n|**Portuguese**|`pt`|\n|**Romanian**|`ro`|\n|**Russian**|`ru`|\n|**Slovak**|`sk`|\n|**Slovenian**|`sl`|\n|**Somali**|`so`|\n|**Spanish**|`es`|\n|**Swahili (macrolanguage)**|`sw`|\n|**Swedish**|`sv`|\n|**Tagalog**|`tl`|\n|**Tamil**|`ta`|\n|**Telugu**|`te`|\n|**Thai**|`th`|\n|**Turkish**|`tr`|\n|**Ukrainian**|`uk`|\n|**Urdu**|`ur`|\n|**Vietnamese**|`vi`|\n\n
Supported Detailed Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**Auto detection**|`auto-detect`|\n|**Chinese (China)**|`zh-cn`|\n|**Chinese (Taiwan)**|`zh-tw`|\n|**English (United States)**|`en-US`|\n|**French (France)**|`fr-FR`|\n|**German (Germany)**|`de-DE`|\n|**Italian (Italy)**|`it-IT`|\n|**Portuguese (Portugal)**|`pt-PT`|\n|**Spanish (Spain)**|`es-ES`|\n\n

Supported Models

\n\n
Default Models\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**openai**|`gpt-4o`|\n\n
", "summary": "Identity Parser", "tags": [ "Identity Parser" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocridentity_parserIdentityParserRequest" }, "examples": { "RequestExample": { "value": { "providers": "openai,amazon,microsoft,mindee,klippa,base64,affinda", "file_url": "http://edenai-resource-example.pdf" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/ocridentity_parserIdentityParserRequest" }, "examples": { "RequestExample": { "value": { "providers": "openai,amazon,microsoft,mindee,klippa,base64,affinda", "file": "/edenai/edenai/features/ocr/samples/data/passport-US.pdf" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocridentity_parserResponseModel" }, "examples": { "ResponseExample": { "value": { "openai": { "extracted_data": [ { "last_name": { "value": "DOLORES", "confidence": 0.96 }, "given_names": [ { "value": "Jane", "confidence": 0.97 } ], "birth_place": { "value": null, "confidence": null }, "birth_date": { "value": "1985-05-15", "confidence": 0.96 }, "issuance_date": { "value": "2022-01-20", "confidence": 0.95 }, "expire_date": { "value": "2032-01-19", "confidence": 0.96 }, "document_id": { "value": "B12345678", "confidence": 0.96 }, "issuing_state": { "value": null, "confidence": null }, "address": { "value": null, "confidence": null }, "age": { "value": null, "confidence": null }, "country": { "name": "Canada", "alpha2": "CA", "alpha3": "CAN", "confidence": null }, "document_type": { "value": "Id", "confidence": 0.96 }, "gender": { "value": "F", "confidence": 0.96 }, "image_id": [ { "value": "", "confidence": null }, { "value": "", "confidence": null } ], "image_signature": [], "mrz": { "value": "IAvailable Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**amazon**|`boto3 (v1.15.18)`|1.5 (per 1000 page)|1 page\n|**google**|`v1`|1.5 (per 1000 page)|1 page\n|**microsoft**|`v3.2`|1.0 (per 1000 page)|1 page\n|**sentisight**|`v3.3.1`|0.75 (per 1000 file)|1 file\n|**api4ai**|`v1.0.0`|3.0 (per 1000 request)|1 request\n|**mistral**|`v1`|4.0 (per 1000 page)|1 page\n\n\n\n\n
Supported Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**Abaza**|`abq`|\n|**Adyghe**|`ady`|\n|**Afrikaans**|`af`|\n|**Albanian**|`sq`|\n|**Angika**|`anp`|\n|**Arabic**|`ar`|\n|**Assamese**|`as`|\n|**Asturian**|`ast`|\n|**Avaric**|`av`|\n|**Awadhi**|`awa`|\n|**Azerbaijani**|`az`|\n|**Bagheli**|`bfy`|\n|**Basque**|`eu`|\n|**Belarusian**|`be`|\n|**Bengali**|`bn`|\n|**Bhojpuri**|`bho`|\n|**Bihari languages**|`bh`|\n|**Bislama**|`bi`|\n|**Bodo (India)**|`brx`|\n|**Bosnian**|`bs`|\n|**Braj**|`bra`|\n|**Breton**|`br`|\n|**Bulgarian**|`bg`|\n|**Bundeli**|`bns`|\n|**Buriat**|`bua`|\n|**Camling**|`rab`|\n|**Catalan**|`ca`|\n|**Cebuano**|`ceb`|\n|**Chamorro**|`ch`|\n|**Chechen**|`ce`|\n|**Chhattisgarhi**|`hne`|\n|**Chinese**|`zh`|\n|**Cornish**|`kw`|\n|**Corsican**|`co`|\n|**Crimean Tatar**|`crh`|\n|**Croatian**|`hr`|\n|**Czech**|`cs`|\n|**Danish**|`da`|\n|**Dargwa**|`dar`|\n|**Dari**|`prs`|\n|**Dhimal**|`dhi`|\n|**Dogri (macrolanguage)**|`doi`|\n|**Dutch**|`nl`|\n|**English**|`en`|\n|**Erzya**|`myv`|\n|**Estonian**|`et`|\n|**Faroese**|`fo`|\n|**Fijian**|`fj`|\n|**Filipino**|`fil`|\n|**Finnish**|`fi`|\n|**French**|`fr`|\n|**Friulian**|`fur`|\n|**Gagauz**|`gag`|\n|**Galician**|`gl`|\n|**German**|`de`|\n|**Gilbertese**|`gil`|\n|**Goan Konkani**|`gom`|\n|**Gondi**|`gon`|\n|**Gurung**|`gvr`|\n|**Haitian**|`ht`|\n|**Halbi**|`hlb`|\n|**Hani**|`hni`|\n|**Haryanvi**|`bgc`|\n|**Hawaiian**|`haw`|\n|**Hindi**|`hi`|\n|**Hmong Daw**|`mww`|\n|**Ho**|`hoc`|\n|**Hungarian**|`hu`|\n|**Icelandic**|`is`|\n|**Inari Sami**|`smn`|\n|**Indonesian**|`id`|\n|**Ingush**|`inh`|\n|**Interlingua (International Auxiliary Language Association)**|`ia`|\n|**Inuktitut**|`iu`|\n|**Irish**|`ga`|\n|**Italian**|`it`|\n|**Japanese**|`ja`|\n|**Jaunsari**|`jns`|\n|**Javanese**|`jv`|\n|**K'iche'**|`quc`|\n|**Kabardian**|`kbd`|\n|**Kabuverdianu**|`kea`|\n|**Kachin**|`kac`|\n|**Kalaallisut**|`kl`|\n|**Kangri**|`xnr`|\n|**Kara-Kalpak**|`kaa`|\n|**Karachay-Balkar**|`krc`|\n|**Kashubian**|`csb`|\n|**Kazakh**|`kk`|\n|**Khaling**|`klr`|\n|**Khasi**|`kha`|\n|**Kirghiz**|`ky`|\n|**Korean**|`ko`|\n|**Korku**|`kfq`|\n|**Koryak**|`kpy`|\n|**Kosraean**|`kos`|\n|**Kumarbhag Paharia**|`kmj`|\n|**Kumyk**|`kum`|\n|**Kurdish**|`ku`|\n|**Kurukh**|`kru`|\n|**Kölsch**|`ksh`|\n|**Lak**|`lbe`|\n|**Lakota**|`lkt`|\n|**Latin**|`la`|\n|**Latvian**|`lv`|\n|**Lezghian**|`lez`|\n|**Lithuanian**|`lt`|\n|**Lower Sorbian**|`dsb`|\n|**Lule Sami**|`smj`|\n|**Luxembourgish**|`lb`|\n|**Mahasu Pahari**|`bfz`|\n|**Maithili**|`mai`|\n|**Malay (macrolanguage)**|`ms`|\n|**Maltese**|`mt`|\n|**Manx**|`gv`|\n|**Maori**|`mi`|\n|**Marathi**|`mr`|\n|**Marshallese**|`mh`|\n|**Mongolian**|`mn`|\n|**Montenegrin**|`cnr`|\n|**Neapolitan**|`nap`|\n|**Nepali (macrolanguage)**|`ne`|\n|**Newari**|`new`|\n|**Niuean**|`niu`|\n|**Nogai**|`nog`|\n|**Northern Sami**|`se`|\n|**Norwegian**|`no`|\n|**Occitan (post 1500)**|`oc`|\n|**Old English (ca. 450-1100)**|`ang`|\n|**Ossetian**|`os`|\n|**Pali**|`pi`|\n|**Panjabi**|`pa`|\n|**Persian**|`fa`|\n|**Polish**|`pl`|\n|**Portuguese**|`pt`|\n|**Pushto**|`ps`|\n|**Romanian**|`ro`|\n|**Romansh**|`rm`|\n|**Russian**|`ru`|\n|**Sadri**|`sck`|\n|**Samoan**|`sm`|\n|**Sanskrit**|`sa`|\n|**Santali**|`sat`|\n|**Scots**|`sco`|\n|**Scottish Gaelic**|`gd`|\n|**Serbian**|`sr`|\n|**Sherpa**|`xsr`|\n|**Sirmauri**|`srx`|\n|**Skolt Sami**|`sms`|\n|**Slovak**|`sk`|\n|**Slovenian**|`sl`|\n|**Somali**|`so`|\n|**Southern Sami**|`sma`|\n|**Spanish**|`es`|\n|**Swahili (macrolanguage)**|`sw`|\n|**Swedish**|`sv`|\n|**Tabassaran**|`tab`|\n|**Tagalog**|`tl`|\n|**Tajik**|`tg`|\n|**Tatar**|`tt`|\n|**Tetum**|`tet`|\n|**Thangmi**|`thf`|\n|**Tonga (Tonga Islands)**|`to`|\n|**Turkish**|`tr`|\n|**Turkmen**|`tk`|\n|**Tuvinian**|`tyv`|\n|**Uighur**|`ug`|\n|**Ukrainian**|`uk`|\n|**Upper Sorbian**|`hsb`|\n|**Urdu**|`ur`|\n|**Uzbek**|`uz`|\n|**Vietnamese**|`vi`|\n|**Volapük**|`vo`|\n|**Walser**|`wae`|\n|**Welsh**|`cy`|\n|**Western Frisian**|`fy`|\n|**Yucateco**|`yua`|\n|**Zhuang**|`za`|\n|**Zulu**|`zu`|\n\n
Supported Detailed Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**Auto detection**|`auto-detect`|\n|**Arabic (Pseudo-Accents)**|`ar-XA`|\n|**Belarusian**|`be-cyrl`|\n|**Belarusian (Latin)**|`be-latn`|\n|**Chinese (China)**|`zh-CN`|\n|**Chinese (Simplified)**|`zh-Hans`|\n|**Chinese (Taiwan)**|`zh-TW`|\n|**Chinese (Traditional)**|`zh-Hant`|\n|**Danish (Denmark)**|`da-DK`|\n|**Dutch (Netherlands)**|`nl-NL`|\n|**English (United States)**|`en-US`|\n|**Finnish (Finland)**|`fi-FI`|\n|**French (France)**|`fr-FR`|\n|**German (Germany)**|`de-DE`|\n|**Hungarian (Hungary)**|`hu-HU`|\n|**Italian (Italy)**|`it-IT`|\n|**Japanese (Japan)**|`ja-JP`|\n|**Kara-Kalpak (Cyrillic)**|`kaa-Cyrl`|\n|**Kazakh**|`kk-cyrl`|\n|**Kazakh (Latin)**|`kk-latn`|\n|**Korean (South Korea)**|`ko-KR`|\n|**Kurdish (Arabic)**|`ku-arab`|\n|**Kurdish (Latin)**|`ku-latn`|\n|**Polish**|`pl-PO`|\n|**Portuguese (Portugal)**|`pt-PT`|\n|**Region: Czechia**|`cz-CZ`|\n|**Region: Greece**|`gr-GR`|\n|**Russian (Russia)**|`ru-RU`|\n|**Serbian (Cyrillic, Montenegro)**|`sr-Cyrl-ME`|\n|**Serbian (Latin)**|`sr-latn`|\n|**Serbian (Latin, Montenegro)**|`sr-Latn-ME`|\n|**Spanish (Spain)**|`es-ES`|\n|**Swedish (Sweden)**|`sv-SE`|\n|**Turkish (Türkiye)**|`tr-TR`|\n|**Uzbek (Arabic)**|`uz-arab`|\n|**Uzbek (Cyrillic)**|`uz-cyrl`|\n\n
", "summary": "OCR", "tags": [ "Ocr" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocrocrOcrRequest" }, "examples": { "RequestExample": { "value": { "providers": "google,mistral,sentisight,microsoft,api4ai,amazon", "language": "en", "file_url": "http://edenai-resource-example.png" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/ocrocrOcrRequest" }, "examples": { "RequestExample": { "value": { "providers": "google,mistral,sentisight,microsoft,api4ai,amazon", "file": "/edenai/edenai/features/ocr/samples/data/ocr_en.png", "language": "en" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocrocrResponseModel" }, "examples": { "ResponseExample": { "value": { "google": { "text": "I 福州科技馆 福州科技馆空调线路改造项目工程 施工招标公告 招标项目福州科技馆空调线路改造项目工程已批准建设, 招标人为福州科技馆,建设资金来源自筹。项目已具备 招标条件,现对该项目的施工进行公开招标。 1.项目概况与招标范围 建设地点: 福州市仓山区橘园洲桥下公园内 工程招标控 制价: 29135 元;计划工期: 15日历天质量要求:合 按招标范围:详见工程量清单为准, 2. 投标人资格要求 2.1 投标人须具备人员,设备,资金等方面具有相应的设 计经验及施工能力。 2. 2 本次招标不接受联合体投标。 3. 投标报名、开标时间 投标报名截止时间至2018年12月4日12时00分,开标", "bounding_boxes": [ { "text": "I", "left": 0.5178571428571429, "top": -0.004132231404958678, "width": 0.0, "height": 0.012396694214876033 }, { "text": "福州", "left": 0.13095238095238096, "top": 0.13429752066115702, "width": 0.22321428571428573, "height": 0.04338842975206612 }, { "text": "科技", "left": 0.46726190476190477, "top": 0.13429752066115702, "width": 0.2261904761904762, "height": 0.04338842975206612 }, { "text": "馆", "left": 0.8065476190476191, "top": 0.13429752066115702, "width": 0.05357142857142857, "height": 0.04338842975206612 }, { "text": "福州", "left": 0.20535714285714285, "top": 0.25413223140495866, "width": 0.0744047619047619, "height": 0.024793388429752067 }, { "text": "科技", "left": 0.28273809523809523, "top": 0.25413223140495866, "width": 0.0744047619047619, "height": 0.024793388429752067 }, { "text": "馆", "left": 0.3601190476190476, "top": 0.25413223140495866, "width": 0.03571428571428571, "height": 0.024793388429752067 }, { "text": "空调", "left": 0.39880952380952384, "top": 0.25413223140495866, "width": 0.07142857142857142, "height": 0.024793388429752067 }, { "text": "线路", "left": 0.47619047619047616, "top": 0.25413223140495866, "width": 0.07142857142857142, "height": 0.024793388429752067 }, { "text": "改造", "left": 0.5535714285714286, "top": 0.25413223140495866, "width": 0.07142857142857142, "height": 0.024793388429752067 } ], "cost": 0.0 }, "mistral": { "text": "# 福州科技馆空调线路改造项目工程 \n\n## 施工招标公告\n\n招标项日福州科技馆空调线路改造项目工程已批准建设,招标人为:福州科技馆,建设资金来源——互惠。项目已具备招标条件,现对该项目的施工进行公开招标。\n\n## 1. 项目概况与招标范围\n\n建设地点:福州市仓山区横溢洲桥下公园内 工程招标控制价:29135元/ 计划工期:15日历天 质量要求:企络 㫮标范围:涉及工程量请来为准。\n\n## 2. 授标人资格要求\n\n2.1 授标人须具备人员、设备、资金等方面具有相应的设计经验及施工能力。\n2.2 本次招标不接受联合体授标。\n\n## 3. 授标报名、开标时间\n\n授标报名截止时间至2018年12月4日12时00分,开标", "bounding_boxes": [], "usage": null, "cost": 0.0 }, "sentisight": { "text": "# M # # @ 4 {042547.E 14171 UM: 223SIL; ##IM: JLEA 0464 #rMh 12# 00 9.#7", "bounding_boxes": [ { "text": "# M # # @", "left": 0.13095238095238096, "top": 0.19008264462809918, "width": 0.761904761904762, "height": 0.06611570247933884 }, { "text": "4", "left": 0.6160714285714286, "top": 0.4731404958677686, "width": 0.07738095238095233, "height": 0.028925619834710703 }, { "text": "{042547.E", "left": 0.1636904761904762, "top": 0.5475206611570248, "width": 0.26190476190476186, "height": 0.02892561983471076 }, { "text": "14171", "left": 0.7232142857142857, "top": 0.5929752066115702, "width": 0.15476190476190477, "height": 0.03305785123966942 }, { "text": "UM:", "left": 0.12202380952380952, "top": 0.6301652892561983, "width": 0.0773809523809524, "height": 0.028925619834710647 }, { "text": "223SIL; ##IM:", "left": 0.2113095238095238, "top": 0.6301652892561983, "width": 0.2678571428571429, "height": 0.028925619834710647 }, { "text": "JLEA", "left": 0.49107142857142855, "top": 0.6301652892561983, "width": 0.15476190476190482, "height": 0.028925619834710647 }, { "text": "0464", "left": 0.15178571428571427, "top": 0.8657024793388429, "width": 0.11904761904761904, "height": 0.028925619834710647 }, { "text": "#rMh", "left": 0.28869047619047616, "top": 0.8657024793388429, "width": 0.125, "height": 0.028925619834710647 }, { "text": "12# 00 9.#7", "left": 0.6577380952380952, "top": 0.9028925619834711, "width": 0.22023809523809523, "height": 0.02892561983471076 } ], "cost": 0.0 }, "microsoft": { "text": "2. 2.2", "bounding_boxes": [ { "text": "2.", "left": 0.12797619047619047, "top": 0.6838842975206612, "width": 0.017857142857142856, "height": 0.01652892561983471 }, { "text": "2.2", "left": 0.18154761904761904, "top": 0.8016528925619835, "width": 0.041666666666666664, "height": 0.01652892561983471 } ], "cost": 0.0 }, "api4ai": { "text": "I\n福州科技馆\n福州科技馆空调线路改造项目工程\n施工招标公告\n招标项目福州科技馆空调线路改造项目工程已批准建设,\n招标人为福州科技馆,建设资金来源自筹。项目已具备\n招标条件,现对该项目的施工进行公开招标。\n1.项目概况与招标范围\n建设地点: 福州市仓山区橘园洲桥下公园内 工程招标控\n制价: 29135 元;计划工期: 15日历天质量要求:合\n按招标范围:详见工程量清单为准,\n2. 投标人资格要求\n2.1 投标人须具备人员,设备,资金等方面具有相应的设\n计经验及施工能力。\n2. 2 本次招标不接受联合体投标。\n3. 投标报名、开标时间\n投标报名截止时间至2018年12月4日12时00分,开标", "bounding_boxes": [ { "text": "I\n福州科技馆\n福州科技馆空调线路改造项目工程\n施工招标公告\n招标项目福州科技馆空调线路改造项目工程已批准建设,\n招标人为福州科技馆,建设资金来源自筹。项目已具备\n招标条件,现对该项目的施工进行公开招标。\n1.项目概况与招标范围\n建设地点: 福州市仓山区橘园洲桥下公园内 工程招标控\n制价: 29135 元;计划工期: 15日历天质量要求:合\n按招标范围:详见工程量清单为准,\n2. 投标人资格要求\n2.1 投标人须具备人员,设备,资金等方面具有相应的设\n计经验及施工能力。\n2. 2 本次招标不接受联合体投标。\n3. 投标报名、开标时间\n投标报名截止时间至2018年12月4日12时00分,开标", "left": -0.004132231404958678, "top": 0.12202380952380952, "width": 0.7440476190476191, "height": 0.8987603305785123 } ], "cost": 0.0 }, "amazon": { "text": "JH # . ****** are ***** . 1. ********* IN## : 29135 #RIM: **** $ # : ######### 2. ####### 2.1 . RE. *********** . 3. **** ######### 2018 *", "bounding_boxes": [ { "text": "JH", "left": 0.3082338869571686, "top": 0.13518710434436798, "width": 0.04629765450954437, "height": 0.04273286834359169 }, { "text": "#", "left": 0.6437202095985413, "top": 0.13354769349098206, "width": 0.04994326829910278, "height": 0.044661857187747955 }, { "text": ".", "left": 0.250115305185318, "top": 0.44582700729370117, "width": 0.15961581468582153, "height": 0.023941639810800552 }, { "text": "******", "left": 0.4236774146556854, "top": 0.4461418688297272, "width": 0.16829903423786163, "height": 0.02276456542313099 }, { "text": "are", "left": 0.6215114593505859, "top": 0.44597354531288147, "width": 0.05179109424352646, "height": 0.02195529267191887 }, { "text": "*****", "left": 0.7265733480453491, "top": 0.4462999105453491, "width": 0.14002187550067902, "height": 0.021753868088126183 }, { "text": ".", "left": 0.12542514503002167, "top": 0.48515304923057556, "width": 0.12193533033132553, "height": 0.022544588893651962 }, { "text": "1.", "left": 0.12524548172950745, "top": 0.5207677483558655, "width": 0.022567208856344223, "height": 0.019478561356663704 }, { "text": "*********", "left": 0.16472700238227844, "top": 0.5190067887306213, "width": 0.2541719079017639, "height": 0.023697713389992714 }, { "text": "IN##", "left": 0.7296434044837952, "top": 0.5625028610229492, "width": 0.1382470726966858, "height": 0.022239895537495613 } ], "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/BadRequest" } } }, "description": "" }, "500": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "403": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "404": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/ocr/ocr_async/": { "get": { "operationId": "ocr_ocr_async_retrieve", "description": "Get a list of all jobs launched for this feature. You'll then be able to use the ID of each one to get its status and results.
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Character recognition has long been a essential area for research since years. Recognition of character is a minor work for humans, but to make a computer program that does character recognition is extremely difficult. Hence to make a machine recognize the characters and efficiently determine a pattern has been the primary concern for researchers now days This paper discusses various offline and online Optical Character Recognition Techniques (OCR).\nKeywords: OCR, online, offline, online, zoning, euler number.\n1. Introduction\nOCR is an approach that provides a full alphanumeric recognition of printed or handwritten characters at electronically by simply scanning them and generating into a form that can be scanned through a scanner and then the recognition engine of the OCR system interpret the images and turn images of handwritten or printed characters into ASCII data (machine-readable characters).Character recognition also popularly referred as optical character recognition (OCR) is a field of research that has immense potential in future where we want to track and locate every piece of information being exchanged. The problem with the hand written text is due to uncertainties such as variation in calligraphy over period of time, similarity in text, variation in styles of writing [3] The character recognition system helps in making the communication between a human and a computer easy.[4] The character recognition is basically classified into two types: offline handwritten text recognition, online handwritten text recognition. Offline means the text written on the plain paper or sheet and then the writing is usually captured optically by a scanner and the completed writing is available as an image. Online means the text written on any digital devices such as tablets using stylus i.e. the two dimensional coordinates of successive points are represented as a function of time and the order of strokes made by the writer are also available.[6]\n2. Applications recognition\nof optical character\nThe area of OCR is becoming an integral part of document scanners, and is used in many applications such as postal processing, script recognition, banking, security (i.e. passport authentication) and language identification, document reading, mail sorting, signature verification, writer identification., license plate recognition system, smart card processing system, automatic data entry, bank cheque /DD processing, money counting machine, postal automation, address and zip code recognition etc many organizations are depending on OCR systems to eliminate the human interactions for better performance and efficiency [2,4,6,7].\n3. Potential problem areas for OCR\n1. The same characters differ in sizes, shapes and styles from person to person and even from time to time with the same person. The source of confusion is the high level of abstraction: there are thousands styles of type in common use plus variations in calligraphy and a character recognition program must recognize most of these.\n2. Like any image, visual characters are subject to spoilage due to noise. Some images containing characters are already blurred or not clear which makes them difficult to process. Noise consists of random changes to a pattern, particularly near the edges. A character with much noise may be interpreted as a completely different character by a computer program.\n3. There are no hard-and-fast rules that define the appearance of a visual character. Hence rules need to be heuristically deduced from the samples.\n4. Phases of OCR\nData Acquisition\nPre processing\nSegmentation\nNormalization\nFeature Extraction\nClassification\nPost Processing\n155\nVolume 2 Issue 5, May 2013 www.ijsr.net\nInternational Journal of Science and Research (IJSR), India Online ISSN: 2319-7064\n1. Data Acquisition\nMost Important initial phase in OCR is to gather the image from either device sensor like PDA or tablets in case on online recognition or getting the images containing characters directly for offline recognition.\nIn Image acquisition, the recognition system acquires a scanned image as an input image. The image should have a specific format such as JPEG, BMP etc. This image is acquired through a scanner, digital camera or any other suitable digital input device. Data samples for the experiment have been collected from different individuals [9].\n2. Pre Processing\nThe goal of pre-processing is to simplify the pattern recognition problem without missing any vital information. It reduces the noises and inconsistent data. It enhances the image and prepares it for the next steps [3].\nPreprocessing is the preliminary step which transforms the data into a format that will be more easily and effectively processed. Therefore, the main task in preprocessing the captured data is to decrease the variation that causes a reduction in the recognition rate and increases the complexities, as for example, preprocessing of the input raw stroke of characters is crucial for the success of efficient character recognition systems. Thus, preprocessing is an essential stage prior to feature extraction since it controls the suitability of the results for the successive stages [2].\nPreprocessing can be done through various ways Binarization, Noise reduction, Stroke width normalization, Skew correction, Slant removal, Filtering, Morphological Operations, Noise Modelling, Skew Normalization, Size Normalization, Contour Smoothing, Compression, Thresholding, Thinning etc\nstart\nstart\nFigure 1: Slant Removal\ne :selected:\n1 :selected: :selected: :selected:\nFigure 2: Normalization of 'e' and 'l' as in [9]\n3. Segmentation\nSegmentation is an integral part of any text based recognition system. It assures efficiency of classification and\nrecognition. Accuracy of character recognition heavily depends upon segmentation phase.\npayque\neighteen eighteen\neighteen\nFigure 3: Segmentation [9]\n4. Normalization\nThe results of segmentation process provides isolated characters which are ready to pass through feature extraction stage, thus the isolated characters are reduced to a specific size depending on the methods used. The segmentation process essentially renders the image in the form of m*n matrix. These matrices are then generally normalized by reducing the size and removing the redundant information from the image without losing any important information.\n5. Feature Extraction\nFeature extraction is the process of extracting the relevant features from objects/alphabets to form a feature vectors. These feature vectors is then used by classifiers to recognize the input unit with target output unit. It becomes easier for the classifier to classify between different classes by looking at these features as it allows fairly easy to distinguish.\nFeature extraction is also defined as extracting the raw data the information which is most relevant for classification purposes in the sense of minimizing the pattern variability.[1]\nDue to the nature of handwriting with its high degree of variability and imprecision obtaining these features, is a difficult task. Feature extraction methods are based on 3 types of features:\n· Statistical\n· Structural\n. Global transformations and moments\nStatistical Features includes:\n1. Zoning\nThe character image is divided into NxM zones. From each zone features are extracted to form the feature vector. The\n156\nVolume 2 Issue 5, May 2013 www.ijsr.net :unselected: :selected:\nInternational Journal of Science and Research (IJSR), India Online ISSN: 2319-7064\ngoal of zoning is to obtain the local characteristics instead of global characteristics.\nFigure 4: zoning\nAfter dividing the character into different zones you can compare the density or direction features of it and classify each one of them.\n2. Projection Histograms\nThe basic idea behind using projections is that character images, which are 2-D signals, can be represented as 1- D signal. These features, although independent to noise and deformation, depend on rotation. Projection histograms count the number of pixels in each column and row of a character image. Projection histograms can separate characters such as \"m\" and \"n\".\nFigure 5: Projection Histogram\n3. Profiles\nThe profile counts the number of pixels (distance) between the bounding box of the character image and the edge of the character. The profiles describe well the external shapes of characters and allow distinguishing between a great number of letters, such as \"p\" and \"q\".\na\nFigure 6: Profiling\n4. Structural features:\nStructural features are based on topological and geometrical properties of the character, such as aspect ratio, cross points, loops, branch points, strokes and their directions, inflection between two points, horizontal curves at top or bottom, etc.\nGlobal Transformations-Moments:\nThe Fourier Transform (FT) of the contour of the image is calculated. Since the first n coefficients of the FT can be used in order to reconstruct the contour, then these n coefficients are considered to be a n-dimensional feature vector that represents the character.\n00855555 $5555555 Figure 7: Contouring\n6 Classification\nThe results Classification is the last stage where we train the neural net using the feature vectors obtained during feature extraction method against the required targets. To optimize the whole recognition process, several combination methods of multilayer perceptron have been devised. E.g .: k-Nearest Neighbour (k-NN), Bayes Classifier, Neural Networks (NN), Hidden Markov Models (HMM), Support Vector Machines (SVM), etc there is no such thing as the \"best classifier\". The use of classifier depends on many factors, such as available training set, number of free parameters etc.\n7. Post Processing\nThe goal of post processing is the incorporation of context and shape information in all the stages of OCR systems is necessary for meaningful improvements in recognition rates.\n5. Conclusion\nThe character recognition methods have been introduced and developed over the years. In this paper, I have tried to explain the overview of the whole OCR process and the methods related to it. Many researchers try to hybrid two or more different methods and compare the results for efficiency but again this will be application specific and parameter specific. OCR has been implemented in various countries for recognizing different languages as well.\nReferences\n[1] Oivind Due Trier, Anil K. Jain, Torfinn Taxt, \"Feature Extraction Methods for Character Recognition-A Survey\", July 1995\n[2] Yasser Alginahi, Taibah University Kingdom of Saudi Arabia, \"Preprocessing Techniques in Character Recognition\"\n[3] Om Prakash Sharma, M. K. Ghose, Krishna Bikram Shah, Benoy Kumar Thakur, \"Recent Trends and Tools for Feature Extraction\n[4] in OCR Technology\", International Journal of Soft Computing and Engineering (IJSCE)\n[5] ISSN: 2231-2307, Volume-2, Issue-6, January 2013\n157\nVolume 2 Issue 5, May 2013 www.ijsr.net\nInternational Journal of Science and Research (IJSR), India Online ISSN: 2319-7064\n[6] Suruchi G. Dedgaonkar, Anjali A. Chandavale, Ashok M. Sapkal, \"Survey of Methods for Character Recognition\", International Journal of Engineering and Innovative Technology (IJEIT) Volume 1, Issue 5, May 2012\n[7] Mohanad Alata, Mohammad Al-Shabi \"TEXT DETECTION AND CHARACTER\n[8] RECOGNITION USING FUZZY IMAGE PROCESSING\", Journal of ELECTRICAL ENGINEERING, VOL. 57, NO. 5, 2006, 258-267\n[9] Rejean Plamondon, Fellow, IEEE and Sargur N. Shrihari, Fellow, IEEE, \"On-line and Off-line Handwriting Recognition: A comprehensive Survey\", IEEE TRANSACTIONS ON PATTERN ANALYSIS AND MACHINE INTELLIGENCE, VOL 22, NO. 1 JANUARY 2000\n[10] Om Prakash Sharma, M. K. Ghose, Krishna Bikram Shah, \"An Improved Zone Based Hybrid Feature Extraction Model for Handwritten Alphabets Recognition Using Euler Number\", International Journal of Soft Computing and Engineering (IJSCE) ISSN: 2231-2307, Volume-2, Issue-2, May 2012\n[11]J. Pradeepa,, E. Srinivasan, S. Himavathi, \"Neural Network Based Recognition System Integrating Feature\nExtraction and Classification for English Handwritten\", IJE TRANSACTIONS B: Applications Vol. 25, No. 2, (May 2012) 99-106\n[12] Nafiz Arica and Fatos T. Yarman-Vural, \"An Overview of Character Recognition Focused on\n[13] Off-Line Handwriting\", IEEE TRANSACTIONS ON SYSTEMS, MAN, AND CYBERNETICS-PART C: APPLICATIONS AND REVIEWS, VOL. 31, NO. 2, MAY 2001\nAuthor Profile\nUmal Patel, pursuing her Master Degree in Computer Science & Technology from Gujarat Technological University (L D College of Eng., Ahmedabad), received her Bachelor Degree in Computer Engg. from Gujarat University in 2008. Presently working as Assistant Professor in Department of MCA, L.J Institute of Technology. Earlier he has served as Software Test Engineer in Lodestone Software Services since June 2008. 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0.016590229794649042, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "optical", "bounding_box": { "left": 0.6148186691513693, "top": 0.2643401970173758, "width": 0.04975858855988093, "height": 0.013023327404569737 }, "confidence": 99.4 }, { "text": "character", "bounding_box": { "left": 0.6148186691513693, "top": 0.3047099466411274, "width": 0.06449739227241374, "height": 0.013023327404569737 }, "confidence": 99.4 } ], "bounding_box": { "left": 0.6148186691513693, "top": 0.05512895060883842, "width": 0.41830128631759816, "height": 0.013459433575044465 }, "confidence": null }, { "text": "recognition (OCR) is a field of research that has immense", "words": [ { "text": "recognition", "bounding_box": { "left": 0.6344704074347464, "top": 0.05599261184840608, "width": 0.0773968707268965, "height": 0.013023327404569737 }, "confidence": 99.2 }, { "text": "(OCR)", "bounding_box": { "left": 0.6344704074347464, "top": 0.11502941578875359, "width": 0.04974648773581481, "height": 0.012587221234094932 }, "confidence": 99.2 }, { "text": "is", "bounding_box": { "left": 0.6344704074347464, "top": 0.1523549733205637, "width": 0.01413376250922688, "height": 0.01302332740456966 }, "confidence": 99.5 }, { "text": "a", "bounding_box": { "left": 0.6338532654073743, "top": 0.16581440689560817, "width": 0.009208727114316492, "height": 0.01302332740456966 }, "confidence": 99.5 }, { "text": "field", "bounding_box": { "left": 0.6338532654073743, "top": 0.17579354220823643, "width": 0.03194617553455388, "height": 0.01302332740456966 }, "confidence": 99.5 }, { "text": "of", "bounding_box": { "left": 0.6338532654073743, "top": 0.20313996442741825, "width": 0.016590229794649042, "height": 0.01302332740456966 }, "confidence": 99.5 }, { "text": "research", "bounding_box": { "left": 0.6338532654073743, "top": 0.21746305924203035, "width": 0.05774513244351944, "height": 0.012587221234094932 }, "confidence": 99.3 }, { "text": "that", "bounding_box": { "left": 0.6344704074347464, "top": 0.2626043234368587, "width": 0.02825542419438762, "height": 0.012151115063620203 }, "confidence": 99.3 }, { "text": "has", "bounding_box": { "left": 0.6344704074347464, "top": 0.28517923108496374, "width": 0.02579895690896551, "height": 0.012151115063620203 }, "confidence": 99.6 }, { "text": "immense", "bounding_box": { "left": 0.6344704074347464, "top": 0.3060097140511698, "width": 0.06204092498699169, "height": 0.012587221234094932 }, "confidence": 99.4 } ], "bounding_box": { "left": 0.6338532654073743, "top": 0.05599261184840608, "width": 0.4164619610595482, "height": 0.01302332740456966 }, "confidence": null }, { "text": "potential in future where we want to track and locate every", "words": [ { "text": "potential", "bounding_box": { "left": 0.6541221457181234, "top": 0.05555650567793132, "width": 0.06143588378368566, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "in", "bounding_box": { "left": 0.6541221457181234, "top": 0.10113387604323437, "width": 0.01413376250922688, "height": 0.012587221234095008 }, "confidence": 99.6 }, { "text": "future", "bounding_box": { "left": 0.6541221457181234, "top": 0.1154569708578465, "width": 0.042389186703614495, "height": 0.012587221234095008 }, "confidence": 99.2 }, { "text": "where", "bounding_box": { "left": 0.6541221457181234, "top": 0.14888322615952937, "width": 0.04238918670361452, "height": 0.012587221234095008 }, "confidence": 99.5 }, { "text": "we", "bounding_box": { "left": 0.6541221457181234, "top": 0.18187337529073744, "width": 0.020268880310749162, "height": 0.012587221234095008 }, "confidence": 99.6 }, { "text": "want", "bounding_box": { "left": 0.6541221457181234, "top": 0.1996682172663839, "width": 0.033785500792603965, "height": 0.012587221234095008 }, "confidence": 99.2 }, { "text": "to", "bounding_box": { "left": 0.6541221457181234, "top": 0.22614242714461624, "width": 0.01535594573990489, "height": 0.012587221234095008 }, "confidence": 99.7 }, { "text": "track", "bounding_box": { "left": 0.6541221457181234, "top": 0.2396018607196607, "width": 0.03500768402328197, "height": 0.012587221234095008 }, "confidence": 99.3 }, { "text": "and", "bounding_box": { "left": 0.6541221457181234, "top": 0.26868415651935973, "width": 0.024564672854221356, "height": 0.012587221234095008 }, "confidence": 99.6 }, { "text": "locate", "bounding_box": { "left": 0.6541221457181234, "top": 0.2895231905869476, "width": 0.04237708587954841, "height": 0.012151115063620203 }, "confidence": 99.4 }, { "text": "every", "bounding_box": { "left": 0.6547392877454955, "top": 0.322077233547681, "width": 0.03746415130870414, "height": 0.012587221234094932 }, "confidence": 98.2 } ], "bounding_box": { "left": 0.6535171045148175, "top": 0.05555650567793132, "width": 0.4152397778288701, "height": 0.013014776303187899 }, "confidence": null }, { "text": "piece of information being exchanged. The problem with the", "words": [ { "text": "piece", "bounding_box": { "left": 0.6737859848255667, "top": 0.05555650567793132, "width": 0.03685911010539818, "height": 0.013014776303187823 }, "confidence": 99.5 }, { "text": "of", "bounding_box": { "left": 0.6737859848255667, "top": 0.08421124640853742, "width": 0.014738803712532826, "height": 0.013014776303187823 }, "confidence": 99.7 }, { "text": "information", "bounding_box": { "left": 0.6737859848255667, "top": 0.09722602271172527, "width": 0.0804704800396907, "height": 0.013014776303187823 }, "confidence": 99.4 }, { "text": "being", "bounding_box": { "left": 0.6737859848255667, "top": 0.15669893282254754, "width": 0.039303476566754224, "height": 0.013014776303187823 }, "confidence": 99.5 }, { "text": "exchanged.", "bounding_box": { "left": 0.6737859848255667, "top": 0.18708099603228898, "width": 0.07985333801231863, "height": 0.013450882473662627 }, "confidence": 99.4 }, { "text": "The", "bounding_box": { "left": 0.6731688427981946, "top": 0.2461092488712546, "width": 0.0245767736782875, "height": 0.013450882473662627 }, "confidence": 99.7 }, { "text": "problem", "bounding_box": { "left": 0.6731688427981946, "top": 0.266076070597893, "width": 0.05283219787267512, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "with", "bounding_box": { "left": 0.6731688427981946, "top": 0.30949001231358597, "width": 0.03071189147980978, "height": 0.013450882473662627 }, "confidence": 99.0 }, { "text": "the", "bounding_box": { "left": 0.6731688427981946, "top": 0.3337922424408264, "width": 0.022120306392865285, "height": 0.013023327404569737 }, "confidence": 99.6 } ], "bounding_box": { "left": 0.6731688427981946, "top": 0.05555650567793132, "width": 0.4164619610595482, "height": 0.013450882473662627 }, "confidence": null }, { "text": "hand written text is due to uncertainties such as variation in", "words": [ { "text": "hand", "bounding_box": { "left": 0.6928205810815716, "top": 0.05642871801888084, "width": 0.033168358765231915, "height": 0.013023327404569737 }, "confidence": 98.0 }, { "text": "written", "bounding_box": { "left": 0.6928205810815716, "top": 0.08333903406758791, "width": 0.04790716247776474, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "text", "bounding_box": { "left": 0.6928205810815716, "top": 0.12067314270077986, "width": 0.027021140139643518, "height": 0.013023327404569737 }, "confidence": 98.5 }, { "text": "is", "bounding_box": { "left": 0.6928205810815716, "top": 0.14237583800793543, "width": 0.013504519657788686, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "due", "bounding_box": { "left": 0.6928205810815716, "top": 0.15452695307155562, "width": 0.025798956908965536, "height": 0.013023327404569737 }, "confidence": 99.6 }, { "text": "to", "bounding_box": { "left": 0.6928205810815716, "top": 0.17535743603776166, "width": 0.01413376250922688, "height": 0.012151115063620203 }, "confidence": 99.6 }, { "text": "uncertainties", "bounding_box": { "left": 0.6934377231089438, "top": 0.18838076344233137, "width": 0.08845702392332923, "height": 0.012587221234095008 }, "confidence": 99.2 }, { "text": "such", "bounding_box": { "left": 0.6928205810815716, "top": 0.25306129429470514, "width": 0.031934074710487786, "height": 0.012587221234095008 }, "confidence": 99.3 }, { "text": "as", "bounding_box": { "left": 0.6928205810815716, "top": 0.2795355041729375, "width": 0.01659022979464899, "height": 0.012587221234095008 }, "confidence": 99.6 }, { "text": "variation", "bounding_box": { "left": 0.6928205810815716, "top": 0.2938585989875496, "width": 0.059584457701569477, "height": 0.012587221234095008 }, "confidence": 99.3 }, { "text": "in", "bounding_box": { "left": 0.6928205810815716, "top": 0.338572308113285, "width": 0.015355945739904836, "height": 0.012587221234095008 }, "confidence": 94.1 } ], "bounding_box": { "left": 0.6928205810815716, "top": 0.05599261184840608, "width": 0.4158448190321762, "height": 0.012587221234095008 }, "confidence": null }, { "text": "calligraphy over period of time, similarity in text, variation", "words": [ { "text": "calligraphy", "bounding_box": { "left": 0.7130894613923209, "top": 0.05642871801888084, "width": 0.07677972869952443, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "over", "bounding_box": { "left": 0.7130894613923209, "top": 0.11415720344780407, "width": 0.03194617553455391, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "period", "bounding_box": { "left": 0.7130894613923209, "top": 0.13976775208646874, "width": 0.044228511961664586, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "of", "bounding_box": { "left": 0.7124723193649488, "top": 0.17535743603776166, "width": 0.015973087767276968, "height": 0.013459433575044465 }, "confidence": 99.5 }, { "text": "time,", "bounding_box": { "left": 0.7124723193649488, "top": 0.1892529757832809, "width": 0.03684700928133206, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "similarity", "bounding_box": { "left": 0.7124723193649488, "top": 0.21789916541250515, "width": 0.06633671753046383, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "in", "bounding_box": { "left": 0.7124723193649488, "top": 0.2673843891093173, "width": 0.014738803712532814, "height": 0.013459433575044465 }, "confidence": 98.0 }, { "text": "text,", "bounding_box": { "left": 0.7124723193649488, "top": 0.28040771651388696, "width": 0.03316835876523194, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "variation", "bounding_box": { "left": 0.7124723193649488, "top": 0.3064458202216445, "width": 0.06081874175631358, "height": 0.013023327404569737 }, "confidence": 98.3 } ], "bounding_box": { "left": 0.7124723193649488, "top": 0.05599261184840608, "width": 0.4164619610595482, "height": 0.013459433575044465 }, "confidence": null }, { "text": "in styles of writing [3] The character recognition system", "words": [ { "text": "in", "bounding_box": { "left": 0.732741199675698, "top": 0.05642871801888084, "width": 0.01289947845448274, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "styles", "bounding_box": { "left": 0.732741199675698, "top": 0.07162402517444247, "width": 0.04115490264887039, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "of", "bounding_box": { "left": 0.732741199675698, "top": 0.1041780681351758, "width": 0.018417454228632984, "height": 0.013450882473662627 }, "confidence": 99.7 }, { "text": "writing", "bounding_box": { "left": 0.732136158472392, "top": 0.12153680394034752, "width": 0.04975858855988093, "height": 0.013450882473662627 }, "confidence": 99.4 }, { "text": "[3]", "bounding_box": { "left": 0.732136158472392, "top": 0.16103434122314955, "width": 0.025193915705659577, "height": 0.013450882473662627 }, "confidence": 88.0 }, { "text": "The", "bounding_box": { "left": 0.732136158472392, "top": 0.1823094814612122, "width": 0.027021140139643518, "height": 0.013450882473662627 }, "confidence": 99.6 }, { "text": "character", "bounding_box": { "left": 0.732136158472392, "top": 0.20574805034888494, "width": 0.06571957550309175, "height": 0.013023327404569737 }, "confidence": 99.2 }, { "text": "recognition", "bounding_box": { "left": 0.732741199675698, "top": 0.25566082911479, "width": 0.07739687072689652, "height": 0.013023327404569737 }, "confidence": 97.9 }, { "text": "system", "bounding_box": { "left": 0.732741199675698, "top": 0.3155612942947052, "width": 0.04422851196166453, "height": 0.012587221234095008 }, "confidence": 99.3 } ], "bounding_box": { "left": 0.732136158472392, "top": 0.05599261184840608, "width": 0.4176962451142924, "height": 0.013014776303187823 }, "confidence": null }, { "text": "helps in making the communication between a human and a", "words": [ { "text": "helps", "bounding_box": { "left": 0.7517878967557691, "top": 0.05555650567793132, "width": 0.038093394160142305, "height": 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0.752392937959075, "top": 0.2777996305924203, "width": 0.00798654388363851, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "human", "bounding_box": { "left": 0.752392937959075, "top": 0.2860428923245314, "width": 0.04668497924708675, "height": 0.012587221234094932 }, "confidence": 99.3 }, { "text": "and", "bounding_box": { "left": 0.752392937959075, "top": 0.32250478861677384, "width": 0.02641609893633753, "height": 0.012159666165002043 }, "confidence": 99.6 }, { "text": "a", "bounding_box": { "left": 0.752392937959075, "top": 0.34334382268436175, "width": 0.00920872711431652, "height": 0.012159666165002043 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.7517878967557691, "top": 0.05555650567793132, "width": 0.4158569198562422, "height": 0.013450882473662627 }, "confidence": null }, { "text": "computer easy.[4] The character recognition is basically", "words": [ { "text": "computer", "bounding_box": { "left": 0.7726618182698243, "top": 0.05599261184840608, "width": 0.06757100158520796, "height": 0.013014776303187823 }, "confidence": 98.1 }, { "text": "easy.[4]", "bounding_box": { "left": 0.7720567770665183, "top": 0.10807737036530306, "width": 0.059584457701569477, "height": 0.013014776303187823 }, "confidence": 92.6 }, { "text": "The", "bounding_box": { "left": 0.7720567770665183, "top": 0.15452695307155562, "width": 0.025798956908965536, "height": 0.013014776303187823 }, "confidence": 99.6 }, { "text": "character", "bounding_box": { "left": 0.7714396350391461, "top": 0.17883773430017788, "width": 0.06510243347571967, "height": 0.013450882473662627 }, "confidence": 99.3 }, { "text": "recognition", "bounding_box": { "left": 0.7714396350391461, "top": 0.22918661923655767, "width": 0.07861905395757449, "height": 0.013450882473662627 }, "confidence": 98.3 }, { "text": "is", "bounding_box": { "left": 0.7714396350391461, "top": 0.29082295799699, "width": 0.015973087767276968, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": 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0.7917085153498954, "top": 0.17535743603776166, "width": 0.044228511961664586, "height": 0.012587221234094932 }, "confidence": 99.4 }, { "text": "offline", "bounding_box": { "left": 0.7917085153498954, "top": 0.2170269530715556, "width": 0.045462796016408735, "height": 0.012587221234094932 }, "confidence": 99.4 }, { "text": "handwritten", "bounding_box": { "left": 0.7917085153498954, "top": 0.2608684498563415, "width": 0.0804704800396907, "height": 0.012587221234094932 }, "confidence": 99.2 }, { "text": "text", "bounding_box": { "left": 0.7917085153498954, "top": 0.330320495279792, "width": 0.026416098936337586, "height": 0.0117150088931454 }, "confidence": 99.2 } ], "bounding_box": { "left": 0.7910913733225232, "top": 0.05555650567793132, "width": 0.4158569198562422, "height": 0.012587221234095008 }, "confidence": null }, { "text": "recognition, online handwritten text recognition. 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0.8107431116059004, "top": 0.3151251881242304, "width": 0.050375730587252955, "height": 0.01388698864413743 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.8107431116059004, "top": 0.05512895060883842, "width": 0.41768414429022616, "height": 0.01388698864413743 }, "confidence": null }, { "text": "means the text written on the plain paper or sheet and then", "words": [ { "text": "means", "bounding_box": { "left": 0.8310119919166495, "top": 0.05599261184840608, "width": 0.04545069519234259, "height": 0.011723559994527314 }, "confidence": 99.5 }, { "text": "the", "bounding_box": { "left": 0.8310119919166495, "top": 0.0902825283896566, "width": 0.022725347596171296, "height": 0.012159666165002043 }, "confidence": 99.6 }, { "text": "text", "bounding_box": { "left": 0.8310119919166495, "top": 0.10894958270625257, "width": 0.028872566221759693, "height": 0.012587221234094932 }, "confidence": 99.1 }, { "text": "written", "bounding_box": { "left": 0.8310119919166495, "top": 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0.013014776303187899 }, "confidence": 99.5 }, { "text": "a", "bounding_box": { "left": 0.8506758310240927, "top": 0.2656485155288001, "width": 0.008591585086944442, "height": 0.013014776303187899 }, "confidence": 99.5 }, { "text": "scanner", "bounding_box": { "left": 0.8506758310240927, "top": 0.274327883431386, "width": 0.052215055845303095, "height": 0.013014776303187899 }, "confidence": 99.3 }, { "text": "and", "bounding_box": { "left": 0.8506758310240927, "top": 0.313825420714188, "width": 0.02518181488159343, "height": 0.012587221234095008 }, "confidence": 99.6 }, { "text": "the", "bounding_box": { "left": 0.8506758310240927, "top": 0.33422834861130113, "width": 0.0221082055687993, "height": 0.012587221234095008 }, "confidence": 94.9 } ], "bounding_box": { "left": 0.8500586889967207, "top": 0.05599261184840608, "width": 0.4158448190321762, "height": 0.013450882473662627 }, "confidence": null }, { "text": "completed writing is available as an image. Online means the", "words": [ { "text": "completed", "bounding_box": { "left": 0.8703275693074699, "top": 0.05599261184840608, "width": 0.0712496521013081, "height": 0.01302332740456966 }, "confidence": 99.3 }, { "text": "writing", "bounding_box": { "left": 0.8703275693074699, "top": 0.10894958270625257, "width": 0.048524304505136805, "height": 0.01302332740456966 }, "confidence": 99.3 }, { "text": "is", "bounding_box": { "left": 0.8703275693074699, "top": 0.14584758516896976, "width": 0.012282336427110678, "height": 0.01302332740456966 }, "confidence": 99.5 }, { "text": "available", "bounding_box": { "left": 0.8703275693074699, "top": 0.15669893282254754, "width": 0.06326310821766964, "height": 0.01302332740456966 }, "confidence": 99.3 }, { "text": "as", "bounding_box": { "left": 0.8703275693074699, "top": 0.20401217676836778, "width": 0.014121661685160736, "height": 0.01302332740456966 }, "confidence": 99.5 }, { "text": "an", "bounding_box": { "left": 0.8703275693074699, "top": 0.21659939800246272, "width": 0.015973087767276968, "height": 0.01302332740456966 }, "confidence": 99.5 }, { "text": "image.", "bounding_box": { "left": 0.8703275693074699, "top": 0.23005028047612533, "width": 0.04730212127445877, "height": 0.01302332740456966 }, "confidence": 99.4 }, { "text": "Online", "bounding_box": { "left": 0.8703275693074699, "top": 0.266076070597893, "width": 0.04607993804378076, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "means", "bounding_box": { "left": 0.8703275693074699, "top": 0.30123819948009306, "width": 0.04299422790692043, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "the", "bounding_box": { "left": 0.8703275693074699, "top": 0.33422834861130113, "width": 0.0221082055687993, "height": 0.013023327404569737 }, "confidence": 99.6 } ], "bounding_box": { "left": 0.8697104272800978, "top": 0.05555650567793132, "width": 0.4158569198562422, "height": 0.013459433575044465 }, "confidence": null }, { "text": "text written on any digital devices such as tablets using", "words": [ { "text": "text", "bounding_box": { "left": 0.890596449618219, "top": 0.05599261184840608, "width": 0.030094749452437702, "height": 0.011715008893145477 }, "confidence": 99.2 }, { "text": "written", "bounding_box": { "left": 0.890596449618219, "top": 0.08073949924750308, "width": 0.04790716247776474, "height": 0.012587221234094932 }, "confidence": 99.3 }, { "text": "on", "bounding_box": { "left": 0.889979307590847, "top": 0.12067314270077986, "width": 0.01719527099795495, "height": 0.012587221234094932 }, "confidence": 99.6 }, { "text": "any", "bounding_box": { "left": 0.889979307590847, "top": 0.13890409084690108, "width": 0.025786856084899366, "height": 0.01302332740456966 }, "confidence": 99.6 }, { "text": "digital", "bounding_box": { "left": 0.889979307590847, "top": 0.16190655356409905, "width": 0.04729002045039265, "height": 0.01302332740456966 }, "confidence": 99.5 }, { "text": "devices", "bounding_box": { "left": 0.889979307590847, "top": 0.19923211109590913, "width": 0.05283219787267517, "height": 0.01302332740456966 }, "confidence": 99.4 }, { "text": "such", "bounding_box": { "left": 0.889979307590847, "top": 0.24090162812970312, "width": 0.03194617553455388, "height": 0.01302332740456966 }, "confidence": 99.3 }, { "text": "as", "bounding_box": { "left": 0.889979307590847, "top": 0.26912026268983447, "width": 0.017812413025327, "height": 0.01302332740456966 }, "confidence": 99.5 }, { "text": "tablets", "bounding_box": { "left": 0.889979307590847, "top": 0.284743124914489, "width": 0.04852430450513683, "height": 0.01302332740456966 }, "confidence": 99.5 }, { "text": "using", "bounding_box": { "left": 0.889979307590847, "top": 0.32294089478724863, "width": 0.03808129333607621, "height": 0.012151115063620203 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.8893621655634749, "top": 0.05555650567793132, "width": 0.4170791030869202, "height": 0.013023327404569737 }, "confidence": null }, { "text": "stylus i.e. the two dimensional coordinates of successive", "words": [ { "text": "stylus", "bounding_box": { "left": 0.909631045874224, "top": 0.05642871801888084, "width": 0.04177204467624246, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "i.e.", "bounding_box": { "left": 0.909631045874224, "top": 0.08941886715008894, "width": 0.02579895690896548, "height": 0.013023327404569737 }, "confidence": 98.9 }, { "text": "the", "bounding_box": { "left": 0.909631045874224, "top": 0.1111215624572445, "width": 0.022725347596171296, "height": 0.013023327404569737 }, "confidence": 99.6 }, { "text": "two", "bounding_box": { "left": 0.909631045874224, "top": 0.13195204542345054, "width": 0.027033240963709636, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "dimensional", "bounding_box": { "left": 0.909631045874224, "top": 0.15626282665207278, "width": 0.08598845581384092, "height": 0.013450882473662627 }, "confidence": 99.3 }, { "text": "coordinates", "bounding_box": { "left": 0.9090260046709182, "top": 0.22137091257353947, "width": 0.0804704800396907, "height": 0.012587221234094932 }, "confidence": 99.0 }, { "text": "of", "bounding_box": { "left": 0.909631045874224, "top": 0.28214359009440415, "width": 0.017812413025327, "height": 0.012159666165002043 }, "confidence": 99.6 }, { "text": "successive", "bounding_box": { "left": 0.909631045874224, "top": 0.2990662197291011, "width": 0.07248393615605225, "height": 0.012159666165002043 }, "confidence": 99.1 } ], "bounding_box": { "left": 0.909631045874224, "top": 0.05599261184840608, "width": 0.4158448190321762, "height": 0.013450882473662627 }, "confidence": null }, { "text": "points are represented as a function of time and the order of", "words": [ { "text": "points", "bounding_box": { "left": 0.9305170682123454, "top": 0.05555650567793132, "width": 0.0442285119616646, "height": 0.013023327404569737 }, "confidence": 99.1 }, { "text": "are", "bounding_box": { "left": 0.9298999261849732, "top": 0.08941886715008894, "width": 0.021491063541427168, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "represented", "bounding_box": { "left": 0.9298999261849732, "top": 0.10677760295526063, "width": 0.0804704800396907, "height": 0.013450882473662627 }, "confidence": 96.6 }, { "text": "as", "bounding_box": { "left": 0.9292948849816672, "top": 0.16581440689560817, "width": 0.01596098694321085, "height": 0.013014776303187899 }, "confidence": 99.5 }, { "text": "a", "bounding_box": { "left": 0.9292948849816672, "top": 0.17926528936927077, "width": 0.009825869141688542, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "function", "bounding_box": { "left": 0.9286777429542953, "top": 0.18881686961280614, "width": 0.05712799041614736, "height": 0.013450882473662627 }, "confidence": 98.7 }, { "text": "of", "bounding_box": { "left": 0.9286777429542953, "top": 0.23265836639759202, "width": 0.014121661685160736, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "time", "bounding_box": { "left": 0.9286777429542953, "top": 0.24524558763168694, "width": 0.031946175534553936, "height": 0.013023327404569737 }, "confidence": 98.6 }, { "text": "and", "bounding_box": { "left": 0.9286777429542953, "top": 0.27042003009987686, "width": 0.02518181488159343, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "the", "bounding_box": { "left": 0.9286777429542953, "top": 0.29168661923655764, "width": 0.022737448420237467, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "order", "bounding_box": { "left": 0.9286777429542953, "top": 0.3099175673826789, "width": 0.03747625213277028, "height": 0.012587221234094932 }, "confidence": 99.4 }, { "text": "of", "bounding_box": { "left": 0.9286777429542953, "top": 0.338572308113285, "width": 0.017195270997954922, "height": 0.012151115063620203 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.9292948849816672, "top": 0.05555650567793132, "width": 0.41769624511429226, "height": 0.013886988644137354 }, "confidence": null }, { "text": "strokes made by the writer are also available.[6]", "words": [ { "text": "strokes", "bounding_box": { "left": 0.9495637652924165, "top": 0.05599261184840608, "width": 0.0473021212744588, "height": 0.012587221234095008 }, "confidence": 99.5 }, { "text": "made", "bounding_box": { "left": 0.9489466232650443, "top": 0.09201840197017376, "width": 0.038093394160142305, "height": 0.012587221234095008 }, "confidence": 99.3 }, { "text": "by", "bounding_box": { "left": 0.9489466232650443, "top": 0.12153680394034752, "width": 0.016590229794649015, "height": 0.013014776303187899 }, "confidence": 99.7 }, { "text": "the", "bounding_box": { "left": 0.9489466232650443, "top": 0.13585989875495963, "width": 0.022120306392865365, "height": 0.013014776303187899 }, "confidence": 99.6 }, { "text": "writer", "bounding_box": { "left": 0.9489466232650443, "top": 0.15409084690108085, "width": 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Potential problem areas for OCR", "words": [ { "text": "3.", "bounding_box": { "left": 0.4336330304093709, "top": 0.36548262416199206, "width": 0.019651738283377084, "height": 0.014759200985086887 }, "confidence": 99.5 }, { "text": "Potential", "bounding_box": { "left": 0.4342380716126768, "top": 0.38762142563962243, "width": 0.07677972869952444, "height": 0.015195307155561652 }, "confidence": 99.4 }, { "text": "problem", "bounding_box": { "left": 0.4342380716126768, "top": 0.4449138048980709, "width": 0.06817604278851386, "height": 0.015195307155561652 }, "confidence": 99.3 }, { "text": "areas", "bounding_box": { "left": 0.4336330304093709, "top": 0.5000427555069092, "width": 0.0466728784230206, "height": 0.015622862224654543 }, "confidence": 99.5 }, { "text": "for", "bounding_box": { "left": 0.4336330304093709, "top": 0.536068545628677, "width": 0.028872566221759693, "height": 0.015186756054179776 }, "confidence": 99.6 }, { "text": "OCR", "bounding_box": { "left": 0.4336330304093709, "top": 0.5595071145163497, "width": 0.04115490264887045, "height": 0.015622862224654543 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.4336330304093709, "top": 0.3641743056505678, "width": 0.3224869613620688, "height": 0.016495074565604038 }, "confidence": null }, { "text": "1. The same characters differ in sizes, shapes and styles", "words": [ { "text": "1.", "bounding_box": { "left": 0.4766272583162914, "top": 0.3663462854015597, "width": 0.01535594573990489, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "The", "bounding_box": { "left": 0.4760101162889193, "top": 0.38154159255712133, "width": 0.027021140139643518, "height": 0.013014776303187823 }, "confidence": 99.4 }, { "text": "same", "bounding_box": { "left": 0.4760101162889193, "top": 0.4049801614447941, "width": 0.03685911010539826, "height": 0.013014776303187823 }, "confidence": 99.1 }, { "text": "characters", "bounding_box": { "left": 0.4760101162889193, "top": 0.43536222465453556, "width": 0.07186679412868012, "height": 0.01301477630318786 }, "confidence": 99.3 }, { "text": "differ", "bounding_box": { "left": 0.4766272583162914, "top": 0.48961896292242435, "width": 0.04054986144556452, "height": 0.01301477630318786 }, "confidence": 99.3 }, { "text": "in", "bounding_box": { "left": 0.4766272583162914, "top": 0.5217454508140649, "width": 0.014738803712532866, "height": 0.013450882473662589 }, "confidence": 99.7 }, { "text": "sizes,", "bounding_box": { "left": 0.4766272583162914, "top": 0.5373683130387195, "width": 0.041154902648870346, "height": 0.013450882473662589 }, "confidence": 99.3 }, { "text": "shapes", "bounding_box": { "left": 0.4766272583162914, "top": 0.5699223559994527, "width": 0.04791926330183085, "height": 0.013450882473662589 }, "confidence": 99.4 }, { "text": "and", "bounding_box": { "left": 0.4766272583162914, "top": 0.6081201258722123, "width": 0.0245767736782875, "height": 0.013450882473662589 }, "confidence": 99.7 }, { "text": "styles", "bounding_box": { "left": 0.4772322995195973, "top": 0.6306950335203174, "width": 0.03930347656675417, "height": 0.013023327404569698 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.4760101162889193, "top": 0.36591873033246686, "width": 0.41461053497743194, "height": 0.012578670132713056 }, "confidence": null }, { "text": "from person to person and even from time to time with", "words": [ { "text": "from", "bounding_box": { "left": 0.4975011798303465, "top": 0.38197769872759607, "width": 0.030094749452437758, "height": 0.013014776303187823 }, "confidence": 99.3 }, { "text": "person", "bounding_box": { "left": 0.4968961386270405, "top": 0.40975167601587087, "width": 0.045462796016408735, "height": 0.013014776303187823 }, "confidence": 99.5 }, { "text": "to", "bounding_box": { "left": 0.4968961386270405, "top": 0.4462135723081133, "width": 0.014133762509226827, "height": 0.013014776303187823 }, "confidence": 99.5 }, { "text": "person", "bounding_box": { "left": 0.4968961386270405, "top": 0.4596730058831578, "width": 0.04668497924708669, "height": 0.013014776303187823 }, "confidence": 99.5 }, { "text": "and", "bounding_box": { "left": 0.4962789965996685, "top": 0.4961349021754002, "width": 0.026416098936337586, "height": 0.013450882473662551 }, "confidence": 99.3 }, { "text": "even", "bounding_box": { "left": 0.4962789965996685, "top": 0.5178375974825558, "width": 0.032551216737859864, "height": 0.013450882473662551 }, "confidence": 99.3 }, { "text": "from", "bounding_box": { "left": 0.4962789965996685, "top": 0.5451840197017376, "width": 0.028255424194387563, "height": 0.013014776303187823 }, "confidence": 98.9 }, { "text": "time", "bounding_box": { "left": 0.4962789965996685, "top": 0.5720943357504447, "width": 0.032551216737859864, "height": 0.013014776303187823 }, "confidence": 99.3 }, { "text": "to", "bounding_box": { "left": 0.4962789965996685, "top": 0.5972687782186346, "width": 0.015973087767276913, "height": 0.013014776303187823 }, "confidence": 99.7 }, { "text": "time", "bounding_box": { "left": 0.4962789965996685, "top": 0.611155766862772, "width": 0.031946175534553936, "height": 0.012587221234094932 }, "confidence": 96.1 }, { "text": "with", "bounding_box": { "left": 0.4962789965996685, "top": 0.6380746340128609, "width": 0.030094749452437758, "height": 0.012587221234094932 }, "confidence": 98.7 } ], "bounding_box": { "left": 0.4968961386270405, "top": 0.38197769872759607, "width": 0.39250232940863283, "height": 0.013886988644137354 }, "confidence": null }, { "text": "the same person. The source of confusion is the high", "words": [ { "text": "the", "bounding_box": { "left": 0.5165478769104176, "top": 0.3828413599671638, "width": 0.02150316436549326, "height": 0.012587221234094932 }, "confidence": 99.6 }, { "text": "same", "bounding_box": { "left": 0.5165478769104176, "top": 0.4023720755233274, "width": 0.03624196807802613, "height": 0.013014776303187823 }, "confidence": 99.3 }, { "text": "person.", "bounding_box": { "left": 0.5165478769104176, "top": 0.4323265836639759, "width": 0.0534372390759811, "height": 0.013450882473662551 }, "confidence": 99.4 }, { "text": "The", "bounding_box": { "left": 0.5159307348830456, "top": 0.4744322068682446, "width": 0.027021140139643518, "height": 0.013450882473662551 }, "confidence": 99.7 }, { "text": "source", "bounding_box": { "left": 0.5159307348830456, "top": 0.49787077575591737, "width": 0.044833553164970515, "height": 0.013450882473662551 }, "confidence": 99.5 }, { "text": "of", "bounding_box": { "left": 0.5159307348830456, "top": 0.5338965658776851, "width": 0.01842955505269913, "height": 0.013450882473662551 }, "confidence": 99.6 }, { "text": "confusion", "bounding_box": { "left": 0.5159307348830456, "top": 0.5499555342728143, "width": 0.0669538595578359, "height": 0.013450882473662551 }, "confidence": 99.3 }, { "text": "is", "bounding_box": { "left": 0.5159307348830456, "top": 0.6024763989601861, "width": 0.014750904536598958, "height": 0.013450882473662551 }, "confidence": 99.5 }, { "text": "the", "bounding_box": { "left": 0.5159307348830456, "top": 0.6154997263647558, "width": 0.023959631650915476, "height": 0.013014776303187823 }, "confidence": 94.1 }, { "text": "high", "bounding_box": { "left": 0.5165478769104176, "top": 0.6359026542618689, "width": 0.03193407471048784, "height": 0.013014776303187823 }, "confidence": 99.3 } ], "bounding_box": { "left": 0.5159307348830456, "top": 0.3828413599671638, "width": 0.39128014617795476, "height": 0.01302332740456966 }, "confidence": null }, { "text": "level of abstraction: there are thousands styles of type in", "words": [ { "text": "level", "bounding_box": { "left": 0.5355824731664227, "top": 0.38197769872759607, "width": 0.03500768402328208, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "of", "bounding_box": { "left": 0.5355824731664227, "top": 0.409324120946778, "width": 0.015960986943210822, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "abstraction:", "bounding_box": { "left": 0.5355824731664227, "top": 0.42321110959091535, "width": 0.07923619598494656, "height": 0.012151115063620203 }, "confidence": 98.8 }, { "text": "there", "bounding_box": { "left": 0.5361996151937947, "top": 0.4818118073607881, "width": 0.03624196807802613, "height": 0.012587221234094932 }, "confidence": 99.3 }, { "text": "are", "bounding_box": { "left": 0.5361996151937947, "top": 0.5100218908195376, "width": 0.022120306392865285, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "thousands", "bounding_box": { "left": 0.5361996151937947, "top": 0.5282528389656588, "width": 0.07064461089800217, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "styles", "bounding_box": { "left": 0.5361996151937947, "top": 0.5803375974825558, "width": 0.04054986144556452, "height": 0.013450882473662627 }, "confidence": 98.8 }, { "text": "of", "bounding_box": { "left": 0.5361996151937947, "top": 0.6115918730332467, "width": 0.014738803712532866, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "type", "bounding_box": { "left": 0.5355824731664227, "top": 0.6241790942673416, "width": 0.03071189147980978, "height": 0.013886988644137354 }, "confidence": 99.2 }, { "text": "in", "bounding_box": { "left": 0.5355824731664227, "top": 0.6484898754959639, "width": 0.01473880371253276, "height": 0.013886988644137354 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.5349653311390505, "top": 0.38197769872759607, "width": 0.3912680453538887, "height": 0.012587221234094932 }, "confidence": null }, { "text": "common use plus variations in calligraphy and a", "words": [ { "text": "common", "bounding_box": { "left": 0.5576906787352218, "top": 0.38197769872759607, "width": 0.060189498904875516, "height": 0.012151115063620203 }, "confidence": 99.5 }, { "text": "use", "bounding_box": { "left": 0.5564684955045439, "top": 0.4327626898344507, "width": 0.02518181488159343, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "plus", "bounding_box": { "left": 0.5558513534771717, "top": 0.45793713230264055, "width": 0.032551216737859864, "height": 0.013023327404569737 }, "confidence": 99.1 }, { "text": "variations", "bounding_box": { "left": 0.5558513534771717, "top": 0.48875530168285675, "width": 0.06817604278851386, "height": 0.013459433575044465 }, "confidence": 99.2 }, { "text": "in", "bounding_box": { "left": 0.5552342114497998, "top": 0.5434481461212204, "width": 0.014738803712532866, "height": 0.013895539745519193 }, "confidence": 99.7 }, { "text": "calligraphy", "bounding_box": { "left": 0.5552342114497998, "top": 0.5629788616773841, "width": 0.07801401275426849, "height": 0.013459433575044465 }, "confidence": 98.8 }, { "text": "and", "bounding_box": { "left": 0.5558513534771717, "top": 0.625487412778766, "width": 0.026403998112271388, "height": 0.012587221234094932 }, "confidence": 99.6 }, { "text": "a", "bounding_box": { "left": 0.5564684955045439, "top": 0.6528338349979478, "width": 0.008591585086944388, "height": 0.012587221234094932 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.5552342114497998, "top": 0.38110548638664665, "width": 0.3937366134633769, "height": 0.013459433575044465 }, "confidence": null }, { "text": "character recognition program must recognize most of", "words": [ { "text": "character", "bounding_box": { "left": 0.574898050557243, "top": 0.38197769872759607, "width": 0.06571957550309186, "height": 0.013023327404569737 }, "confidence": 99.4 }, { "text": "recognition", "bounding_box": { "left": 0.5755030917605489, "top": 0.4310268162539335, "width": 0.07923619598494656, "height": 0.012587221234094932 }, "confidence": 99.3 }, { "text": "program", "bounding_box": { "left": 0.576120233787921, "top": 0.49179094267341633, "width": 0.05283219787267517, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "must", "bounding_box": { "left": 0.576120233787921, "top": 0.5378044192091941, "width": 0.03685911010539815, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "recognize", "bounding_box": { "left": 0.5755030917605489, "top": 0.5664506088384184, "width": 0.06818814361258006, "height": 0.013023327404569737 }, "confidence": 98.8 }, { "text": "most", "bounding_box": { "left": 0.5755030917605489, "top": 0.6189714735257902, "width": 0.03747625213277017, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "of", "bounding_box": { "left": 0.5755030917605489, "top": 0.6480537693254891, "width": 0.016590229794649042, "height": 0.013014776303187899 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.574898050557243, "top": 0.38197769872759607, "width": 0.39311947143600484, "height": 0.013450882473662627 }, "confidence": null }, { "text": "these.", "words": [ { "text": "these.", "bounding_box": { "left": 0.5951669308679921, "top": 0.38240525379668905, "width": 0.04054986144556441, "height": 0.010851347653577781 }, "confidence": 99.3 } ], "bounding_box": { "left": 0.5951669308679921, "top": 0.38240525379668905, "width": 0.04054986144556441, "height": 0.010851347653577781 }, "confidence": null }, { "text": "2. Like any image, visual characters are subject to spoilage", "words": [ { "text": "2.", "bounding_box": { "left": 0.6148186691513693, "top": 0.3663462854015597, "width": 0.015973087767276913, "height": 0.012587221234094932 }, "confidence": 99.6 }, { "text": "Like", "bounding_box": { "left": 0.6148186691513693, "top": 0.38024182514707894, "width": 0.03316835876523189, "height": 0.01302332740456966 }, "confidence": 99.3 }, { "text": "any", "bounding_box": { "left": 0.6142015271239972, "top": 0.407152141195786, "width": 0.024564672854221408, "height": 0.01302332740456966 }, "confidence": 99.7 }, { "text": "image,", "bounding_box": { "left": 0.6142015271239972, "top": 0.42711896292242446, "width": 0.0491414465325088, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "visual", "bounding_box": { "left": 0.6142015271239972, "top": 0.4644445204542345, "width": 0.04177204467624247, "height": 0.013459433575044465 }, "confidence": 99.5 }, { "text": "characters", "bounding_box": { "left": 0.6142015271239972, "top": 0.496571008345875, "width": 0.07001536804656394, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "are", "bounding_box": { "left": 0.6142015271239972, "top": 0.548655766862772, "width": 0.023342489623543346, "height": 0.013459433575044465 }, "confidence": 99.6 }, { "text": "subject", "bounding_box": { "left": 0.6142015271239972, "top": 0.5677503762484608, "width": 0.04914144653250891, "height": 0.013023327404569737 }, "confidence": 99.4 }, { "text": "to", "bounding_box": { "left": 0.6148186691513693, "top": 0.6050844848816528, "width": 0.01473880371253276, "height": 0.013023327404569737 }, "confidence": 99.6 }, { "text": "spoilage", "bounding_box": { "left": 0.6148186691513693, "top": 0.6189714735257902, "width": 0.05651084838877524, "height": 0.013023327404569737 }, "confidence": 98.7 } ], "bounding_box": { "left": 0.6142015271239972, "top": 0.36548262416199206, "width": 0.41522767700480406, "height": 0.01302332740456966 }, "confidence": null }, { "text": "due to noise. Some images containing characters are", "words": [ { "text": "due", "bounding_box": { "left": 0.6338532654073743, "top": 0.38197769872759607, "width": 0.025798956908965564, "height": 0.012159666165002043 }, "confidence": 99.5 }, { "text": "to", "bounding_box": { "left": 0.6338532654073743, "top": 0.4054162676152689, "width": 0.01535594573990489, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "noise.", "bounding_box": { "left": 0.6338532654073743, "top": 0.4223388972499658, "width": 0.043611369934292564, "height": 0.01302332740456966 }, "confidence": 99.4 }, { "text": "Some", "bounding_box": { "left": 0.6338532654073743, "top": 0.4575010261321658, "width": 0.03931557739082026, "height": 0.013459433575044465 }, "confidence": 99.2 }, { "text": "images", "bounding_box": { "left": 0.6338532654073743, "top": 0.4904911752633739, "width": 0.050980771790558994, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "containing", "bounding_box": { "left": 0.6338532654073743, "top": 0.5312884799562183, "width": 0.07433536223816843, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "characters", "bounding_box": { "left": 0.6344704074347464, "top": 0.5885894103160487, "width": 0.0712496521013081, "height": 0.013023327404569737 }, "confidence": 98.4 }, { "text": "are", "bounding_box": { "left": 0.6344704074347464, "top": 0.6432822547544124, "width": 0.022725347596171324, "height": 0.012151115063620203 }, "confidence": 99.7 } ], "bounding_box": { "left": 0.6338532654073743, "top": 0.38197769872759607, "width": 0.39311947143600484, "height": 0.01302332740456966 }, "confidence": null }, { "text": "already blurred or not clear which makes them difficult to", "words": [ { "text": "already", "bounding_box": { "left": 0.6541221457181234, "top": 0.38240525379668905, "width": 0.050375730587252955, "height": 0.013023327404569737 }, "confidence": 99.4 }, { "text": "blurred", "bounding_box": { "left": 0.6541221457181234, "top": 0.42017546860035576, "width": 0.049746487735814734, "height": 0.013023327404569737 }, "confidence": 99.4 }, { "text": "or", "bounding_box": { "left": 0.6541221457181234, "top": 0.4575010261321658, "width": 0.014738803712532866, "height": 0.013023327404569737 }, "confidence": 99.6 }, { "text": "not", "bounding_box": { "left": 0.6541221457181234, "top": 0.47052435353673555, "width": 0.022725347596171216, "height": 0.013023327404569737 }, "confidence": 99.6 }, { "text": "clear", "bounding_box": { "left": 0.6541221457181234, "top": 0.4891914078533315, "width": 0.033168358765232, "height": 0.012587221234095008 }, "confidence": 99.5 }, { "text": "which", "bounding_box": { "left": 0.6541221457181234, "top": 0.5152295115610891, "width": 0.042389186703614606, "height": 0.013014776303187899 }, "confidence": 99.5 }, { "text": "makes", "bounding_box": { "left": 0.6535171045148175, "top": 0.5477835545218224, "width": 0.04300632873098663, "height": 0.013014776303187899 }, "confidence": 99.5 }, { "text": "them", "bounding_box": { "left": 0.6535171045148175, "top": 0.5807737036530305, "width": 0.03009474945243765, "height": 0.013014776303187899 }, "confidence": 99.3 }, { "text": "difficult", "bounding_box": { "left": 0.6535171045148175, "top": 0.6076840197017376, "width": 0.054054381103353234, "height": 0.013014776303187899 }, "confidence": 99.3 }, { "text": "to", "bounding_box": { "left": 0.6535171045148175, "top": 0.6484898754959639, "width": 0.01473880371253276, "height": 0.012587221234094932 }, "confidence": 99.6 } ], "bounding_box": { "left": 0.6535171045148175, "top": 0.38197769872759607, "width": 0.3912680453538887, "height": 0.013450882473662627 }, "confidence": null }, { "text": "process. Noise consists of random changes to a pattern,", "words": [ { "text": "process.", "bounding_box": { "left": 0.6743910260288726, "top": 0.38197769872759607, "width": 0.0577330316194533, "height": 0.013014776303187823 }, "confidence": 99.3 }, { "text": "Noise", "bounding_box": { "left": 0.6737859848255667, "top": 0.4249469831714325, "width": 0.042389186703614495, "height": 0.013014776303187823 }, "confidence": 99.5 }, { "text": "consists", "bounding_box": { "left": 0.6737859848255667, "top": 0.45837323847311534, "width": 0.055893706361403214, "height": 0.013450882473662627 }, "confidence": 99.4 }, { "text": "of", "bounding_box": { "left": 0.6731688427981946, "top": 0.5004703105760021, "width": 0.01597308776727702, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "random", "bounding_box": { "left": 0.6731688427981946, "top": 0.5139297441510466, "width": 0.04975858855988082, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "changes", "bounding_box": { "left": 0.6731688427981946, "top": 0.5555992611848406, "width": 0.05651084838877534, "height": 0.013014776303187823 }, "confidence": 99.4 }, { "text": "to", "bounding_box": { "left": 0.6737859848255667, "top": 0.5981409905595841, "width": 0.01535594573990489, "height": 0.013014776303187823 }, "confidence": 99.6 }, { "text": "a", "bounding_box": { "left": 0.6737859848255667, "top": 0.6124640853741962, "width": 0.009825869141688542, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "pattern,", "bounding_box": { "left": 0.6743910260288726, "top": 0.6215795594472568, "width": 0.0534372390759811, "height": 0.012151115063620203 }, "confidence": 99.1 } ], "bounding_box": { "left": 0.6731688427981946, "top": 0.38197769872759607, "width": 0.3918851873812607, "height": 0.013023327404569737 }, "confidence": null }, { "text": "particularly near the edges. A character with much noise", "words": [ { "text": "particularly", "bounding_box": { "left": 0.6946599063396217, "top": 0.38240525379668905, "width": 0.07863115478164062, "height": 0.013886988644137354 }, "confidence": 99.3 }, { "text": "near", "bounding_box": { "left": 0.6934377231089438, "top": 0.440569845396087, "width": 0.03010685027650385, "height": 0.013450882473662627 }, "confidence": 99.3 }, { "text": "the", "bounding_box": { "left": 0.6934377231089438, "top": 0.4644445204542345, "width": 0.023342489623543346, "height": 0.013450882473662627 }, "confidence": 98.3 }, { "text": "edges.", "bounding_box": { "left": 0.6928205810815716, "top": 0.48354768094130524, "width": 0.04545069519234265, "height": 0.013459433575044465 }, "confidence": 99.1 }, { "text": "A", "bounding_box": { "left": 0.6928205810815716, "top": 0.5182737036530305, "width": 0.009825869141688542, "height": 0.013459433575044465 }, "confidence": 99.6 }, { "text": "character", "bounding_box": { "left": 0.6928205810815716, "top": 0.5304248187166507, "width": 0.06388025024504167, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "with", "bounding_box": { "left": 0.6928205810815716, "top": 0.5781741688329457, "width": 0.03071189147980978, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "much", "bounding_box": { "left": 0.6928205810815716, "top": 0.6020402927897113, "width": 0.03869843536344823, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "noise", "bounding_box": { "left": 0.6928205810815716, "top": 0.6328670132713093, "width": 0.03746415130870419, "height": 0.012151115063620203 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.6934377231089438, "top": 0.38240525379668905, "width": 0.39251443023269883, "height": 0.014323094814612159 }, "confidence": null }, { "text": "may be interpreted as a completely different character by", "words": [ { "text": "may", "bounding_box": { "left": 0.714323745447065, "top": 0.38240525379668905, "width": 0.028872566221759693, "height": 0.012587221234095008 }, "confidence": 99.4 }, { "text": "be", "bounding_box": { "left": 0.7137066034196928, "top": 0.4054162676152689, "width": 0.017195270997954974, "height": 0.012587221234095008 }, "confidence": 98.9 }, { "text": "interpreted", "bounding_box": { "left": 0.7137066034196928, "top": 0.42017546860035576, "width": 0.0755454446447803, "height": 0.013023327404569737 }, "confidence": 99.0 }, { "text": "as", "bounding_box": { "left": 0.7130894613923209, "top": 0.4761680804487618, "width": 0.01535594573990489, "height": 0.013459433575044465 }, "confidence": 99.5 }, { "text": "a", "bounding_box": { "left": 0.7130894613923209, "top": 0.48961896292242435, "width": 0.008603685911010586, "height": 0.013459433575044465 }, "confidence": 99.5 }, { "text": "completely", "bounding_box": { "left": 0.7130894613923209, "top": 0.4983068819263921, "width": 0.0755454446447803, "height": 0.013459433575044465 }, "confidence": 98.4 }, { "text": "different", "bounding_box": { "left": 0.7130894613923209, "top": 0.5542994937747981, "width": 0.059584457701569477, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "character", "bounding_box": { "left": 0.7130894613923209, "top": 0.5990046517991517, "width": 0.06327520904173574, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "by", "bounding_box": { "left": 0.7130894613923209, "top": 0.646317895744972, "width": 0.019046697080071152, "height": 0.013023327404569737 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.7130894613923209, "top": 0.38197769872759607, "width": 0.39250232940863283, "height": 0.013459433575044465 }, "confidence": null }, { "text": "a computer program.", "words": [ { "text": "a", "bounding_box": { "left": 0.7339754837304421, "top": 0.38240525379668905, "width": 0.008603685911010479, "height": 0.012151115063620203 }, "confidence": 99.5 }, { "text": "computer", "bounding_box": { "left": 0.7339754837304421, "top": 0.3910931728006567, "width": 0.06388025024504167, "height": 0.012151115063620203 }, "confidence": 99.3 }, { "text": "program.", "bounding_box": { "left": 0.7339754837304421, "top": 0.4388339718155698, "width": 0.060818741756313625, "height": 0.012151115063620203 }, "confidence": 99.4 } ], "bounding_box": { "left": 0.7339754837304421, "top": 0.38154159255712133, "width": 0.1424993042026162, "height": 0.0117150088931454 }, "confidence": null }, { "text": "3. There are no hard-and-fast rules that define the", "words": [ { "text": "3.", "bounding_box": { "left": 0.752392937959075, "top": 0.3663462854015597, "width": 0.01535594573990489, "height": 0.012159666165002043 }, "confidence": 99.5 }, { "text": "There", "bounding_box": { "left": 0.752392937959075, "top": 0.38197769872759607, "width": 0.03930347656675428, "height": 0.012159666165002043 }, "confidence": 99.5 }, { "text": "are", "bounding_box": { "left": 0.752392937959075, "top": 0.41930325625940623, "width": 0.022120306392865285, "height": 0.012159666165002043 }, "confidence": 99.5 }, { "text": "no", "bounding_box": { "left": 0.752392937959075, "top": 0.4440415925571214, "width": 0.01842955505269913, "height": 0.012159666165002043 }, "confidence": 99.5 }, { "text": "hard-and-fast", "bounding_box": { "left": 0.752392937959075, "top": 0.46618039403475164, "width": 0.09459214172485145, "height": 0.012587221234094932 }, "confidence": 96.1 }, { "text": "rules", "bounding_box": { "left": 0.7517878967557691, "top": 0.540403954029279, "width": 0.03685911010539815, "height": 0.012587221234094932 }, "confidence": 99.4 }, { "text": "that", "bounding_box": { "left": 0.7517878967557691, "top": 0.5747024216719113, "width": 0.030094749452437758, "height": 0.012587221234094932 }, "confidence": 99.3 }, { "text": "define", "bounding_box": { "left": 0.7517878967557691, "top": 0.6033486113011356, "width": 0.043611369934292564, "height": 0.01302332740456966 }, "confidence": 99.4 }, { "text": "the", "bounding_box": { "left": 0.7511707547283971, "top": 0.6432822547544124, "width": 0.023342489623543346, "height": 0.01302332740456966 }, "confidence": 99.7 } ], "bounding_box": { "left": 0.7517878967557691, "top": 0.36548262416199206, "width": 0.4164619610595482, "height": 0.013459433575044465 }, "confidence": null }, { "text": "appearance of a visual character. Hence rules need to be", "words": [ { "text": "appearance", "bounding_box": { "left": 0.7732789602971962, "top": 0.38240525379668905, "width": 0.07739687072689647, "height": 0.012159666165002043 }, "confidence": 99.3 }, { "text": "of", "bounding_box": { "left": 0.7726618182698243, "top": 0.43927007798604456, "width": 0.016590229794649042, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "a", "bounding_box": { "left": 0.7720567770665183, "top": 0.45359317280065675, "width": 0.00922082793838261, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "visual", "bounding_box": { "left": 0.7720567770665183, "top": 0.4631447530441921, "width": 0.04237708587954841, "height": 0.012587221234094932 }, "confidence": 99.4 }, { "text": "character.", "bounding_box": { "left": 0.7720567770665183, "top": 0.4952626898344507, "width": 0.06818814361257995, "height": 0.013023327404569737 }, "confidence": 99.1 }, { "text": "Hence", "bounding_box": { "left": 0.7714396350391461, "top": 0.5456201258722123, "width": 0.044833553164970515, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "rules", "bounding_box": { "left": 0.7714396350391461, "top": 0.5794739362429882, "width": 0.03500768402328197, "height": 0.013023327404569737 }, "confidence": 99.4 }, { "text": "need", "bounding_box": { "left": 0.7714396350391461, "top": 0.60682035846217, "width": 0.03378550079260402, "height": 0.013023327404569737 }, "confidence": 99.2 }, { "text": "to", "bounding_box": { "left": 0.7714396350391461, "top": 0.6332945683404022, "width": 0.01535594573990489, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "be", "bounding_box": { "left": 0.7714396350391461, "top": 0.646317895744972, "width": 0.019046697080071152, "height": 0.012587221234095008 }, "confidence": 99.3 } ], "bounding_box": { "left": 0.7720567770665183, "top": 0.38154159255712133, "width": 0.3937366134633769, "height": 0.013459433575044465 }, "confidence": null }, { "text": "heuristically deduced from the samples.", "words": [ { "text": "heuristically", "bounding_box": { "left": 0.7917085153498954, "top": 0.38240525379668905, "width": 0.08416123137985697, "height": 0.012151115063620203 }, "confidence": 97.7 }, { "text": "deduced", "bounding_box": { "left": 0.7910913733225232, "top": 0.44447769872759607, "width": 0.05651084838877534, "height": 0.01302332740456966 }, "confidence": 97.7 }, { "text": "from", "bounding_box": { "left": 0.7917085153498954, "top": 0.4870194281023396, "width": 0.028872566221759693, "height": 0.01302332740456966 }, "confidence": 99.3 }, { "text": "the", "bounding_box": { "left": 0.7917085153498954, "top": 0.5130575318100972, "width": 0.02150316436549326, "height": 0.01302332740456966 }, "confidence": 99.6 }, { "text": "samples.", "bounding_box": { "left": 0.7917085153498954, "top": 0.5308609248871254, "width": 0.059584457701569477, "height": 0.012587221234094932 }, "confidence": 99.2 } ], "bounding_box": { "left": 0.7910913733225232, "top": 0.38197769872759607, "width": 0.2696547634893937, "height": 0.012151115063620203 }, "confidence": null }, { "text": "4. 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{ "text": "information", "bounding_box": { "left": 0.7063372015634266, "top": 0.6016127377206184, "width": 0.08045837921562463, "height": 0.013014776303187823 }, "confidence": 99.2 } ], "bounding_box": { "left": 0.7069422427667325, "top": 0.36461041182104253, "width": 0.4176962451142924, "height": 0.013014776303187823 }, "confidence": null }, { "text": "from the image without losing any important information.", "words": [ { "text": "from", "bounding_box": { "left": 0.7266060818741756, "top": 0.36548262416199206, "width": 0.028872566221759693, "height": 0.011715008893145477 }, "confidence": 99.3 }, { "text": "the", "bounding_box": { "left": 0.7266060818741756, "top": 0.3910931728006567, "width": 0.020886022338121236, "height": 0.012151115063620203 }, "confidence": 99.5 }, { "text": "image", "bounding_box": { "left": 0.7266060818741756, "top": 0.4084519086058285, "width": 0.042389186703614495, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "without", "bounding_box": { 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"confidence": null }, { "text": "5. Feature Extraction", "words": [ { "text": "5.", "bounding_box": { "left": 0.7640702331828797, "top": 0.36591873033246686, "width": 0.014121661685160736, "height": 0.013014776303187823 }, "confidence": 99.5 }, { "text": "Feature", "bounding_box": { "left": 0.7646873752102519, "top": 0.37806984539608696, "width": 0.0577330316194533, "height": 0.011723559994527314 }, "confidence": 95.1 }, { "text": "Extraction", "bounding_box": { "left": 0.7659095584409298, "top": 0.42103912983992337, "width": 0.07677972869952444, "height": 0.011723559994527314 }, "confidence": 99.3 } ], "bounding_box": { "left": 0.7640702331828797, "top": 0.36548262416199206, "width": 0.156015924684471, "height": 0.012587221234094932 }, "confidence": null }, { "text": "Feature extraction is the process of extracting the relevant", "words": [ { "text": "Feature", "bounding_box": { "left": 0.8046079938043782, "top": 0.36591873033246686, "width": 0.05098077179055889, "height": 0.012151115063620129 }, "confidence": 99.3 }, { 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"confidence": null }, { "text": "at these features as it allows fairly easy to distinguish.", "words": [ { "text": "at", "bounding_box": { "left": 0.9034959280727018, "top": 0.36548262416199206, "width": 0.012282336427110758, "height": 0.0117150088931454 }, "confidence": 99.6 }, { "text": "these", "bounding_box": { "left": 0.9034959280727018, "top": 0.3767700779860446, "width": 0.03500768402328197, "height": 0.0117150088931454 }, "confidence": 99.3 }, { "text": "features", "bounding_box": { "left": 0.9034959280727018, "top": 0.40410794910384457, "width": 0.05528866515809728, "height": 0.012151115063620203 }, "confidence": 99.4 }, { "text": "as", "bounding_box": { "left": 0.9034959280727018, "top": 0.44578601723902034, "width": 0.012899478454482782, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "it", "bounding_box": { "left": 0.9034959280727018, "top": 0.4575010261321658, "width": 0.011677295223804719, "height": 0.012587221234094932 }, "confidence": 97.3 }, { "text": "allows", "bounding_box": { "left": 0.9034959280727018, "top": 0.4683523737857436, "width": 0.04299422790692043, "height": 0.012587221234094932 }, "confidence": 99.3 }, { "text": "fairly", "bounding_box": { "left": 0.9034959280727018, "top": 0.5013425229169517, "width": 0.03808129333607621, "height": 0.012587221234094932 }, "confidence": 99.3 }, { "text": "easy", "bounding_box": { "left": 0.9034959280727018, "top": 0.5304248187166507, "width": 0.03071189147980978, "height": 0.012587221234094932 }, "confidence": 99.3 }, { "text": "to", "bounding_box": { "left": 0.9034959280727018, "top": 0.554735599945273, "width": 0.014121661685160736, "height": 0.013014776303187823 }, "confidence": 99.6 }, { "text": "distinguish.", "bounding_box": { "left": 0.9034959280727018, "top": 0.5673228211793679, "width": 0.07861905395757454, "height": 0.013014776303187823 }, "confidence": 98.3 } ], "bounding_box": { "left": 0.9028787860453297, "top": 0.3650465179915173, "width": 0.3648640472416172, "height": 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Zoning", "words": [ { "text": "1.", "bounding_box": { "left": 1.237623882186377, "top": 0.3663462854015597, "width": 0.014133762509226827, "height": 0.012159666165002117 }, "confidence": 99.7 }, { "text": "Zoning", "bounding_box": { "left": 1.2382289233896828, "top": 0.3785059515665618, "width": 0.052820097048608974, "height": 0.011723559994527314 }, "confidence": 99.5 } ], "bounding_box": { "left": 1.237623882186377, "top": 0.36548262416199206, "width": 0.07186679412868023, "height": 0.011723559994527314 }, "confidence": null }, { "text": "The character image is divided into NxM zones. 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Projection Histograms", "words": [ { "text": "2.", "bounding_box": { "left": 0.39923038758939483, "top": 0.07769530715556164, "width": 0.01659022979464903, "height": 0.013459433575044465 }, "confidence": 99.5 }, { "text": "Projection", "bounding_box": { "left": 0.39923038758939483, "top": 0.09289061431112328, "width": 0.07432326141410228, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "Histograms", "bounding_box": { "left": 0.39923038758939483, "top": 0.14888322615952937, "width": 0.08414913055579086, "height": 0.013014776303187823 }, "confidence": 97.9 } ], "bounding_box": { "left": 0.39861324556202277, "top": 0.07683164591599398, "width": 0.18672781616428083, "height": 0.013023327404569698 }, "confidence": null }, { "text": "The basic idea behind using projections is that character", "words": [ { "text": "The", "bounding_box": { "left": 0.43792882295284313, "top": 0.07856751949651114, "width": 0.025181814881593444, "height": 0.012587221234094932 }, "confidence": 99.6 }, { "text": "basic", "bounding_box": { "left": 0.43792882295284313, "top": 0.0989704473936243, "width": 0.035007684023282, "height": 0.013023327404569698 }, "confidence": 99.3 }, { "text": "idea", "bounding_box": { "left": 0.43792882295284313, "top": 0.12630831851142427, "width": 0.03071189147980978, "height": 0.01301477630318786 }, "confidence": 99.3 }, { "text": "behind", "bounding_box": { "left": 0.43854596498021514, "top": 0.15061909974004653, "width": 0.04730212127445877, "height": 0.01301477630318786 }, "confidence": 99.5 }, { "text": "using", "bounding_box": { "left": 0.43854596498021514, "top": 0.1866448898618142, "width": 0.03808129333607616, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "projections", "bounding_box": { "left": 0.43854596498021514, "top": 0.21572718566151322, "width": 0.07617468749621846, "height": 0.013450882473662627 }, "confidence": 98.5 }, { "text": "is", "bounding_box": { "left": 0.43854596498021514, "top": 0.27171979750991926, "width": 0.012294437251176795, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "that", "bounding_box": { "left": 0.43915100618352115, "top": 0.2825711451634971, "width": 0.027650382991081687, "height": 0.012587221234094932 }, "confidence": 98.9 }, { "text": "character", "bounding_box": { "left": 0.43915100618352115, "top": 0.30427384047065265, "width": 0.0644973922724138, "height": 0.012159666165002043 }, "confidence": 99.3 } ], "bounding_box": { "left": 0.43792882295284313, "top": 0.07683164591599398, "width": 0.3863551107830444, "height": 0.013023327404569698 }, "confidence": null }, { "text": "images, which are 2-D signals, can be represented as 1-", "words": [ { "text": "images,", "bounding_box": { "left": 0.45819770326359227, "top": 0.07683164591599398, "width": 0.0546594223066591, "height": 0.013023327404569698 }, "confidence": 99.4 }, { "text": "which", "bounding_box": { "left": 0.45819770326359227, "top": 0.11806505677931318, "width": 0.041154902648870395, "height": 0.013023327404569698 }, "confidence": 99.3 }, { "text": "are", "bounding_box": { "left": 0.45819770326359227, "top": 0.15105520591052127, "width": 0.022108205568799246, "height": 0.013023327404569698 }, "confidence": 99.5 }, { "text": "2-D", "bounding_box": { "left": 0.45819770326359227, "top": 0.17014981529621015, "width": 0.022725347596171296, "height": 0.013023327404569698 }, "confidence": 99.5 }, { "text": "signals,", "bounding_box": { "left": 0.45819770326359227, "top": 0.1914249555342728, "width": 0.0534372390759811, "height": 0.013023327404569698 }, "confidence": 99.3 }, { "text": "can", "bounding_box": { "left": 0.45819770326359227, "top": 0.2317861540566425, "width": 0.023959631650915424, "height": 0.013450882473662589 }, "confidence": 99.6 }, { "text": "be", "bounding_box": { "left": 0.45819770326359227, "top": 0.25132542071418795, "width": 0.017812413025327052, "height": 0.013450882473662589 }, "confidence": 99.5 }, { "text": "represented", "bounding_box": { "left": 0.45819770326359227, "top": 0.26651217676836775, "width": 0.07863115478164068, "height": 0.013023327404569698 }, "confidence": 98.6 }, { "text": "as", "bounding_box": { "left": 0.45819770326359227, "top": 0.3255489807087153, "width": 0.017195270997954922, "height": 0.013023327404569698 }, "confidence": 99.6 }, { "text": "1-", "bounding_box": { "left": 0.45819770326359227, "top": 0.34030818169380217, "width": 0.012282336427110704, "height": 0.013023327404569698 }, "confidence": 99.0 } ], "bounding_box": { "left": 0.45819770326359227, "top": 0.07683164591599398, "width": 0.3845157855249943, "height": 0.012587221234094932 }, "confidence": null }, { "text": "D signal. These features, although independent to noise", "words": [ { "text": "D", "bounding_box": { "left": 0.4778494415469694, "top": 0.07769530715556164, "width": 0.009825869141688556, "height": 0.013023327404569737 }, "confidence": 99.6 }, { "text": "signal.", "bounding_box": { "left": 0.4778494415469694, "top": 0.08985497332056369, "width": 0.048524304505136805, "height": 0.013023327404569737 }, "confidence": 99.4 }, { "text": "These", "bounding_box": { "left": 0.4778494415469694, "top": 0.12674442468189903, "width": 0.03993271941819239, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "features,", "bounding_box": { "left": 0.4778494415469694, "top": 0.1575625940621152, "width": 0.059584457701569477, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "although", "bounding_box": { "left": 0.4778494415469694, "top": 0.2022763031878506, "width": 0.05957235687750338, "height": 0.013459433575044465 }, "confidence": 99.5 }, { "text": "independent", "bounding_box": { "left": 0.4778494415469694, "top": 0.24741756738267892, "width": 0.08414913055579083, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "to", "bounding_box": { "left": 0.4778494415469694, "top": 0.30949001231358597, "width": 0.01535594573990489, "height": 0.013023327404569737 }, "confidence": 99.6 }, { "text": "noise", "bounding_box": { "left": 0.4778494415469694, "top": 0.32294089478724863, "width": 0.03808129333607621, "height": 0.013023327404569737 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.4778494415469694, "top": 0.07683164591599398, "width": 0.3869722528104164, "height": 0.013023327404569737 }, "confidence": null }, { "text": "and deformation, depend on rotation. Projection", "words": [ { "text": "and", "bounding_box": { "left": 0.4981183218577185, "top": 0.07769530715556164, "width": 0.024576773678287485, "height": 0.011715008893145477 }, "confidence": 99.6 }, { "text": "deformation,", "bounding_box": { "left": 0.4981183218577185, "top": 0.10634149678478588, "width": 0.09029634918137926, "height": 0.011715008893145477 }, "confidence": 99.3 }, { "text": "depend", "bounding_box": { "left": 0.4981183218577185, "top": 0.17883773430017788, "width": 0.04974648773581479, "height": 0.012587221234095008 }, "confidence": 99.5 }, { "text": "on", "bounding_box": { "left": 0.4981183218577185, "top": 0.22527876590504858, "width": 0.0165781289705829, "height": 0.012587221234095008 }, "confidence": 99.5 }, { "text": "rotation.", "bounding_box": { "left": 0.4981183218577185, "top": 0.24828122862224655, "width": 0.06081874175631358, "height": 0.012587221234095008 }, "confidence": 99.3 }, { "text": "Projection", "bounding_box": { "left": 0.4981183218577185, "top": 0.3003745382405254, "width": 0.06941032684325796, "height": 0.013023327404569737 }, "confidence": 99.1 } ], "bounding_box": { "left": 0.4975011798303465, "top": 0.07725920098508687, "width": 0.38636721160711046, "height": 0.012587221234094932 }, "confidence": null }, { "text": "histograms count the number of pixels in each column", "words": [ { "text": "histograms", "bounding_box": { "left": 0.5183872021684677, "top": 0.07683164591599398, "width": 0.07739687072689651, "height": 0.012587221234094932 }, "confidence": 99.4 }, { "text": "count", "bounding_box": { "left": 0.5183872021684677, "top": 0.13412402517444247, "width": 0.03993271941819239, "height": 0.01302332740456966 }, "confidence": 99.4 }, { "text": "the", "bounding_box": { "left": 0.5177700601410957, "top": 0.16494219455465864, "width": 0.023342489623543346, "height": 0.013459433575044465 }, "confidence": 99.5 }, { "text": "number", "bounding_box": { "left": 0.5177700601410957, "top": 0.18404535504172936, "width": 0.054659422306659114, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "of", "bounding_box": { "left": 0.5177700601410957, "top": 0.22527876590504858, "width": 0.0165781289705829, "height": 0.013459433575044465 }, "confidence": 99.7 }, { "text": "pixels", "bounding_box": { "left": 0.5177700601410957, "top": 0.2396018607196607, "width": 0.042389186703614495, "height": 0.01302332740456966 }, "confidence": 99.4 }, { "text": "in", "bounding_box": { "left": 0.5177700601410957, "top": 0.27215590368039405, "width": 0.014738803712532814, "height": 0.01302332740456966 }, "confidence": 99.7 }, { "text": "each", "bounding_box": { "left": 0.5171650189377897, "top": 0.2869151046654809, "width": 0.0313290335071818, "height": 0.013450882473662627 }, "confidence": 99.3 }, { "text": "column", "bounding_box": { "left": 0.5171650189377897, "top": 0.3133893145437132, "width": 0.05099287261462503, "height": 0.013450882473662627 }, "confidence": 99.4 } ], "bounding_box": { "left": 0.5177700601410957, "top": 0.07683164591599398, "width": 0.3869722528104164, "height": 0.013450882473662627 }, "confidence": null }, { "text": "and row of a character image. Projection histograms can", "words": [ { "text": "and", "bounding_box": { "left": 0.5380389404518447, "top": 0.07769530715556164, "width": 0.024576773678287485, "height": 0.011723559994527314 }, "confidence": 99.6 }, { "text": "row", "bounding_box": { "left": 0.5380389404518447, "top": 0.09766212888220002, "width": 0.025181814881593458, "height": 0.012151115063620203 }, "confidence": 99.4 }, { "text": "of", "bounding_box": { "left": 0.5380389404518447, "top": 0.11936482418935558, "width": 0.015973087767276968, "height": 0.012151115063620203 }, "confidence": 99.5 }, { "text": "a", "bounding_box": { "left": 0.5380389404518447, "top": 0.13282425776440004, "width": 0.00860368591101056, "height": 0.012151115063620203 }, "confidence": 99.5 }, { "text": "character", "bounding_box": { "left": 0.5374217984244728, "top": 0.1415036256669859, "width": 0.06265806701436369, "height": 0.01302332740456966 }, "confidence": 99.4 }, { "text": "image.", "bounding_box": { "left": 0.5374217984244728, "top": 0.18838076344233137, "width": 0.047302121274458826, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "Projection", "bounding_box": { "left": 0.5374217984244728, "top": 0.22440655356409905, "width": 0.07002746887063009, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "histograms", "bounding_box": { "left": 0.5374217984244728, "top": 0.27606375701190317, "width": 0.07494040344147436, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "can", "bounding_box": { "left": 0.5380389404518447, "top": 0.33162026268983447, "width": 0.0245767736782875, "height": 0.012587221234095008 }, "confidence": 99.3 } ], "bounding_box": { "left": 0.5374217984244728, "top": 0.07683164591599398, "width": 0.3869722528104164, "height": 0.012587221234094932 }, "confidence": null }, { "text": "separate characters such as \"m\" and \"n\".", "words": [ { "text": "separate", "bounding_box": { "left": 0.559542104817338, "top": 0.07769530715556164, "width": 0.055288665158097265, "height": 0.012587221234094932 }, "confidence": 98.9 }, { "text": "characters", "bounding_box": { "left": 0.558307820762594, "top": 0.11936482418935558, "width": 0.06941032684325804, "height": 0.013023327404569737 }, "confidence": 99.2 }, { "text": "such", "bounding_box": { "left": 0.5576906787352218, "top": 0.17102202763715968, "width": 0.03132903350718186, "height": 0.013014776303187823 }, "confidence": 99.3 }, { "text": "as", "bounding_box": { "left": 0.557085637531916, "top": 0.19619647010534957, "width": 0.014121661685160736, "height": 0.013014776303187823 }, "confidence": 99.5 }, { "text": "\"m\"", "bounding_box": { "left": 0.557085637531916, "top": 0.20834758516896978, "width": 0.02948970824913177, "height": 0.012587221234094932 }, "confidence": 79.9 }, { "text": "and", "bounding_box": { "left": 0.557085637531916, "top": 0.2313585989875496, "width": 0.024564672854221356, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "\"n\".", "bounding_box": { "left": 0.557085637531916, "top": 0.25132542071418795, "width": 0.030094749452437758, "height": 0.012151115063620203 }, "confidence": 86.3 } ], "bounding_box": { "left": 0.558307820762594, "top": 0.07769530715556164, "width": 0.2758019821149821, "height": 0.013886988644137354 }, "confidence": null }, { "text": "Figure 5: Projection Histogram", "words": [ { "text": "Figure", "bounding_box": { "left": 0.7579230145572914, "top": 0.13715966616500205, "width": 0.04853640532920292, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "5:", "bounding_box": { "left": 0.7579230145572914, "top": 0.17405766862771924, "width": 0.01413376250922688, "height": 0.013459433575044465 }, "confidence": 98.5 }, { "text": "Projection", "bounding_box": { "left": 0.7579230145572914, "top": 0.1866448898618142, "width": 0.07002746887063009, "height": 0.01302332740456966 }, "confidence": 98.6 }, { "text": "Histogram", "bounding_box": { "left": 0.7585401565846634, "top": 0.23873819948009303, "width": 0.06755890076114184, "height": 0.012587221234094932 }, "confidence": 99.3 } ], "bounding_box": { "left": 0.7573179733539854, "top": 0.1362960049254344, "width": 0.21805684967146263, "height": 0.012151115063620129 }, "confidence": null }, { "text": "3. Profiles", "words": [ { "text": "3.", "bounding_box": { "left": 0.7978557339754838, "top": 0.07769530715556164, "width": 0.015355945739904904, "height": 0.012151115063620203 }, "confidence": 99.5 }, { "text": "Profiles", "bounding_box": { "left": 0.7978557339754838, "top": 0.09332672048159803, "width": 0.055893706361403214, "height": 0.011287453824052586 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.7972385919481118, "top": 0.07725920098508687, "width": 0.07863115478164062, "height": 0.011715008893145477 }, "confidence": null }, { "text": "The profile counts the number of pixels (distance)", "words": [ { "text": "The", "bounding_box": { "left": 0.837159210542238, "top": 0.07856751949651114, "width": 0.027021140139643504, "height": 0.013023327404569737 }, "confidence": 99.2 }, { "text": "profile", "bounding_box": { "left": 0.837159210542238, "top": 0.10374196196470106, "width": 0.04729002045039268, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "counts", "bounding_box": { "left": 0.837159210542238, "top": 0.1432394992475031, "width": 0.04668497924708675, "height": 0.013023327404569737 }, "confidence": 99.4 }, { "text": "the", "bounding_box": { "left": 0.837159210542238, "top": 0.18143726912026267, "width": 0.0233424896235434, "height": 0.013023327404569737 }, "confidence": 99.6 }, { "text": "number", "bounding_box": { "left": 0.837159210542238, "top": 0.20401217676836778, "width": 0.05465942230665906, "height": 0.013450882473662627 }, "confidence": 99.4 }, { "text": "of", "bounding_box": { "left": 0.837159210542238, "top": 0.24785367355315363, "width": 0.018417454228632984, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "pixels", "bounding_box": { "left": 0.837159210542238, "top": 0.26521240935832535, "width": 0.044228511961664586, "height": 0.013450882473662627 }, "confidence": 98.6 }, { "text": "(distance)", "bounding_box": { "left": 0.837159210542238, "top": 0.3016743056505678, "width": 0.06757100158520793, "height": 0.013886988644137354 }, "confidence": 96.3 } ], "bounding_box": { "left": 0.8365420685148659, "top": 0.07769530715556164, "width": 0.3839107443216883, "height": 0.013459433575044465 }, "confidence": null }, { "text": "between the bounding box of the character image and", "words": [ { "text": "between", "bounding_box": { "left": 0.8574280908529871, "top": 0.07725920098508687, "width": 0.057127990416147335, "height": 0.0117150088931454 }, "confidence": 99.5 }, { "text": "the", "bounding_box": { "left": 0.8574280908529871, "top": 0.12110069776987276, "width": 0.02395963165091545, "height": 0.012587221234095008 }, "confidence": 99.6 }, { "text": "bounding", "bounding_box": { "left": 0.856810948825615, "top": 0.1415036256669859, "width": 0.06573167632715787, "height": 0.012587221234095008 }, "confidence": 99.5 }, { "text": "box", "bounding_box": { "left": 0.856810948825615, "top": 0.1914249555342728, "width": 0.027638282167015596, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "of", "bounding_box": { "left": 0.856810948825615, "top": 0.2144274182514708, "width": 0.0165781289705829, "height": 0.013023327404569737 }, "confidence": 99.6 }, { "text": "the", "bounding_box": { "left": 0.856810948825615, "top": 0.2287505130660829, "width": 0.023959631650915424, "height": 0.013023327404569737 }, "confidence": 99.7 }, { "text": "character", "bounding_box": { "left": 0.856810948825615, "top": 0.24915344096319605, "width": 0.06449739227241374, "height": 0.013023327404569737 }, "confidence": 99.4 }, { "text": "image", "bounding_box": { "left": 0.856810948825615, "top": 0.29733034614858395, "width": 0.04300632873098657, "height": 0.013459433575044541 }, "confidence": 99.5 }, { "text": "and", "bounding_box": { "left": 0.856810948825615, "top": 0.3320563688603092, "width": 0.025181814881593486, "height": 0.013459433575044541 }, "confidence": 99.6 } ], "bounding_box": { "left": 0.856193806798243, "top": 0.07725920098508687, "width": 0.38698435363448247, "height": 0.013023327404569737 }, "confidence": null }, { "text": "the edge of the character. The profiles describe well the", "words": [ { "text": "the", "bounding_box": { "left": 0.8764626871089922, "top": 0.07769530715556164, "width": 0.0215031643654933, "height": 0.01302332740456966 }, "confidence": 99.6 }, { "text": "edge", "bounding_box": { "left": 0.8764626871089922, "top": 0.0954901491312081, "width": 0.03318045958929803, "height": 0.01302332740456966 }, "confidence": 99.3 }, { "text": "of", "bounding_box": { "left": 0.8764626871089922, "top": 0.12110069776987276, "width": 0.015973087767276968, "height": 0.01302332740456966 }, "confidence": 99.3 }, { "text": "the", "bounding_box": { "left": 0.8764626871089922, "top": 0.13499623751539197, "width": 0.023342489623543374, "height": 0.01302332740456966 }, "confidence": 99.6 }, { "text": "character.", "bounding_box": { "left": 0.8764626871089922, "top": 0.15409084690108085, "width": 0.06879318481588594, "height": 0.013459433575044465 }, "confidence": 99.0 }, { "text": "The", "bounding_box": { "left": 0.8764626871089922, 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"external shapes of characters and allow distinguishing", "words": [ { "text": "external", "bounding_box": { "left": 0.8973487094471134, "top": 0.07683164591599398, "width": 0.05835017364682536, "height": 0.013023327404569737 }, "confidence": 99.1 }, { "text": "shapes", "bounding_box": { "left": 0.8967315674197414, "top": 0.12067314270077986, "width": 0.04912934570844274, "height": 0.013450882473662627 }, "confidence": 99.4 }, { "text": "of", "bounding_box": { "left": 0.8961265262164354, "top": 0.15799870023258994, "width": 0.017812413025327024, "height": 0.013450882473662627 }, "confidence": 99.6 }, { "text": "characters", "bounding_box": { "left": 0.8961265262164354, "top": 0.17319400738815158, "width": 0.0724718353319861, "height": 0.013450882473662627 }, "confidence": 99.4 }, { "text": "and", "bounding_box": { "left": 0.8961265262164354, "top": 0.22701463948556572, "width": 0.026416098936337586, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "allow", "bounding_box": { "left": 0.8961265262164354, "top": 0.25001710220276374, "width": 0.03562482605065405, "height": 0.013450882473662627 }, "confidence": 99.4 }, { "text": "distinguishing", "bounding_box": { "left": 0.8961265262164354, "top": 0.2812713777534546, "width": 0.09766575103764569, "height": 0.013023327404569737 }, "confidence": 99.1 } ], "bounding_box": { "left": 0.8955093841890633, "top": 0.07595943357504446, "width": 0.38882367889253255, "height": 0.013450882473662551 }, "confidence": null }, { "text": "between a great number of letters, such as \"p\" and \"q\".", "words": [ { "text": "between", "bounding_box": { "left": 0.9170004477304905, "top": 0.07769530715556164, "width": 0.05651084838877528, "height": 0.012151115063620129 }, "confidence": 99.3 }, { "text": "a", "bounding_box": { "left": 0.9163954065271845, "top": 0.1202370365303051, "width": 0.008591585086944442, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "great", "bounding_box": { "left": 0.9163954065271845, "top": 0.12891640443289096, "width": 0.03255121673785984, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "number", "bounding_box": { "left": 0.9163954065271845, "top": 0.15452695307155562, "width": 0.05343723907598107, "height": 0.013023327404569737 }, "confidence": 99.5 }, { "text": "of", "bounding_box": { "left": 0.9157782644998125, "top": 0.19489670269530715, "width": 0.013504519657788714, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "letters,", "bounding_box": { "left": 0.9157782644998125, "top": 0.20704781775892736, "width": 0.04730212127445877, "height": 0.013450882473662627 }, "confidence": 99.2 }, { "text": "such", "bounding_box": { "left": 0.9157782644998125, "top": 0.24307360788069504, "width": 0.03132903350718186, "height": 0.013450882473662627 }, "confidence": 99.3 }, { "text": "as", "bounding_box": { "left": 0.9157782644998125, "top": 0.26782049527979207, "width": 0.01350451965778866, "height": 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0.17405766862771924, "width": 0.09520928375222353, "height": 0.059028252838965706 }, "confidence": null }, { "text": "Figure 6: Profiling", "words": [ { "text": "Figure", "bounding_box": { "left": 1.1252193274361986, "top": 0.16711417430565056, "width": 0.047907162477764755, "height": 0.013450882473662551 }, "confidence": 99.5 }, { "text": "6:", "bounding_box": { "left": 1.1258364694635705, "top": 0.20401217676836778, "width": 0.014121661685160736, "height": 0.013886988644137354 }, "confidence": 99.5 }, { "text": "Profiling", "bounding_box": { "left": 1.1258364694635705, "top": 0.21659939800246272, "width": 0.06264596619029757, "height": 0.013886988644137354 }, "confidence": 98.2 } ], "bounding_box": { "left": 1.1246021854088264, "top": 0.16667806813517583, "width": 0.13268553588499377, "height": 0.013459433575044389 }, "confidence": null }, { "text": "4. Structural features:", "words": [ { "text": "4.", "bounding_box": { "left": 1.165139946030325, "top": 0.05599261184840608, "width": 0.014133762509226867, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "Structural", "bounding_box": { "left": 1.165139946030325, "top": 0.06857983308250103, "width": 0.07432326141410228, "height": 0.012587221234095084 }, "confidence": 98.1 }, { "text": "features:", "bounding_box": { "left": 1.1657570880576966, "top": 0.12370878369133946, "width": 0.06571957550309175, "height": 0.011715008893145477 }, "confidence": 98.7 } ], "bounding_box": { "left": 1.165139946030325, "top": 0.05555650567793132, "width": 0.16278028533743147, "height": 0.012587221234094932 }, "confidence": null }, { "text": "Structural features are based on topological and geometrical", "words": [ { "text": "Structural", "bounding_box": { "left": 1.205072665448517, "top": 0.05599261184840608, "width": 0.06757100158520796, "height": 0.012151115063620129 }, "confidence": 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meaningful improvements in recognition rates.", "words": [ { "text": "necessary", "bounding_box": { "left": 0.7677488836989799, "top": 0.36548262416199206, "width": 0.06571957550309175, "height": 0.013014776303187823 }, "confidence": 99.4 }, { "text": "for", "bounding_box": { "left": 0.767143842495674, "top": 0.41453174168832946, "width": 0.01965173828337719, "height": 0.013014776303187823 }, "confidence": 99.6 }, { "text": "meaningful", "bounding_box": { "left": 0.767143842495674, "top": 0.4310268162539335, "width": 0.07739687072689647, "height": 0.013886988644137354 }, "confidence": 99.3 }, { "text": "improvements", "bounding_box": { "left": 0.766526700468302, "top": 0.488319195512382, "width": 0.09704860901027355, "height": 0.013886988644137354 }, "confidence": 99.1 }, { "text": "in", "bounding_box": { "left": 0.766526700468302, "top": 0.5595071145163497, "width": 0.013516620481854804, "height": 0.013886988644137354 }, "confidence": 99.5 }, { "text": "recognition", "bounding_box": { 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Conclusion", "words": [ { "text": "5.", "bounding_box": { "left": 0.8058301770350561, "top": 0.36548262416199206, "width": 0.01597308776727702, "height": 0.014323094814612159 }, "confidence": 97.7 }, { "text": "Conclusion", "bounding_box": { "left": 0.8064473190624282, "top": 0.3798057189766042, "width": 0.09459214172485145, "height": 0.013450882473662627 }, "confidence": 99.2 } ], "bounding_box": { "left": 0.8058301770350561, "top": 0.3650465179915173, "width": 0.11916891540313895, "height": 0.01388698864413743 }, "confidence": null }, { "text": "The character recognition methods have been introduced and", "words": [ { "text": "The", "bounding_box": { "left": 0.8500586889967207, "top": 0.3663462854015597, "width": 0.02518181488159343, "height": 0.012587221234094932 }, "confidence": 99.4 }, { "text": "character", "bounding_box": { "left": 0.8500586889967207, "top": 0.3867492132986729, "width": 0.06204092498699158, "height": 0.01302332740456966 }, "confidence": 99.4 }, { "text": "recognition", "bounding_box": { "left": 0.8494415469693487, "top": 0.4331902449035436, "width": 0.07863115478164062, "height": 0.01302332740456966 }, "confidence": 99.2 }, { "text": "methods", "bounding_box": { "left": 0.8494415469693487, "top": 0.4913548365029416, "width": 0.057745132443519386, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "have", "bounding_box": { "left": 0.8488244049419765, "top": 0.5343326720481598, "width": 0.03378550079260391, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "been", "bounding_box": { "left": 0.8488244049419765, "top": 0.5608068819263922, "width": 0.03256331756192596, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "introduced", "bounding_box": { "left": 0.8488244049419765, "top": 0.5864174305650568, "width": 0.07432326141410234, "height": 0.01302332740456966 }, "confidence": 99.3 }, { "text": "and", "bounding_box": { "left": 0.8494415469693487, "top": 0.6415463811738953, "width": 0.02518181488159343, "height": 0.012587221234094932 }, "confidence": 99.5 } ], "bounding_box": { "left": 0.8488244049419765, "top": 0.36548262416199206, "width": 0.4158448190321762, "height": 0.013459433575044465 }, "confidence": null }, { "text": "developed over the years. In this paper, I have tried to", "words": [ { "text": "developed", "bounding_box": { "left": 0.8697104272800978, "top": 0.36548262416199206, "width": 0.0712496521013081, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "over", "bounding_box": { "left": 0.8690932852527258, "top": 0.42103912983992337, "width": 0.03378550079260402, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "the", "bounding_box": { "left": 0.8690932852527258, "top": 0.4483855520591052, "width": 0.023959631650915476, "height": 0.013459433575044465 }, "confidence": 99.1 }, { "text": "years.", "bounding_box": { "left": 0.8690932852527258, "top": 0.47052435353673555, "width": 0.044228511961664586, "height": 0.013895539745519193 }, "confidence": 99.4 }, { "text": "In", "bounding_box": { "left": 0.8690932852527258, "top": 0.5043781639075112, "width": 0.01597308776727702, "height": 0.013895539745519193 }, "confidence": 96.1 }, { "text": "this", "bounding_box": { "left": 0.8690932852527258, "top": 0.5208732384731154, "width": 0.02763828216701554, "height": 0.013895539745519193 }, "confidence": 99.3 }, { "text": "paper,", "bounding_box": { "left": 0.8690932852527258, "top": 0.5447479135312628, "width": 0.0466849792470868, "height": 0.013895539745519193 }, "confidence": 99.2 }, { "text": "I", "bounding_box": { "left": 0.8690932852527258, "top": 0.5812098098235052, "width": 0.009825869141688542, "height": 0.013459433575044465 }, "confidence": 99.5 }, { "text": "have", "bounding_box": { "left": 0.8690932852527258, "top": 0.5907613900670406, "width": 0.03500768402328197, "height": 0.013459433575044465 }, "confidence": 99.3 }, { "text": "tried", "bounding_box": { "left": 0.8690932852527258, "top": 0.6202712409358325, "width": 0.03256331756192596, "height": 0.013459433575044465 }, "confidence": 99.4 }, { "text": "to", "bounding_box": { "left": 0.8690932852527258, "top": 0.6484898754959639, "width": 0.01473880371253276, "height": 0.013459433575044465 }, "confidence": 99.6 } ], "bounding_box": { "left": 0.8690932852527258, "top": 0.36548262416199206, "width": 0.4164619610595482, "height": 0.013886988644137354 }, "confidence": null }, { "text": "explain the overview of the whole OCR process and the", "words": [ { "text": "explain", "bounding_box": { "left": 0.889979307590847, "top": 0.36548262416199206, "width": 0.05036362976318686, "height": 0.013023327404569737 }, "confidence": 99.4 }, { "text": "the", "bounding_box": { "left": 0.8893621655634749, "top": 0.4054162676152689, "width": 0.023947530826849278, "height": 0.013023327404569737 }, "confidence": 95.1 }, { "text": "overview", "bounding_box": { "left": 0.8893621655634749, "top": 0.4266828567519496, "width": 0.06142378295961956, "height": 0.013450882473662627 }, "confidence": 99.3 }, { "text": "of", "bounding_box": { "left": 0.888757124360169, "top": 0.47703174168832946, "width": 0.017812413025327, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "the", "bounding_box": { "left": 0.888757124360169, "top": 0.4922270488438911, "width": 0.023342489623543346, "height": 0.013450882473662627 }, "confidence": 99.6 }, { "text": "whole", "bounding_box": { "left": 0.888757124360169, "top": 0.5130575318100972, "width": 0.04300632873098652, "height": 0.013450882473662627 }, "confidence": 99.4 }, { "text": "OCR", "bounding_box": { "left": 0.888757124360169, "top": 0.5490918730332467, "width": 0.03193407471048784, "height": 0.013450882473662627 }, "confidence": 99.5 }, { "text": "process", "bounding_box": { "left": 0.888757124360169, "top": 0.5786017239020386, "width": 0.053449339900047195, "height": 0.013450882473662627 }, "confidence": 99.3 }, { "text": "and", "bounding_box": { "left": 0.888757124360169, "top": 0.6198436858667397, "width": 0.025798956908965456, "height": 0.013886988644137354 }, "confidence": 99.3 }, { "text": "the", "bounding_box": { "left": 0.888757124360169, "top": 0.6424100424134629, "width": 0.023342489623543346, "height": 0.013886988644137354 }, "confidence": 99.4 } ], "bounding_box": { "left": 0.8881399823327969, "top": 0.36548262416199206, "width": 0.4164619610595482, "height": 0.013886988644137354 }, "confidence": null }, { "text": "methods related to it. 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Jain, Torfinn Taxt, \"Feature", "words": [ { "text": "[1]", "bounding_box": { "left": 1.0693256210747952, "top": 0.3650465179915173, "width": 0.02518181488159343, "height": 0.013023327404569737 }, "confidence": 95.1 }, { "text": "Oivind", "bounding_box": { "left": 1.0693256210747952, "top": 0.3867492132986729, "width": 0.047907162477764755, "height": 0.013023327404569737 }, "confidence": 99.3 }, { "text": "Due", "bounding_box": { "left": 1.0693256210747952, "top": 0.42451087700095774, "width": 0.028872566221759693, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "Trier,", "bounding_box": { "left": 1.0693256210747952, "top": 0.44968531946914764, "width": 0.039315577390820367, "height": 0.012587221234094932 }, "confidence": 99.0 }, { "text": "Anil", "bounding_box": { "left": 1.0693256210747952, "top": 0.4800759337802709, "width": 0.032551216737859864, "height": 0.012587221234094932 }, "confidence": 98.8 }, { "text": "K.", "bounding_box": { "left": 1.0693256210747952, 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"Extraction Methods for Character Recognition-A", "words": [ { "text": "Extraction", "bounding_box": { "left": 1.0895945013855446, "top": 0.38718531946914764, "width": 0.07002746887063015, "height": 0.010851347653577707 }, "confidence": 99.2 }, { "text": "Methods", "bounding_box": { "left": 1.0895945013855446, "top": 0.44882165822958, "width": 0.06080664093224743, "height": 0.01128745382405251 }, "confidence": 99.4 }, { "text": "for", "bounding_box": { "left": 1.0895945013855446, "top": 0.5026422903269941, "width": 0.022725347596171324, "height": 0.011723559994527314 }, "confidence": 99.4 }, { "text": "Character", "bounding_box": { "left": 1.0895945013855446, "top": 0.5286889451361335, "width": 0.06757100158520804, "height": 0.011723559994527314 }, "confidence": 99.4 }, { "text": "Recognition-A", "bounding_box": { "left": 1.0895945013855446, "top": 0.5872896429060064, "width": 0.09766575103764558, "height": 0.012151115063620129 }, "confidence": 97.8 } ], "bounding_box": { "left": 1.0889773593581724, "top": 0.3858855520591052, "width": 0.38635511078304435, "height": 0.011723559994527314 }, "confidence": null }, { "text": "Survey\", July 1995", "words": [ { "text": "Survey\",", "bounding_box": { "left": 1.1092462396689216, "top": 0.38762142563962243, "width": 0.05896731567419734, "height": 0.012159666165001966 }, "confidence": 92.1 }, { "text": "July", "bounding_box": { "left": 1.1092462396689216, "top": 0.4318904774935012, "width": 0.030094749452437758, "height": 0.012587221234094932 }, "confidence": 98.4 }, { "text": "1995", "bounding_box": { "left": 1.1092462396689216, "top": 0.4553290463811739, "width": 0.03378550079260402, "height": 0.012587221234094932 }, "confidence": 99.2 } ], "bounding_box": { "left": 1.1086411984656155, "top": 0.3858855520591052, "width": 0.13329057708829978, "height": 0.012587221234094932 }, "confidence": null }, { "text": "[2] Yasser Alginahi, Taibah University Kingdom of Saudi", "words": [ { "text": "[2]", "bounding_box": { "left": 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K. Ghose, Krishna Bikram", "words": [ { "text": "[3]", "bounding_box": { "left": 1.187865293626496, "top": 0.3663462854015597, "width": 0.023342489623543346, "height": 0.012587221234094932 }, "confidence": 92.8 }, { "text": "Om", "bounding_box": { "left": 1.18726025242319, "top": 0.38718531946914764, "width": 0.020268880310749214, "height": 0.012587221234094932 }, "confidence": 99.7 }, { "text": "Prakash", "bounding_box": { "left": 1.18726025242319, "top": 0.41105999452729514, "width": 0.052820097048608974, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "Sharma,", "bounding_box": { "left": 1.18726025242319, "top": 0.4557651525516487, "width": 0.05835017364682532, "height": 0.012587221234094932 }, "confidence": 99.5 }, { "text": "M.", "bounding_box": { "left": 1.18726025242319, "top": 0.5000427555069092, "width": 0.023947530826849386, "height": 0.012587221234094932 }, "confidence": 99.1 }, { "text": "K.", "bounding_box": { "left": 1.18726025242319, "top": 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"error": null, "id": "a7cf3bfe-5a9e-4b5e-a025-ca70c15ef34d", "final_status": "finished", "raw_text": "# An Introduction to the Process of Optical Character Recognition \n\nUmal Patel ${ }^{1}$
${ }^{1}$ Department of Computer Engineering
L D College Of Engineering, Gujarat Technological University, Gujarat, India\n\n\n#### Abstract\n\nThis paper presents an overview of methods and techniques used for feature extraction that helps in efficient classification of the alphabets and numbers of English language. Character recognition has long been a essential area for research since years. Recognition of character is a minor work for humans, but to make a computer program that does character recognition is extremely difficult. Hence to make a machine recognize the characters and efficiently determine a pattern has been the primary concern for researchers now days This paper discusses various offline and online Optical Character Recognition Techniques (OCR).\n\n\nKeywords: OCR, online, offline, online, zoning, euler number.\n\n## 1. Introduction\n\nOCR is an approach that provides a full alphanumeric recognition of printed or handwritten characters at electronically by simply scanning them and generating into a form that can be scanned through a scanner and then the recognition engine of the OCR system interpret the images and turn images of handwritten or printed characters into ASCII data (machine-readable characters).Character recognition also popularly referred as optical character recognition (OCR) is a field of research that has immense potential in future where we want to track and locate every piece of information being exchanged. The problem with the hand written text is due to uncertainties such as variation in calligraphy over period of time, similarity in text, variation in styles of writing [3] The character recognition system helps in making the communication between a human and a computer easy.[4] The character recognition is basically classified into two types: offline handwritten text recognition, online handwritten text recognition. Offline means the text written on the plain paper or sheet and then the writing is usually captured optically by a scanner and the completed writing is available as an image. Online means the text written on any digital devices such as tablets using stylus i.e. the two dimensional coordinates of successive points are represented as a function of time and the order of strokes made by the writer are also available.[6]\n\n## 2. Applications of optical character recognition\n\nThe area of OCR is becoming an integral part of document scanners, and is used in many applications such as postal processing, script recognition, banking, security (i.e. passport authentication) and language identification, document reading, mail sorting, signature verification, writer identification., license plate recognition system, smart card processing system, automatic data entry, bank cheque /DD processing, money counting machine, postal automation, address and zip code recognition etc many organizations are depending on OCR systems to eliminate the human interactions for better performance and efficiency $[2,4,6,7]$.\n\n## 3. Potential problem areas for OCR\n\n1. The same characters differ in sizes, shapes and styles from person to person and even from time to time with the same person. The source of confusion is the high level of abstraction: there are thousands styles of type in common use plus variations in calligraphy and a character recognition program must recognize most of these.\n2. Like any image, visual characters are subject to spoilage due to noise. Some images containing characters are already blurred or not clear which makes them difficult to process. Noise consists of random changes to a pattern, particularly near the edges. A character with much noise may be interpreted as a completely different character by a computer program.\n3. There are no hard-and-fast rules that define the appearance of a visual character. Hence rules need to be heuristically deduced from the samples.\n\n## 4. Phases of OCR\n\n| Data Acquisition |\n| :--: |\n| Pre processing |\n| Segmentation |\n| Normalization |\n| Feature Extraction |\n| Classification |\n| Post Processing |## 1. Data Acquisition\n\nMost Important initial phase in OCR is to gather the image from either device sensor like PDA or tablets in case on online recognition or getting the images containing characters directly for offline recognition.\n\nIn Image acquisition, the recognition system acquires a scanned image as an input image. The image should have a specific format such as JPEG, BMP etc. This image is acquired through a scanner, digital camera or any other suitable digital input device. Data samples for the experiment have been collected from different individuals [9].\n\n## 2. Pre Processing\n\nThe goal of pre-processing is to simplify the pattern recognition problem without missing any vital information. It reduces the noises and inconsistent data. It enhances the image and prepares it for the next steps [3].\n\nPreprocessing is the preliminary step which transforms the data into a format that will be more easily and effectively processed. Therefore, the main task in preprocessing the captured data is to decrease the variation that causes a reduction in the recognition rate and increases the complexities, as for example, preprocessing of the input raw stroke of characters is crucial for the success of efficient character recognition systems. Thus, preprocessing is an essential stage prior to feature extraction since it controls the suitability of the results for the successive stages [2].\n\nPreprocessing can be done through various ways Binarization, Noise reduction, Stroke width normalization, Skew correction, Slant removal, Filtering, Morphological Operations, Noise Modelling, Skew Normalization, Size Normalization, Contour Smoothing, Compression, Thresholding, Thinning etc\n![img-0.jpeg](img-0.jpeg)\n\nFigure 1: Slant Removal\n![img-1.jpeg](img-1.jpeg)\n\nFigure 2: Normalization of ' e ' and ' 1 ' as in [9]\n\n## 3. Segmentation\n\nSegmentation is an integral part of any text based recognition system. It assures efficiency of classification and\nrecognition. Accuracy of character recognition heavily depends upon segmentation phase.\n![img-2.jpeg](img-2.jpeg)\n\nFigure 3: Segmentation [9]\n\n## 4. Normalization\n\nThe results of segmentation process provides isolated characters which are ready to pass through feature extraction stage, thus the isolated characters are reduced to a specific size depending on the methods used. The segmentation process essentially renders the image in the form of $\\mathrm{m} * \\mathrm{n}$ matrix. These matrices are then generally normalized by reducing the size and removing the redundant information from the image without losing any important information.\n\n## 5. Feature Extraction\n\nFeature extraction is the process of extracting the relevant features from objects/alphabets to form a feature vectors. These feature vectors is then used by classifiers to recognize the input unit with target output unit. It becomes easier for the classifier to classify between different classes by looking at these features as it allows fairly easy to distinguish.\n\nFeature extraction is also defined as extracting the raw data the information which is most relevant for classification purposes in the sense of minimizing the pattern variability.[1]\nDue to the nature of handwriting with its high degree of variability and imprecision obtaining these features, is a difficult task. Feature extraction methods are based on 3 types of features:\n\n- Statistical\n- Structural\n- Global transformations and moments\n\nStatistical Features includes:\n\n## 1. Zoning\n\nThe character image is divided into NxM zones. From each zone features are extracted to form the feature vector. Thegoal of zoning is to obtain the local characteristics instead of global characteristics.\n![img-3.jpeg](img-3.jpeg)\n\nFigure 4: zoning\nAfter dividing the character into different zones you can compare the density or direction features of it and classify each one of them.\n\n## 2. Projection Histograms\n\nThe basic idea behind using projections is that character images, which are 2-D signals, can be represented as 1D signal. These features, although independent to noise and deformation, depend on rotation. Projection histograms count the number of pixels in each column and row of a character image. Projection histograms can separate characters such as \"m\" and \"n\".\n![img-4.jpeg](img-4.jpeg)\n\nFigure 5: Projection Histogram\n\n## 3. Profiles\n\nThe profile counts the number of pixels (distance) between the bounding box of the character image and the edge of the character. The profiles describe well the external shapes of characters and allow distinguishing between a great number of letters, such as \"p\" and \"q\".\n![img-5.jpeg](img-5.jpeg)\n\nFigure 6: Profiling\n\n## 4. Structural features:\n\nStructural features are based on topological and geometrical properties of the character, such as aspect ratio, cross points, loops, branch points, strokes and their directions, inflection between two points, horizontal curves at top or bottom, etc.\n\nGlobal Transformations-Moments:\nThe Fourier Transform (FT) of the contour of the image is calculated. Since the first $n$ coefficients of the FT can be used in order to reconstruct the contour, then these $n$ coefficients are considered to be a $n$-dimensional feature vector that represents the character.\n![img-6.jpeg](img-6.jpeg)\n\nFigure 7: Contouring\n\n## 6 Classification\n\nThe results Classification is the last stage where we train the neural net using the feature vectors obtained during feature extraction method against the required targets. To optimize the whole recognition process, several combination methods of multilayer perceptron have been devised. E.g.: k-Nearest Neighbour (k-NN), Bayes Classifier, Neural Networks (NN), Hidden Markov Models (HMM), Support Vector Machines (SVM), etc there is no such thing as the \"best classifier\". The use of classifier depends on many factors, such as available training set, number of free parameters etc.\n\n## 7. Post Processing\n\nThe goal of post processing is the incorporation of context and shape information in all the stages of OCR systems is necessary for meaningful improvements in recognition rates.\n\n## 5. Conclusion\n\nThe character recognition methods have been introduced and developed over the years. In this paper, I have tried to explain the overview of the whole OCR process and the methods related to it. Many researchers try to hybrid two or more different methods and compare the results for efficiency but again this will be application specific and parameter specific. OCR has been implemented in various countries for recognizing different languages as well.\n\n## References\n\n[1] Oivind Due Trier, Anil K. Jain, Torfinn Taxt, \"Feature Extraction Methods for Character Recognition-A Survey\", July 1995\n[2] Yasser Alginahi, Taibah University Kingdom of Saudi Arabia, \"Preprocessing Techniques in Character Recognition\"\n[3] Om Prakash Sharma, M. K. Ghose, Krishna Bikram Shah, Benoy Kumar Thakur, \"Recent Trends and Tools for Feature Extraction\n[4] in OCR Technology\", International Journal of Soft Computing and Engineering (IJSCE)\n[5] ISSN: 2231-2307, Volume-2, Issue-6, January 2013[6] Suruchi G. Dedgaonkar, Anjali A. Chandavale, Ashok M. Sapkal, \"Survey of Methods for Character Recognition\", International Journal of Engineering and Innovative Technology (IJEIT) Volume 1, Issue 5, May 2012\n[7] Mohanad Alata, Mohammad Al-Shabi \"TEXT DETECTION AND CHARACTER\n[8] RECOGNITION USING FUZZY IMAGE PROCESSING\", Journal of ELECTRICAL ENGINEERING, VOL. 57, NO. 5, 2006, 258-267\n[9] Rejean Plamondon, Fellow, IEEE and Sargur N. Shrihari, Fellow, IEEE, \"On-line and Off-line Handwriting Recognition: A comprehensive Survey\", IEEE TRANSACTIONS ON PATTERN ANALYSIS AND MACHINE INTELLIGENCE, VOL 22, NO. 1 JANUARY 2000\n[10]Om Prakash Sharma, M. K. Ghose, Krishna Bikram Shah, \"An Improved Zone Based Hybrid Feature Extraction Model for Handwritten Alphabets Recognition Using Euler Number\", International Journal of Soft Computing and Engineering (IJSCE) ISSN: 2231-2307, Volume-2, Issue-2, May 2012\n[11]J. Pradeepa,, E. Srinivasan, S. Himavathi, \"Neural Network Based Recognition System Integrating Feature\n\nExtraction and Classification for English Handwritten\", IJE TRANSACTIONS B: Applications Vol. 25, No. 2, (May 2012) 99-106\n[12] Nafiz Arica and Fatos T. Yarman-Vural, \"An Overview of Character Recognition Focused on\n[13]Off-Line Handwriting\", IEEE TRANSACTIONS ON SYSTEMS, MAN, AND CYBERNETICS—PART C: APPLICATIONS AND REVIEWS, VOL. 31, NO. 2, MAY 2001\n\n## Author Profile\n\nUmal Patel, pursuing her Master Degree in Computer Science \\& Technology from Gujarat Technological University (L D College of Eng., Ahmedabad), received her Bachelor Degree in Computer Engg. from Gujarat University in 2008. Presently working as Assistant Professor in Department of MCA, L.J Institute of Technology. Earlier he has served as Software Test Engineer in Lodestone Software Services since June 2008. Her area of interest is Compilers and Image Processing.", "pages": [], "number_of_pages": 4 }, "amazon": { "error": null, "id": "f2be3806-59f8-4261-bf75-8c29b1530d89", "final_status": "finished", "raw_text": "International Journal of Science and Research (IJSR), India Online ISSN: 2319-7064\nAn Introduction to the Process of Optical Character\nRecognition\nUmal Patel1\n1\nDepartment of Computer Engineering\nLD College Of Engineering, Gujarat Technological University, Gujarat, India\nAbstract: This paper presents an overview of methods and techniques used for feature extraction that helps in efficient classification\nof the alphabets and numbers of English language. Character recognition has long been a essential area for research since years.\nRecognition of character is a minor work for humans, but to make a computer program that does character recognition is extremely\ndifficult. Hence to make a machine recognize the characters and efficiently determine a pattern has been the primary concern for\nresearchers now days This paper discusses various offline and online Optical Character Recognition Techniques (OCR).\nKeywords: OCR, online, offline, online, zoning, euler number.\n1. Introduction\n3. Potential problem areas for OCR\nOCR is an approach that provides a full alphanumeric\n1. The same characters differ in sizes, shapes and styles\nrecognition of printed or handwritten characters at\nfrom person to person and even from time to time with\nelectronically by simply scanning them and generating into a\nthe same person. The source of confusion is the high\nform that can be scanned through a scanner and then the\nlevel of abstraction: there are thousands styles of type in\nrecognition engine of the OCR system interpret the images\ncommon use plus variations in calligraphy and a\nand turn images of handwritten or printed characters into\ncharacter recognition program must recognize most of\nASCII data (machine-readable characters). Character\nthese.\nrecognition also popularly referred as optical character\n2. Like any image, visual characters are subject to spoilage\nrecognition (OCR) is a field of research that has immense\ndue to noise. Some images containing characters are\npotential in future where we want to track and locate every\nalready blurred or not clear which makes them difficult to\npiece of information being exchanged. The problem with the\nprocess. Noise consists of random changes to a pattern,\nhand written text is due to uncertainties such as variation in\nparticularly near the edges. A character with much noise\ncalligraphy over period of time, similarity in text, variation\nmay be interpreted as a completely different character by\nin styles of writing [3] The character recognition system\na computer program.\nhelps in making the communication between a human and a\n3. There are no hard-and-fast rules that define the\ncomputer easy.[4] The character recognition is basically\nappearance of a visual character. Hence rules need to be\nclassified into two types: offline handwritten text\nheuristically deduced from the samples.\nrecognition, online handwritten text recognition. Offline\nmeans the text written on the plain paper or sheet and then\n4. Phases of OCR\nthe writing is usually captured optically by a scanner and the\ncompleted writing is available as an image. Online means the\nData Acquisition\ntext written on any digital devices such as tablets using\nstylus i.e. the two dimensional coordinates of successive\npoints are represented as a function of time and the order of\nPre processing\nstrokes made by the writer are also available.[6]\nSegmentation\n2. Applications\nof\noptical\ncharacter\nrecognition\nNormalization\nThe area of OCR is becoming an integral part of document\nFeature Extraction\nscanners, and is used in many applications such as postal\nprocessing, script recognition, banking, security (i.e.\nClassification\npassport authentication) and language identification,\ndocument reading, mail sorting, signature verification, writer\nidentification., license plate recognition system, smart card\nPost Processing\nprocessing system, automatic data entry, bank cheque /DD\nprocessing, money counting machine, postal automation,\naddress and zip code recognition etc many organizations are\ndepending on OCR systems to eliminate the human\ninteractions for better performance and efficiency [2,4,6,7].\nVolume 2 Issue 5, May 2013\nwww.ijsr.net\n155\nInternational Journal of Science and Research (IJSR), India Online ISSN: 2319-7064\n1. Data Acquisition\nrecognition. Accuracy of character recognition heavily\ndepends upon segmentation phase.\nMost Important initial phase in OCR is to gather the image\nfrom either device sensor like PDA or tablets in case on\nonline recognition or getting the images containing\ncharacters directly for offline recognition.\nradyape\nIn Image acquisition, the recognition system acquires a\nscanned image as an input image. The image should have a\nspecific format such as JPEG, BMP etc. This image is\nacquired through a scanner, digital camera or any other\nsuitable digital input device. Data samples for the\nexperiment have been collected from different individuals\n[9].\n2. Pre Processing\neighteen\neighteen\nThe goal of pre-processing is to simplify the pattern\nrecognition problem without missing any vital information.\nIt reduces the noises and inconsistent data. It enhances the\nimage and prepares it for the next steps [3].\nei gliteen\nFigure 3: Segmentation [9]\nPreprocessing is the preliminary step which transforms the\ndata into a format that will be more easily and effectively\n4. Normalization\nprocessed. Therefore, the main task in preprocessing the\ncaptured data is to decrease the variation that causes a\nreduction in the recognition rate and increases the\nThe results of segmentation process provides isolated\ncharacters which are ready to pass through feature extraction\ncomplexities, as for example, preprocessing of the input raw\nstroke of characters is crucial for the success of efficient\nstage, thus the isolated characters are reduced to a specific\nsize depending on the methods used. The segmentation\ncharacter recognition systems. Thus, preprocessing is an\nprocess essentially renders the image in the form of m*n\nessential stage prior to feature extraction since it controls the\nsuitability of the results for the successive stages [2].\nmatrix. These matrices are then generally normalized by\nreducing the size and removing the redundant information\nfrom the image without losing any important information.\nPreprocessing can be done through various ways\nBinarization, Noise reduction, Stroke width normalization,\n5. Feature Extraction\nSkew correction, Slant removal, Filtering, Morphological\nOperations, Noise Modelling, Skew Normalization, Size\nFeature extraction is the process of extracting the relevant\nNormalization, Contour Smoothing, Compression,\nfeatures from objects/alphabets to form a feature vectors.\nThresholding, Thinning etc\nThese feature vectors is then used by classifiers to recognize\nstart\nthe input unit with target output unit. It becomes easier for\nthe classifier to classify between different classes by looking\nat these features as it allows fairly easy to distinguish.\nstart\nFeature extraction is also defined as extracting the raw data\nthe information which is most relevant for classification\nFigure 1: Slant Removal\npurposes in the sense of minimizing the pattern\nvariability.[1]\nDue to the nature of handwriting with its high degree of\nvariability and imprecision obtaining these features, is a\ndifficult task. Feature extraction methods are based on 3\ntypes of features:\nStatistical\nStructural\nGlobal transformations and moments\nFigure 2: Normalization of 'e' and 'l' as in [9]\nStatistical Features includes:\n3. Segmentation\n1. Zoning\nSegmentation is an integral part of any text based\nrecognition system. It assures efficiency of classification and\nThe character image is divided into NxM zones. From each\nzone features are extracted to form the feature vector. The\nVolume 2 Issue 5, May 2013\nwww.ijsr.net\n156\nInternational Journal of Science and Research (IJSR), India Online ISSN: 2319-7064\ngoal of zoning is to obtain the local characteristics instead of\nglobal characteristics.\nGlobal Transformations-Moments:\nThe Fourier Transform (FT) of the contour of the image is\ncalculated. Since the first n coefficients of the FT can be\nused in order to reconstruct the contour, then these n\ncoefficients are considered to be a n-dimensional feature\nvector that represents the character.\nFigure 4: zoning\nOOSSESSS\nAfter dividing the character into different zones you can\ncompare the density or direction features of it and\nclassify each one of them.\n55555555\n2. Projection Histograms\nFigure 7: Contouring\nThe basic idea behind using projections is that character\n6 Classification\nimages, which are 2-D signals, can be represented as 1-\nD signal. These features, although independent to noise\nThe results Classification is the last stage where we train the\nand deformation, depend on rotation. Projection\nneural net using the feature vectors obtained during feature\nhistograms count the number of pixels in each column\nextraction method against the required targets. To optimize\nand row of a character image. Projection histograms can\nthe whole recognition process, several combination methods\nseparate characters such as \"m\" and \"n\".\nof multilayer perceptron have been devised. E.g.: k-Nearest\nNeighbour (k-NN), Bayes Classifier, Neural Networks (NN),\nHidden Markov Models (HMM), Support Vector Machines\n(SVM), etc there is no such thing as the \"best classifier\". The\nuse of classifier depends on many factors, such as available\ntraining set, number of free parameters etc.\n7. Post Processing\nThe goal of post processing is the incorporation of context\nand shape information in all the stages of OCR systems is\nFigure 5: Projection Histogram\nnecessary for meaningful improvements in recognition rates.\n3. Profiles\n5. Conclusion\nThe profile counts the number of pixels (distance)\nbetween the bounding box of the character image and\nThe character recognition methods have been introduced and\nthe edge of the character. The profiles describe well the\ndeveloped over the years. In this paper, I have tried to\nexternal shapes of characters and allow distinguishing\nexplain the overview of the whole OCR process and the\nbetween a great number of letters, such as \"p\" and \"q\".\nmethods related to it. Many researchers try to hybrid two or\nmore different methods and compare the results for\nefficiency but again this will be application specific and\nparameter specific. OCR has been implemented in various\ncountries for recognizing different languages as well.\nReferences\n[1] Oivind Due Trier, Anil K. Jain, Torfinn Taxt, \"Feature\nExtraction Methods for Character Recognition-A\nSurvey\", July 1995\nFigure 6: Profiling\n[2] Yasser Alginahi, Taibah University Kingdom of Saudi\nArabia, \"Preprocessing Techniques in Character\n4. Structural features:\nRecognition\"\n[3] Om Prakash Sharma, M. K. Ghose, Krishna Bikram\nStructural features are based on topological and geometrical\nShah, Benoy Kumar Thakur, \"Recent Trends and Tools\nproperties of the character, such as aspect ratio, cross points,\nfor Feature Extraction\nloops, branch points, strokes and their directions, inflection\n[4] in OCR Technology\", International Journal of Soft\nbetween two points, horizontal curves at top or bottom, etc.\nComputing and Engineering (IJSCE)\n[5] ISSN: 2231-2307, Volume-2, Issue-6, January 2013\nVolume 2 Issue 5, May 2013\nwww.ijsr.net\n157\nInternational Journal of Science and Research (IJSR), India Online ISSN: 2319-7064\n[6] Suruchi G. Dedgaonkar, Anjali A. Chandavale, Ashok\nExtraction and Classification for English Handwritten\",\nM. Sapkal, \"Survey of Methods for Character\nIJE TRANSACTIONS B: Applications Vol. 25, No. 2,\nRecognition\", International Journal of Engineering and\n(May 2012) 99-106\nInnovative Technology (IJEIT) Volume 1, Issue 5, May\n[12] Nafiz Arica and Fatos T. Yarman-Vural, \"An Overview\n2012\nof Character Recognition Focused on\n[7] Mohanad Alata, Mohammad Al-Shabi \"TEXT [13] Off-Line Handwriting\", IEEE TRANSACTIONS ON\nDETECTION AND CHARACTER\nSYSTEMS, MAN, AND CYBERNETICS-PART C:\n[8] RECOGNITION USING FUZZY IMAGE\nAPPLICATIONS AND REVIEWS, VOL. 31, NO. 2,\nPROCESSING\",\nJournal\nof\nELECTRICAL\nMAY 2001\nENGINEERING, VOL. 57, NO. 5, 2006, 258-267\n[9] Rejean Plamondon, Fellow, IEEE and Sargur N.\nAuthor Profile\nShrihari, Fellow, IEEE, \"On-line and Off-line\nHandwriting Recognition: A comprehensive Survey\",\nUmal Patel, pursuing her Master Degree in Computer\nIEEE TRANSACTIONS ON PATTERN ANALYSIS\nScience & Technology from Gujarat Technological\nAND MACHINE INTELLIGENCE, VOL 22, NO. 1\nUniversity (L D College of Eng., Ahmedabad), received her\nJANUARY 2000\nBachelor Degree in Computer Engg. from Gujarat\n[10] Om Prakash Sharma, M. K. Ghose, Krishna Bikram\nUniversity in 2008. Presently working as Assistant Professor\nShah, \"An Improved Zone Based Hybrid Feature\nin Department of MCA, L.J Institute of Technology. Earlier\nExtraction Model for Handwritten Alphabets\nhe has served as Software Test Engineer in Lodestone\nRecognition Using Euler Number\", International Journal\nSoftware Services since June 2008. Her area of interest is\nof Soft Computing and Engineering (IJSCE) ISSN:\nCompilers and Image Processing.\n2231-2307, Volume-2, Issue-2, May 2012\n[11]J. Pradeepa,, E. Srinivasan, S. Himavathi, \"Neural\nNetwork Based Recognition System Integrating Feature\nVolume 2 Issue 5, May 2013\nwww.ijsr.net\n158\n", "pages": [ { "lines": [ { "text": "International Journal of Science and Research (IJSR), India Online ISSN: 2319-7064", "words": [ { "text": "International", "bounding_box": { "left": 0.14109081029891968, "top": 0.028351856395602226, "width": 0.11399973928928375, "height": 0.010845128446817398 }, "confidence": 99.89 }, { "text": "Journal", "bounding_box": { "left": 0.2601430118083954, "top": 0.028308941051363945, "width": 0.06746078282594681, "height": 0.010982478968799114 }, "confidence": 99.94 }, { "text": "of", "bounding_box": { "left": 0.33301475644111633, "top": 0.028419533744454384, "width": 0.018044594675302505, "height": 0.010740079917013645 }, "confidence": 99.98 }, { "text": "Science", "bounding_box": { "left": 0.3549920320510864, "top": 0.028273535892367363, "width": 0.0637914389371872, "height": 0.01086471602320671 }, "confidence": 99.97 }, { "text": 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online Optical Character Recognition Techniques (OCR).", "words": [ { "text": "researchers", "bounding_box": { "left": 0.07963486760854721, "top": 0.26068824529647827, "width": 0.07257366925477982, "height": 0.008052744902670383 }, "confidence": 99.86 }, { "text": "now", "bounding_box": { "left": 0.15618160367012024, "top": 0.2626941502094269, "width": 0.02597576007246971, "height": 0.0059407479129731655 }, "confidence": 99.92 }, { "text": "days", "bounding_box": { "left": 0.18585866689682007, "top": 0.2605910897254944, "width": 0.02770768292248249, "height": 0.010226950980722904 }, "confidence": 99.93 }, { "text": "This", "bounding_box": { "left": 0.21799984574317932, "top": 0.26057201623916626, "width": 0.027162853628396988, "height": 0.008145439438521862 }, "confidence": 99.97 }, { "text": "paper", "bounding_box": { "left": 0.24789422750473022, "top": 0.26222068071365356, "width": 0.037040866911411285, "height": 0.008662349544465542 }, "confidence": 99.86 }, { "text": "discusses", 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online, offline, online, zoning, euler number.", "words": [ { "text": "Keywords:", "bounding_box": { "left": 0.0806223675608635, "top": 0.2789705693721771, "width": 0.07749871164560318, "height": 0.011235712096095085 }, "confidence": 99.82 }, { "text": "OCR,", "bounding_box": { "left": 0.16334357857704163, "top": 0.28009411692619324, "width": 0.03418668732047081, "height": 0.009221498854458332 }, "confidence": 99.3 }, { "text": "online,", "bounding_box": { "left": 0.20163004100322723, "top": 0.279987633228302, "width": 0.04127185046672821, "height": 0.009370166808366776 }, "confidence": 98.77 }, { "text": "offline,", "bounding_box": { "left": 0.24731586873531342, "top": 0.280030220746994, "width": 0.04376881569623947, "height": 0.009301284328103065 }, "confidence": 99.38 }, { "text": "online,", "bounding_box": { "left": 0.295490026473999, "top": 0.28017091751098633, "width": 0.041249848902225494, "height": 0.009232581593096256 }, "confidence": 99.05 }, { "text": "zoning,", 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Introduction", "words": [ { "text": "1.", "bounding_box": { "left": 0.08134468644857407, "top": 0.30803152918815613, "width": 0.013986523263156414, "height": 0.010448254644870758 }, "confidence": 99.84 }, { "text": "Introduction", "bounding_box": { "left": 0.11030996590852737, "top": 0.3078449070453644, "width": 0.11051472276449203, "height": 0.010828480124473572 }, "confidence": 99.91 } ], "bounding_box": { "left": 0.08134467154741287, "top": 0.3078449070453644, "width": 0.13948000967502594, "height": 0.01086893305182457 }, "confidence": 99.88 }, { "text": "3. Potential problem areas for OCR", "words": [ { "text": "3.", "bounding_box": { "left": 0.5186980962753296, "top": 0.30794596672058105, "width": 0.014576876536011696, "height": 0.010616086423397064 }, "confidence": 99.89 }, { "text": "Potential", "bounding_box": { "left": 0.5484609007835388, "top": 0.3076213300228119, "width": 0.07778214663267136, "height": 0.01091129332780838 }, "confidence": 99.88 }, { "text": "problem", "bounding_box": { "left": 0.630821943283081, "top": 0.3079524636268616, "width": 0.07313589751720428, "height": 0.013492695987224579 }, "confidence": 99.83 }, { "text": "areas", "bounding_box": { "left": 0.7093111276626587, "top": 0.3108344078063965, "width": 0.04560206085443497, "height": 0.007726951036602259 }, "confidence": 99.97 }, { "text": "for", "bounding_box": { "left": 0.7599145770072937, "top": 0.3079294264316559, "width": 0.025805793702602386, "height": 0.01054808497428894 }, "confidence": 99.99 }, { "text": "OCR", "bounding_box": { "left": 0.7914430499076843, "top": 0.3078036904335022, "width": 0.04412630945444107, "height": 0.010753142647445202 }, "confidence": 99.95 } ], "bounding_box": { "left": 0.5186977982521057, "top": 0.30732911825180054, "width": 0.31687605381011963, "height": 0.014272642321884632 }, "confidence": 99.92 }, { "text": "OCR is an approach that provides a full alphanumeric", "words": [ { "text": "OCR", "bounding_box": { "left": 0.08056968450546265, "top": 0.3379226326942444, "width": 0.03433338552713394, "height": 0.009015470743179321 }, "confidence": 99.92 }, { "text": "is", "bounding_box": { "left": 0.12577158212661743, "top": 0.33799973130226135, "width": 0.010992594994604588, "height": 0.008735470473766327 }, "confidence": 99.98 }, { "text": "an", "bounding_box": { "left": 0.14759281277656555, "top": 0.34066042304039, "width": 0.0157453790307045, "height": 0.006072439718991518 }, "confidence": 99.99 }, { "text": "approach", "bounding_box": { "left": 0.17377667129039764, "top": 0.3379456102848053, "width": 0.061778657138347626, "height": 0.011275161989033222 }, "confidence": 99.96 }, { "text": "that", "bounding_box": { "left": 0.24636438488960266, "top": 0.3380304276943207, "width": 0.0254910197108984, "height": 0.008823635056614876 }, "confidence": 99.99 }, { "text": "provides", "bounding_box": { "left": 0.28218770027160645, "top": 0.3380124270915985, "width": 0.05816109851002693, "height": 0.011227281764149666 }, "confidence": 99.9 }, { "text": "a", "bounding_box": { "left": 0.35098955035209656, "top": 0.34076637029647827, "width": 0.007468061521649361, "height": 0.006081113126128912 }, "confidence": 99.94 }, { "text": "full", "bounding_box": { "left": 0.3687984049320221, "top": 0.33778277039527893, "width": 0.023228971287608147, "height": 0.009123001247644424 }, "confidence": 99.98 }, { "text": "alphanumeric", "bounding_box": { "left": 0.40272238850593567, "top": 0.3378616273403168, "width": 0.09124194085597992, "height": 0.01137861143797636 }, "confidence": 99.55 } ], "bounding_box": { "left": 0.08056968450546265, "top": 0.33739280700683594, "width": 0.41339465975761414, "height": 0.012297938577830791 }, "confidence": 99.91 }, { "text": "1. 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Character", "words": [ { "text": "ASCII", "bounding_box": { "left": 0.0806555226445198, "top": 0.42126160860061646, "width": 0.04385245218873024, "height": 0.0087547916918993 }, "confidence": 99.42 }, { "text": "data", "bounding_box": { "left": 0.14899054169654846, "top": 0.4213480055332184, "width": 0.027945101261138916, "height": 0.008610328659415245 }, "confidence": 99.95 }, { "text": "(machine-readable", "bounding_box": { "left": 0.201687291264534, "top": 0.42129987478256226, "width": 0.12450381368398666, "height": 0.010592425242066383 }, "confidence": 99.07 }, { "text": "characters).", "bounding_box": { "left": 0.3502521812915802, "top": 0.4212513864040375, "width": 0.07620798796415329, "height": 0.010675926692783833 }, "confidence": 91.46 }, { "text": "Character", "bounding_box": { "left": 0.4286099672317505, "top": 0.42188575863838196, "width": 0.06667636334896088, "height": 0.008227386511862278 }, "confidence": 99.76 } ], "bounding_box": { "left": 0.0806555226445198, "top": 0.4207415282726288, "width": 0.41463345289230347, "height": 0.011564141139388084 }, "confidence": 97.93 }, { "text": "these.", "words": [ { "text": "these.", "bounding_box": { "left": 0.5421155691146851, "top": 0.4213548004627228, "width": 0.03814553841948509, "height": 0.008720058016479015 }, "confidence": 99.89 } ], "bounding_box": { "left": 0.5421155691146851, "top": 0.4213548004627228, "width": 0.03814553841948509, "height": 0.008720058016479015 }, "confidence": 99.89 }, { "text": "recognition also popularly referred as optical character", "words": [ { "text": "recognition", "bounding_box": { "left": 0.08046126365661621, "top": 0.4352319836616516, "width": 0.07666123658418655, "height": 0.011192199774086475 }, "confidence": 99.93 }, { "text": "also", "bounding_box": { "left": 0.16919240355491638, "top": 0.4353662133216858, "width": 0.026671357452869415, "height": 0.008673458360135555 }, "confidence": 99.99 }, { "text": "popularly", "bounding_box": { "left": 0.20744314789772034, "top": 0.4353216886520386, "width": 0.06473911553621292, "height": 0.01128890085965395 }, "confidence": 99.91 }, { "text": "referred", "bounding_box": { "left": 0.2840813994407654, "top": 0.43508675694465637, "width": 0.053283050656318665, "height": 0.008930318988859653 }, "confidence": 99.99 }, { "text": "as", "bounding_box": { "left": 0.3493110239505768, "top": 0.43764737248420715, "width": 0.013789582066237926, "height": 0.006328719202429056 }, "confidence": 99.98 }, { "text": "optical", "bounding_box": { "left": 0.3752380311489105, "top": 0.43526312708854675, "width": 0.045383453369140625, "height": 0.011181897483766079 }, "confidence": 99.94 }, { "text": "character", "bounding_box": { "left": 0.4324083626270294, "top": 0.4352564215660095, "width": 0.06221480667591095, "height": 0.00865029264241457 }, "confidence": 99.94 } ], "bounding_box": { "left": 0.08046126365661621, "top": 0.4347582757472992, "width": 0.4141657054424286, "height": 0.012100680731236935 }, "confidence": 99.95 }, { "text": "2. Like any image, visual characters are subject to spoilage", "words": [ { "text": "2.", "bounding_box": { "left": 0.5184808373451233, "top": 0.4353916347026825, "width": 0.011944333091378212, "height": 0.008551731705665588 }, "confidence": 99.83 }, { "text": "Like", "bounding_box": { "left": 0.5396605730056763, "top": 0.4350756108760834, "width": 0.030832262709736824, "height": 0.008866597898304462 }, "confidence": 99.9 }, { "text": "any", "bounding_box": { "left": 0.5766479969024658, "top": 0.43756675720214844, "width": 0.023773586377501488, "height": 0.008787198923528194 }, "confidence": 99.99 }, { "text": "image,", "bounding_box": { "left": 0.6066476702690125, "top": 0.4351235330104828, "width": 0.044432174414396286, "height": 0.011235392652451992 }, "confidence": 99.73 }, { "text": "visual", "bounding_box": { "left": 0.6576183438301086, "top": 0.43511179089546204, "width": 0.03960699588060379, "height": 0.008875999599695206 }, "confidence": 99.88 }, { "text": "characters", "bounding_box": { "left": 0.7032960653305054, "top": 0.43520432710647583, "width": 0.06805119663476944, "height": 0.008817590773105621 }, "confidence": 99.9 }, { "text": "are", "bounding_box": { "left": 0.7775935530662537, "top": 0.4374566674232483, "width": 0.02034723199903965, "height": 0.006369147449731827 }, "confidence": 99.99 }, { "text": "subject", "bounding_box": { "left": 0.8038148283958435, "top": 0.43517187237739563, "width": 0.04778098315000534, "height": 0.01115367840975523 }, "confidence": 99.99 }, { "text": "to", "bounding_box": { "left": 0.8572503924369812, "top": 0.43645647168159485, "width": 0.012960315681993961, "height": 0.007543620653450489 }, "confidence": 99.98 }, { "text": "spoilage", "bounding_box": { "left": 0.8762025237083435, "top": 0.4351416230201721, "width": 0.05583104118704796, "height": 0.011345691978931427 }, "confidence": 99.52 } ], "bounding_box": { "left": 0.5184804201126099, "top": 0.4345681667327881, "width": 0.4135531485080719, "height": 0.012421485036611557 }, "confidence": 99.87 }, { "text": "recognition (OCR) is a field of research that has immense", "words": [ { "text": "recognition", "bounding_box": { "left": 0.08048242330551147, "top": 0.4491014778614044, "width": 0.07667754590511322, "height": 0.011193265207111835 }, "confidence": 99.91 }, { "text": "(OCR)", "bounding_box": { "left": 0.1649722158908844, "top": 0.4488944411277771, "width": 0.04478994384407997, "height": 0.010850264690816402 }, "confidence": 99.93 }, { "text": "is", "bounding_box": { "left": 0.21755115687847137, "top": 0.4491533041000366, "width": 0.011014843359589577, "height": 0.008790392428636551 }, "confidence": 99.98 }, { "text": "a", "bounding_box": { "left": 0.2358112782239914, "top": 0.45175597071647644, "width": 0.007611827924847603, "height": 0.006183214019984007 }, "confidence": 99.93 }, { "text": "field", "bounding_box": { "left": 0.25049909949302673, "top": 0.4488182067871094, "width": 0.030300315469503403, "height": 0.009159636683762074 }, "confidence": 99.98 }, { "text": "of", "bounding_box": { "left": 0.2886384427547455, "top": 0.44898566603660583, "width": 0.014577035792171955, "height": 0.008843005634844303 }, "confidence": 99.98 }, { "text": "research", "bounding_box": { "left": 0.3091150224208832, "top": 0.44906461238861084, "width": 0.05613865330815315, "height": 0.008919093757867813 }, "confidence": 99.98 }, { "text": "that", "bounding_box": { "left": 0.3722416162490845, "top": 0.44915226101875305, "width": 0.02561112865805626, "height": 0.008803351782262325 }, "confidence": 99.99 }, { "text": "has", "bounding_box": { "left": 0.4042872190475464, "top": 0.44903796911239624, "width": 0.022309528663754463, "height": 0.008995933458209038 }, "confidence": 99.98 }, { "text": "immense", "bounding_box": { "left": 0.4338686466217041, "top": 0.4491693675518036, "width": 0.06031971424818039, "height": 0.008832907304167747 }, "confidence": 99.75 } ], "bounding_box": { "left": 0.08048223704099655, "top": 0.4484950304031372, "width": 0.41370889544487, "height": 0.01179973129183054 }, "confidence": 99.94 }, { "text": "due to noise. Some images containing characters are", "words": [ { "text": "due", "bounding_box": { "left": 0.5423665046691895, "top": 0.44914060831069946, "width": 0.0240672267973423, "height": 0.008750472217798233 }, "confidence": 99.96 }, { "text": "to", "bounding_box": { "left": 0.5761365294456482, "top": 0.45058000087738037, "width": 0.013249436393380165, "height": 0.0073674749583005905 }, "confidence": 99.99 }, { "text": "noise.", "bounding_box": { "left": 0.5989475846290588, "top": 0.4491058588027954, "width": 0.03909280151128769, "height": 0.008938535116612911 }, "confidence": 99.62 }, { "text": "Some", "bounding_box": { "left": 0.6486693620681763, "top": 0.44914525747299194, "width": 0.03761235624551773, "height": 0.008792388252913952 }, "confidence": 99.85 }, { "text": "images", "bounding_box": { "left": 0.6960338950157166, "top": 0.44904813170433044, "width": 0.04739225655794144, "height": 0.011205659247934818 }, "confidence": 99.9 }, { "text": "containing", "bounding_box": { "left": 0.7532291412353516, "top": 0.4492088556289673, "width": 0.07111058384180069, "height": 0.011190839111804962 }, "confidence": 99.97 }, { "text": "characters", "bounding_box": { "left": 0.8337504863739014, "top": 0.4492393732070923, "width": 0.06816218793392181, "height": 0.008799371309578419 }, "confidence": 99.88 }, { "text": "are", "bounding_box": { "left": 0.9119450449943542, "top": 0.4515337646007538, "width": 0.020020639523863792, "height": 0.006362654268741608 }, "confidence": 99.98 } ], "bounding_box": { "left": 0.5423665046691895, "top": 0.4486272633075714, "width": 0.3896031379699707, "height": 0.012068716809153557 }, "confidence": 99.89 }, { "text": "potential in future where we want to track and locate every", "words": [ { "text": "potential", "bounding_box": { "left": 0.08059744536876678, "top": 0.4630034267902374, "width": 0.05853906273841858, "height": 0.011359295807778835 }, "confidence": 99.83 }, { "text": "in", "bounding_box": { "left": 0.1456221491098404, "top": 0.46298983693122864, "width": 0.013039016164839268, "height": 0.008853217586874962 }, "confidence": 99.97 }, { "text": "future", "bounding_box": { "left": 0.16492903232574463, "top": 0.4629616439342499, "width": 0.03982693329453468, "height": 0.00901818461716175 }, "confidence": 99.99 }, { "text": "where", "bounding_box": { "left": 0.21114890277385712, "top": 0.4631335735321045, "width": 0.040707122534513474, "height": 0.0087891835719347 }, "confidence": 99.98 }, { "text": "we", "bounding_box": { "left": 0.258155882358551, "top": 0.46570295095443726, "width": 0.019423332065343857, "height": 0.0061944592744112015 }, "confidence": 99.87 }, { "text": "want", "bounding_box": { "left": 0.28402474522590637, "top": 0.4645315706729889, "width": 0.032503146678209305, "height": 0.007529098074883223 }, "confidence": 99.95 }, { "text": "to", "bounding_box": { "left": 0.32189303636550903, "top": 0.46439316868782043, "width": 0.013159025460481644, "height": 0.0076905349269509315 }, "confidence": 99.98 }, { "text": "track", "bounding_box": { "left": 0.3409551680088043, "top": 0.46309539675712585, "width": 0.03387381508946419, "height": 0.008922623470425606 }, "confidence": 99.99 }, { "text": "and", "bounding_box": { "left": 0.38071155548095703, "top": 0.4630912244319916, "width": 0.024096639826893806, "height": 0.00893262680619955 }, "confidence": 99.99 }, { "text": "locate", "bounding_box": { "left": 0.41119813919067383, "top": 0.46310487389564514, "width": 0.039363984018564224, "height": 0.008765753358602524 }, "confidence": 99.91 }, { "text": "every", "bounding_box": { "left": 0.4567911922931671, "top": 0.46549490094184875, "width": 0.03713884949684143, "height": 0.008580345660448074 }, "confidence": 99.96 } ], "bounding_box": { "left": 0.08059744536876678, "top": 0.46250489354133606, "width": 0.41333258152008057, "height": 0.012099224142730236 }, "confidence": 99.95 }, { "text": "already blurred or not clear which makes them difficult to", "words": [ { "text": "already", "bounding_box": { "left": 0.5426083207130432, "top": 0.46300357580184937, "width": 0.04921511560678482, "height": 0.011160674504935741 }, "confidence": 99.98 }, { "text": "blurred", "bounding_box": { "left": 0.5963202118873596, "top": 0.4629361629486084, "width": 0.048382923007011414, "height": 0.009067071601748466 }, "confidence": 99.96 }, { "text": "or", "bounding_box": { "left": 0.6494672894477844, "top": 0.46549731492996216, "width": 0.014059096574783325, "height": 0.0064526512287557125 }, "confidence": 99.94 }, { "text": "not", "bounding_box": { "left": 0.6678140163421631, "top": 0.4644984006881714, "width": 0.021457698196172714, "height": 0.0074530416168272495 }, "confidence": 99.98 }, { "text": "clear", "bounding_box": { "left": 0.6935166716575623, "top": 0.46308326721191406, "width": 0.03294210880994797, "height": 0.008881552144885063 }, "confidence": 99.97 }, { "text": "which", "bounding_box": { "left": 0.7307092547416687, "top": 0.4630311131477356, "width": 0.040579039603471756, "height": 0.008943784050643444 }, "confidence": 99.99 }, { "text": "makes", "bounding_box": { "left": 0.7758885622024536, "top": 0.4630737006664276, "width": 0.04248655214905739, "height": 0.008993884548544884 }, "confidence": 99.97 }, { "text": "them", "bounding_box": { "left": 0.8228113055229187, "top": 0.4631589949131012, "width": 0.03350303694605827, "height": 0.008787223137915134 }, "confidence": 99.99 }, { "text": "difficult", "bounding_box": { "left": 0.8610831499099731, "top": 0.4628366231918335, "width": 0.054010845720767975, "height": 0.00907871127128601 }, "confidence": 99.92 }, { "text": "to", "bounding_box": { "left": 0.9190003871917725, "top": 0.4645565450191498, "width": 0.012951004318892956, "height": 0.007326322607696056 }, "confidence": 99.95 } ], "bounding_box": { "left": 0.5426083207130432, "top": 0.4625256359577179, "width": 0.38934609293937683, "height": 0.011638625524938107 }, "confidence": 99.96 }, { "text": "piece of information being exchanged. The problem with the", "words": [ { "text": "piece", "bounding_box": { "left": 0.08052848279476166, "top": 0.47699806094169617, "width": 0.035501476377248764, "height": 0.011127552948892117 }, "confidence": 99.88 }, { "text": "of", "bounding_box": { "left": 0.1210990697145462, "top": 0.4767022430896759, "width": 0.014762227423489094, "height": 0.008847160264849663 }, "confidence": 99.96 }, { "text": "information", "bounding_box": { "left": 0.13972778618335724, "top": 0.4765681028366089, "width": 0.07911865413188934, "height": 0.009085922501981258 }, "confidence": 99.96 }, { "text": "being", "bounding_box": { "left": 0.2239767611026764, "top": 0.4767868220806122, "width": 0.03715100139379501, "height": 0.011188838630914688 }, "confidence": 99.99 }, { "text": "exchanged.", "bounding_box": { "left": 0.26633527874946594, "top": 0.4767957329750061, "width": 0.07531977444887161, "height": 0.011176198720932007 }, "confidence": 99.04 }, { "text": "The", "bounding_box": { "left": 0.34734854102134705, "top": 0.4768526256084442, "width": 0.025897903367877007, "height": 0.008634195663034916 }, "confidence": 99.99 }, { "text": "problem", "bounding_box": { "left": 0.378357470035553, "top": 0.4768320322036743, "width": 0.055759500712156296, "height": 0.011272985488176346 }, "confidence": 99.87 }, { "text": "with", "bounding_box": { "left": 0.4390616714954376, "top": 0.4767897427082062, "width": 0.02986893057823181, "height": 0.008808357641100883 }, "confidence": 99.99 }, { "text": "the", "bounding_box": { "left": 0.47361552715301514, "top": 0.476799339056015, "width": 0.020443188026547432, "height": 0.008775318041443825 }, "confidence": 99.99 } ], "bounding_box": { "left": 0.08052808046340942, "top": 0.47618117928504944, "width": 0.41353434324264526, "height": 0.01234278455376625 }, "confidence": 99.85 }, { "text": "process. Noise consists of random changes to a pattern,", "words": [ { "text": "process.", "bounding_box": { "left": 0.5422323346138, "top": 0.47931092977523804, "width": 0.05408671125769615, "height": 0.008736282587051392 }, "confidence": 99.96 }, { "text": "Noise", "bounding_box": { "left": 0.6036242842674255, "top": 0.47681406140327454, "width": 0.0392572246491909, "height": 0.008846092037856579 }, "confidence": 99.96 }, { "text": "consists", "bounding_box": { "left": 0.6494652032852173, "top": 0.47691309452056885, "width": 0.05307536572217941, "height": 0.008953417651355267 }, "confidence": 99.96 }, { "text": "of", "bounding_box": { "left": 0.7091231942176819, "top": 0.4766756594181061, "width": 0.014921274036169052, "height": 0.008999803103506565 }, "confidence": 99.98 }, { "text": "random", "bounding_box": { "left": 0.7291971445083618, "top": 0.47692593932151794, "width": 0.05162683501839638, "height": 0.00884511973708868 }, "confidence": 99.84 }, { "text": "changes", "bounding_box": { "left": 0.7872726321220398, "top": 0.47682735323905945, "width": 0.05375431478023529, "height": 0.01118568703532219 }, "confidence": 99.94 }, { "text": "to", "bounding_box": { "left": 0.8475378751754761, "top": 0.47803810238838196, "width": 0.013288520276546478, "height": 0.007720490917563438 }, "confidence": 99.99 }, { "text": "a", "bounding_box": { "left": 0.8674451112747192, "top": 0.4794084131717682, "width": 0.007658527698367834, "height": 0.006359442137181759 }, "confidence": 99.93 }, { "text": "pattern,", "bounding_box": { "left": 0.881071150302887, "top": 0.47812095284461975, "width": 0.05067116767168045, "height": 0.009907898493111134 }, "confidence": 99.87 } ], "bounding_box": { "left": 0.5422285199165344, "top": 0.47638365626335144, "width": 0.3895138204097748, "height": 0.012121865525841713 }, "confidence": 99.94 }, { "text": "hand written text is due to uncertainties such as variation in", "words": [ { "text": "hand", "bounding_box": { "left": 0.08026114106178284, "top": 0.4906052350997925, "width": 0.032876916229724884, "height": 0.008832584135234356 }, "confidence": 99.98 }, { "text": "written", "bounding_box": { "left": 0.11909541487693787, "top": 0.4908561408519745, "width": 0.04729907214641571, "height": 0.008599032647907734 }, "confidence": 99.94 }, { "text": "text", "bounding_box": { "left": 0.17208412289619446, "top": 0.49186956882476807, "width": 0.025603486225008965, "height": 0.00756323104724288 }, "confidence": 99.97 }, { "text": "is", "bounding_box": { "left": 0.203189417719841, "top": 0.4907442033290863, "width": 0.010788674466311932, "height": 0.008773241192102432 }, "confidence": 99.98 }, { "text": "due", "bounding_box": { "left": 0.21947512030601501, "top": 0.49078133702278137, "width": 0.024421539157629013, "height": 0.008728742599487305 }, "confidence": 99.95 }, { "text": "to", "bounding_box": { "left": 0.24940282106399536, "top": 0.49201908707618713, "width": 0.013140605762600899, "height": 0.007558789104223251 }, "confidence": 99.98 }, { "text": "uncertainties", "bounding_box": { "left": 0.2684550881385803, "top": 0.49091672897338867, "width": 0.08565919101238251, "height": 0.008714311756193638 }, "confidence": 99.26 }, { "text": "such", "bounding_box": { "left": 0.3600243031978607, "top": 0.49093037843704224, "width": 0.030341386795043945, "height": 0.008428642526268959 }, "confidence": 99.99 }, { "text": "as", "bounding_box": { "left": 0.3967270255088806, "top": 0.49316585063934326, "width": 0.013426585122942924, "height": 0.006350527983158827 }, "confidence": 99.97 }, { "text": "variation", "bounding_box": { "left": 0.4158802628517151, "top": 0.490853875875473, "width": 0.059856999665498734, "height": 0.008598127402365208 }, "confidence": 99.87 }, { "text": "in", "bounding_box": { "left": 0.4814545512199402, "top": 0.4908284544944763, "width": 0.012497968040406704, "height": 0.00863622222095728 }, "confidence": 99.97 } ], "bounding_box": { "left": 0.08026114106178284, "top": 0.49006950855255127, "width": 0.41369137167930603, "height": 0.009959806688129902 }, "confidence": 99.9 }, { "text": "particularly near the edges. 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There are no hard-and-fast rules that define the", "words": [ { "text": "3.", "bounding_box": { "left": 0.5187909603118896, "top": 0.5326862931251526, "width": 0.011624651961028576, "height": 0.008967544883489609 }, "confidence": 99.87 }, { "text": "There", "bounding_box": { "left": 0.5394594669342041, "top": 0.5326348543167114, "width": 0.03957155719399452, "height": 0.008826792240142822 }, "confidence": 99.99 }, { "text": "are", "bounding_box": { "left": 0.5943535566329956, "top": 0.5352314114570618, "width": 0.020184535533189774, "height": 0.006254327017813921 }, "confidence": 99.99 }, { "text": "no", "bounding_box": { "left": 0.6297617554664612, "top": 0.5352904200553894, "width": 0.016886861994862556, "height": 0.0062109422869980335 }, "confidence": 99.95 }, { "text": "hard-and-fast", "bounding_box": { "left": 0.6617153286933899, "top": 0.5326785445213318, "width": 0.0899079293012619, "height": 0.008918622508645058 }, "confidence": 99.61 }, { "text": "rules", "bounding_box": { "left": 0.7664090394973755, "top": 0.5326456427574158, "width": 0.032489534467458725, "height": 0.008963271975517273 }, "confidence": 99.99 }, { "text": "that", "bounding_box": { "left": 0.8142092823982239, "top": 0.5328016877174377, "width": 0.02539661154150963, "height": 0.008727108128368855 }, "confidence": 99.99 }, { "text": "define", "bounding_box": { "left": 0.8544943332672119, "top": 0.5325644612312317, "width": 0.04216834157705307, "height": 0.008895017206668854 }, "confidence": 99.97 }, { "text": "the", "bounding_box": { "left": 0.9114826917648315, "top": 0.5327593684196472, "width": 0.02039327286183834, "height": 0.008678511716425419 }, "confidence": 99.99 } ], "bounding_box": { "left": 0.5187909603118896, "top": 0.5321204662322998, "width": 0.4130849838256836, "height": 0.009871046058833599 }, "confidence": 99.93 }, { "text": "computer easy.[4] The character recognition is basically", "words": [ { "text": "computer", "bounding_box": { "left": 0.08066502958536148, "top": 0.5477449893951416, "width": 0.06355497241020203, "height": 0.009856033138930798 }, "confidence": 99.97 }, { "text": "easy.[4]", "bounding_box": { "left": 0.15427134931087494, "top": 0.5468436479568481, "width": 0.0513993538916111, "height": 0.01089530624449253 }, "confidence": 98.18 }, { "text": "The", "bounding_box": { "left": 0.2178610861301422, "top": 0.5463265776634216, "width": 0.02638275921344757, "height": 0.008771883323788643 }, "confidence": 99.99 }, { "text": "character", "bounding_box": { "left": 0.25426748394966125, "top": 0.5463924407958984, "width": 0.06251484900712967, "height": 0.00882693286985159 }, "confidence": 99.92 }, { "text": "recognition", "bounding_box": { "left": 0.3263254463672638, "top": 0.5463904738426208, "width": 0.07648375630378723, "height": 0.011200252920389175 }, "confidence": 99.87 }, { "text": "is", "bounding_box": { "left": 0.4135313630104065, "top": 0.5463418364524841, "width": 0.010709412395954132, "height": 0.00878062006086111 }, "confidence": 99.98 }, { "text": "basically", "bounding_box": { "left": 0.4344312846660614, "top": 0.5462586879730225, "width": 0.05967451259493828, "height": 0.011285191401839256 }, "confidence": 99.98 } ], "bounding_box": { "left": 0.08066325634717941, "top": 0.5459742546081543, "width": 0.4134425222873688, "height": 0.012068727053701878 }, "confidence": 99.7 }, { "text": "appearance of a visual character. Hence rules need to be", "words": [ { "text": "appearance", "bounding_box": { "left": 0.5425256490707397, "top": 0.5486598014831543, "width": 0.07509177178144455, "height": 0.00872743595391512 }, "confidence": 99.89 }, { "text": "of", "bounding_box": { "left": 0.6239292025566101, "top": 0.5463224053382874, "width": 0.014897986315190792, "height": 0.008673464879393578 }, "confidence": 99.99 }, { "text": "a", "bounding_box": { "left": 0.6433938145637512, "top": 0.5489303469657898, "width": 0.007503113709390163, "height": 0.006183885037899017 }, "confidence": 99.92 }, { "text": "visual", "bounding_box": { "left": 0.6565215587615967, "top": 0.5463031530380249, "width": 0.039712321013212204, "height": 0.008872915990650654 }, "confidence": 99.85 }, { "text": "character.", "bounding_box": { "left": 0.7022566199302673, "top": 0.5463805198669434, "width": 0.06546874344348907, "height": 0.0089218495413661 }, "confidence": 99.24 }, { "text": "Hence", "bounding_box": { "left": 0.7739405035972595, "top": 0.5463780760765076, "width": 0.04257780313491821, "height": 0.008786608465015888 }, "confidence": 99.97 }, { "text": "rules", "bounding_box": { "left": 0.8225418925285339, "top": 0.5464755892753601, "width": 0.032160237431526184, "height": 0.008679201826453209 }, "confidence": 99.99 }, { "text": "need", "bounding_box": { "left": 0.8606498837471008, "top": 0.5467091202735901, "width": 0.031298328191041946, "height": 0.008518345654010773 }, "confidence": 99.98 }, { "text": "to", "bounding_box": { "left": 0.8975386023521423, "top": 0.5475713014602661, "width": 0.013094954192638397, "height": 0.007630147505551577 }, "confidence": 99.98 }, { "text": "be", "bounding_box": { "left": 0.9161670207977295, "top": 0.5463327765464783, "width": 0.01586766727268696, "height": 0.008815840817987919 }, "confidence": 99.97 } ], "bounding_box": { "left": 0.5425220131874084, "top": 0.5459089279174805, "width": 0.38951563835144043, "height": 0.011478316970169544 }, "confidence": 99.88 }, { "text": "classified into two types: offline handwritten text", "words": [ { "text": "classified", "bounding_box": { "left": 0.0805402547121048, "top": 0.5601897239685059, "width": 0.06326725333929062, "height": 0.008928511291742325 }, "confidence": 99.98 }, { "text": "into", "bounding_box": { "left": 0.16227580606937408, "top": 0.5604864954948425, "width": 0.025667890906333923, "height": 0.008581472560763359 }, "confidence": 99.96 }, { "text": "two", "bounding_box": { "left": 0.20623640716075897, "top": 0.5616385340690613, "width": 0.025248529389500618, "height": 0.00746854767203331 }, "confidence": 99.94 }, { "text": "types:", "bounding_box": { "left": 0.24930301308631897, "top": 0.5615422129631042, "width": 0.039410993456840515, "height": 0.010085036046802998 }, "confidence": 99.79 }, { "text": "offline", "bounding_box": { "left": 0.3080671727657318, "top": 0.5603063702583313, "width": 0.04427225515246391, "height": 0.008821208029985428 }, "confidence": 99.96 }, { "text": "handwritten", "bounding_box": { "left": 0.37025246024131775, "top": 0.5602913498878479, "width": 0.08046825975179672, "height": 0.008772702887654305 }, "confidence": 99.78 }, { "text": "text", "bounding_box": { "left": 0.46896636486053467, "top": 0.5615853667259216, "width": 0.02550261840224266, "height": 0.007449835538864136 }, "confidence": 99.96 } ], "bounding_box": { "left": 0.0805402547121048, "top": 0.5596949458122253, "width": 0.41393229365348816, "height": 0.012170486152172089 }, "confidence": 99.91 }, { "text": "heuristically deduced from the samples.", "words": [ { "text": "heuristically", "bounding_box": { "left": 0.5421507358551025, "top": 0.5602508187294006, "width": 0.08316253870725632, "height": 0.011390668340027332 }, "confidence": 99.54 }, { "text": "deduced", "bounding_box": { "left": 0.6299231052398682, "top": 0.5600300431251526, "width": 0.0562838651239872, "height": 0.009330482222139835 }, "confidence": 99.99 }, { "text": "from", "bounding_box": { "left": 0.690596878528595, "top": 0.560280442237854, "width": 0.03237789124250412, "height": 0.008766848593950272 }, "confidence": 99.99 }, { "text": "the", "bounding_box": { "left": 0.7271616458892822, "top": 0.5604267716407776, "width": 0.020621445029973984, "height": 0.008545084856450558 }, "confidence": 99.99 }, { "text": "samples.", "bounding_box": { "left": 0.752373218536377, "top": 0.560512363910675, "width": 0.05699098855257034, "height": 0.011114655062556267 }, "confidence": 99.48 } ], "bounding_box": { "left": 0.5421504974365234, "top": 0.5598562955856323, "width": 0.2672136723995209, "height": 0.012067482806742191 }, "confidence": 99.8 }, { "text": "recognition, online handwritten text recognition. 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Phases of OCR", "words": [ { "text": "4.", "bounding_box": { "left": 0.5179215669631958, "top": 0.5888978838920593, "width": 0.01533144898712635, "height": 0.010667210444808006 }, "confidence": 99.92 }, { "text": "Phases", "bounding_box": { "left": 0.5385419726371765, "top": 0.5888600945472717, "width": 0.05838504806160927, "height": 0.010801841504871845 }, "confidence": 99.79 }, { "text": "of", "bounding_box": { "left": 0.6019923090934753, "top": 0.5890161991119385, "width": 0.01812588796019554, "height": 0.010603683069348335 }, "confidence": 99.98 }, { "text": "OCR", "bounding_box": { "left": 0.6244327425956726, "top": 0.5888274908065796, "width": 0.044065557420253754, "height": 0.010836303234100342 }, "confidence": 99.94 } ], "bounding_box": { "left": 0.5179215669631958, "top": 0.5887068510055542, "width": 0.15057677030563354, "height": 0.011107496917247772 }, "confidence": 99.91 }, { "text": "the writing is usually captured optically by a scanner and the", "words": [ { "text": "the", "bounding_box": { "left": 0.08041023463010788, "top": 0.6021061539649963, "width": 0.020606039091944695, "height": 0.008572791703045368 }, "confidence": 99.99 }, { "text": "writing", "bounding_box": { "left": 0.10614848136901855, "top": 0.6019309163093567, "width": 0.048094771802425385, "height": 0.011352572590112686 }, "confidence": 99.97 }, { "text": "is", "bounding_box": { "left": 0.15943792462348938, "top": 0.6019380688667297, "width": 0.010835142806172371, "height": 0.008811929263174534 }, "confidence": 99.99 }, { "text": "usually", "bounding_box": { "left": 0.17517025768756866, "top": 0.6018689274787903, "width": 0.04842822998762131, "height": 0.011289647780358791 }, "confidence": 99.97 }, { "text": "captured", "bounding_box": { "left": 0.22855398058891296, "top": 0.6020100712776184, "width": 0.057766418904066086, "height": 0.011194827035069466 }, "confidence": 99.97 }, { "text": "optically", "bounding_box": { "left": 0.2914523482322693, "top": 0.6019744873046875, "width": 0.05847867950797081, "height": 0.01135416328907013 }, "confidence": 99.97 }, { "text": "by", "bounding_box": { "left": 0.3550317883491516, "top": 0.6018990278244019, "width": 0.0166829414665699, "height": 0.011247798800468445 }, "confidence": 99.99 }, { "text": "a", "bounding_box": { "left": 0.3766181766986847, "top": 0.6044861078262329, "width": 0.007630972657352686, "height": 0.0063701048493385315 }, "confidence": 99.93 }, { "text": "scanner", "bounding_box": { "left": 0.3886449933052063, "top": 0.6042750477790833, "width": 0.05188511312007904, "height": 0.006678629666566849 }, "confidence": 99.87 }, { "text": "and", "bounding_box": { "left": 0.4447605609893799, "top": 0.602118730545044, "width": 0.024180889129638672, "height": 0.00861801765859127 }, "confidence": 99.98 }, { "text": "the", "bounding_box": { "left": 0.4736885726451874, "top": 0.6020397543907166, "width": 0.02037256769835949, "height": 0.008619875647127628 }, "confidence": 99.99 } ], "bounding_box": { "left": 0.08041009306907654, "top": 0.6014506220817566, "width": 0.41365480422973633, "height": 0.012176438234746456 }, "confidence": 99.97 }, { "text": "completed writing is available as an image. Online means the", "words": [ { "text": "completed", "bounding_box": { "left": 0.08020025491714478, "top": 0.6160150170326233, "width": 0.07030054926872253, "height": 0.011130720376968384 }, "confidence": 99.98 }, { "text": "writing", "bounding_box": { "left": 0.15542364120483398, "top": 0.615910530090332, "width": 0.04800697788596153, "height": 0.011204643175005913 }, "confidence": 99.97 }, { "text": "is", "bounding_box": { "left": 0.20827245712280273, "top": 0.6158796548843384, "width": 0.010522943921387196, "height": 0.008691351860761642 }, "confidence": 99.97 }, { "text": "available", "bounding_box": { "left": 0.22362194955348969, "top": 0.615889847278595, "width": 0.06028680503368378, "height": 0.008860782720148563 }, "confidence": 99.97 }, { "text": "as", "bounding_box": { "left": 0.28867703676223755, "top": 0.6181114315986633, "width": 0.013465006835758686, "height": 0.006683308631181717 }, "confidence": 99.98 }, { "text": "an", "bounding_box": { "left": 0.30695053935050964, 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{ "text": "raw", "bounding_box": { "left": 0.8728775382041931, "top": 0.6697262525558472, "width": 0.025255363434553146, "height": 0.006429646164178848 }, "confidence": 99.96 }, { "text": "data", "bounding_box": { "left": 0.903903603553772, "top": 0.6673305630683899, "width": 0.028053028509020805, "height": 0.008919855579733849 }, "confidence": 99.95 } ], "bounding_box": { "left": 0.5183383822441101, "top": 0.6669243574142456, "width": 0.4136212170124054, "height": 0.011768952012062073 }, "confidence": 99.97 }, { "text": "the information which is most relevant for classification", "words": [ { "text": "the", "bounding_box": { "left": 0.5181847214698792, "top": 0.6812847256660461, "width": 0.020434977486729622, "height": 0.008593037724494934 }, "confidence": 100.0 }, { "text": "information", "bounding_box": { "left": 0.5482290387153625, "top": 0.681053102016449, "width": 0.07918037474155426, "height": 0.008942577987909317 }, "confidence": 99.97 }, { "text": "which", "bounding_box": { 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Projection Histograms", "words": [ { "text": "2.", "bounding_box": { "left": 0.11052310466766357, "top": 0.2837508022785187, "width": 0.012745234183967113, "height": 0.00877456460148096 }, "confidence": 99.93 }, { "text": "Projection", "bounding_box": { "left": 0.13132746517658234, "top": 0.28352004289627075, "width": 0.07553785294294357, "height": 0.011444582603871822 }, "confidence": 99.93 }, { "text": "Histograms", "bounding_box": { "left": 0.21097269654273987, "top": 0.28360995650291443, "width": 0.08339479565620422, "height": 0.011402511037886143 }, "confidence": 99.73 } ], "bounding_box": { "left": 0.11052301526069641, "top": 0.28350430727005005, "width": 0.18384447693824768, "height": 0.011525975540280342 }, "confidence": 99.86 }, { "text": "Figure 7: Contouring", "words": [ { "text": "Figure", "bounding_box": { "left": 0.6514055728912354, "top": 0.2786164879798889, "width": 0.047806497663259506, "height": 0.011850938200950623 }, "confidence": 99.96 }, { "text": "7:", 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Profiles", "words": [ { "text": "3.", "bounding_box": { "left": 0.11047449707984924, "top": 0.5650907754898071, "width": 0.012725884094834328, "height": 0.008936000987887383 }, "confidence": 99.89 }, { "text": "Profiles", "bounding_box": { "left": 0.13002417981624603, "top": 0.5643559098243713, "width": 0.05699601396918297, "height": 0.010300551541149616 }, "confidence": 99.4 } ], "bounding_box": { "left": 0.11047419905662537, "top": 0.5643559098243713, "width": 0.07654599100351334, "height": 0.010302896611392498 }, "confidence": 99.65 }, { "text": "5. Conclusion", "words": [ { "text": "5.", "bounding_box": { "left": 0.5183330774307251, "top": 0.5714285373687744, "width": 0.01476325374096632, "height": 0.010530410334467888 }, "confidence": 99.89 }, { "text": "Conclusion", "bounding_box": { "left": 0.5377935767173767, "top": 0.5712104439735413, "width": 0.09642797708511353, "height": 0.010988429188728333 }, "confidence": 99.87 } ], "bounding_box": { "left": 0.5183329582214355, "top": 0.5712104439735413, "width": 0.1158885583281517, "height": 0.010990732349455357 }, "confidence": 99.88 }, { "text": "The profile counts the number of pixels (distance)", "words": [ { "text": "The", "bounding_box": { "left": 0.11026309430599213, "top": 0.5926975011825562, "width": 0.026830509305000305, "height": 0.00896102748811245 }, "confidence": 99.98 }, { "text": "profile", "bounding_box": { "left": 0.1474653035402298, "top": 0.5926154851913452, "width": 0.04495101422071457, "height": 0.011429202742874622 }, "confidence": 99.85 }, { "text": "counts", 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The profiles describe well the", "words": [ { "text": "the", "bounding_box": { "left": 0.1103484183549881, "top": 0.6205323338508606, "width": 0.020807970315217972, "height": 0.008708138018846512 }, "confidence": 99.98 }, { "text": "edge", "bounding_box": { "left": 0.13661664724349976, "top": 0.6205888986587524, "width": 0.031488992273807526, "height": 0.011064859107136726 }, "confidence": 99.7 }, { "text": "of", "bounding_box": { "left": 0.17357215285301208, "top": 0.6203161478042603, "width": 0.015226811170578003, "height": 0.008920800872147083 }, "confidence": 99.99 }, { "text": "the", "bounding_box": { "left": 0.19276219606399536, "top": 0.6205665469169617, "width": 0.0204335767775774, "height": 0.00863113533705473 }, "confidence": 99.99 }, { "text": "character.", "bounding_box": { "left": 0.2187073677778244, "top": 0.6205119490623474, "width": 0.06528228521347046, "height": 0.008863312192261219 }, "confidence": 99.21 }, { "text": "The", "bounding_box": { "left": 0.289451003074646, "top": 0.6203998327255249, "width": 0.02660127729177475, "height": 0.00888090580701828 }, "confidence": 99.99 }, { "text": "profiles", "bounding_box": { "left": 0.32114559412002563, "top": 0.6203621029853821, "width": 0.05151928588747978, "height": 0.011468515731394291 }, "confidence": 99.8 }, { "text": "describe", "bounding_box": { "left": 0.3779865503311157, "top": 0.6204698085784912, "width": 0.056652896106243134, "height": 0.008635058999061584 }, "confidence": 99.88 }, { "text": "well", "bounding_box": { "left": 0.43953484296798706, "top": 0.6204416751861572, "width": 0.028548380360007286, "height": 0.008817188441753387 }, "confidence": 99.97 }, { "text": "the", "bounding_box": { "left": 0.4731699824333191, "top": 0.6204993724822998, "width": 0.020696835592389107, "height": 0.008669118396937847 }, "confidence": 99.99 } ], "bounding_box": { "left": 0.11034832894802094, "top": 0.6202824115753174, "width": 0.38352012634277344, "height": 0.011571004055440426 }, "confidence": 99.85 }, { "text": "developed over the years. In this paper, I have tried to", "words": [ { "text": "developed", "bounding_box": { "left": 0.5181581377983093, "top": 0.6152072548866272, "width": 0.06929352134466171, "height": 0.011492249555885792 }, "confidence": 99.98 }, { "text": "over", "bounding_box": { "left": 0.597110390663147, "top": 0.6176472306251526, "width": 0.03014582023024559, "height": 0.006510756444185972 }, "confidence": 99.94 }, { "text": "the", "bounding_box": { "left": 0.6359452605247498, "top": 0.6154195070266724, "width": 0.02062057889997959, "height": 0.008660987950861454 }, "confidence": 100.0 }, { "text": "years.", "bounding_box": { "left": 0.6659648418426514, "top": 0.6176018118858337, "width": 0.038962893187999725, "height": 0.0089726522564888 }, "confidence": 99.97 }, { "text": "In", "bounding_box": { "left": 0.7152244448661804, "top": 0.6153948307037354, "width": 0.013826257549226284, "height": 0.008699091151356697 }, "confidence": 99.93 }, { "text": "this", "bounding_box": { "left": 0.7382067441940308, 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Jain, Torfinn Taxt, \"Feature", "words": [ { "text": "[1]", "bounding_box": { "left": 0.5189110636711121, "top": 0.7567529082298279, "width": 0.018294362351298332, "height": 0.011083558201789856 }, "confidence": 99.34 }, { "text": "Oivind", "bounding_box": { "left": 0.5483548045158386, "top": 0.7568314075469971, "width": 0.046859413385391235, "height": 0.009157120250165462 }, "confidence": 99.73 }, { "text": "Due", "bounding_box": { "left": 0.6013548374176025, "top": 0.7570962905883789, "width": 0.027884934097528458, "height": 0.008941135369241238 }, "confidence": 99.96 }, { "text": "Trier,", "bounding_box": { "left": 0.6349229216575623, "top": 0.7569675445556641, "width": 0.038158707320690155, "height": 0.010325354523956776 }, "confidence": 99.6 }, { "text": "Anil", "bounding_box": { "left": 0.679709792137146, "top": 0.7568114399909973, "width": 0.02950732409954071, "height": 0.008917874656617641 }, "confidence": 99.82 }, { "text": "K.", "bounding_box": { "left": 0.7153995037078857, 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0.9436088800430298, "width": 0.24013793468475342, "height": 0.014399330131709576 }, "confidence": 99.87 }, { "text": "www.ijsr.net", "words": [ { "text": "www.ijsr.net", "bounding_box": { "left": 0.4513218104839325, "top": 0.9610227942466736, "width": 0.10993301868438721, "height": 0.012398925609886646 }, "confidence": 98.88 } ], "bounding_box": { "left": 0.4513218104839325, "top": 0.9610227942466736, "width": 0.10993301868438721, "height": 0.012398925609886646 }, "confidence": 98.88 }, { "text": "158", "words": [ { "text": "158", "bounding_box": { "left": 0.8567489385604858, "top": 0.9581685066223145, "width": 0.02231697179377079, "height": 0.00812011118978262 }, "confidence": 94.95 } ], "bounding_box": { "left": 0.8567489385604858, "top": 0.9581685066223145, "width": 0.02231697179377079, "height": 0.00812011118978262 }, "confidence": 94.95 } ] } ], "number_of_pages": 4 } } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/BadRequest" } } }, "description": "" }, "500": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "403": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "404": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/ocr/ocr_tables_async/": { "get": { "operationId": "ocr_ocr_tables_async_retrieve", "description": "Get a list of all jobs launched for this feature. You'll then be able to use the ID of each one to get its status and results.
\n Please note that a **job status doesn't get updated until a get request** is sent.", "summary": "OCR Tables List Job", "tags": [ "Ocr Tables Async" ], "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ListAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "jobs": [ { "providers": "['microsoft', 'google', 'amazon']", "nb": 3, "nb_ok": 3, "public_id": "3344c163-f4cd-4655-a390-fb8172af34a6", "state": "finished", "created_at": "2026-09-06T03:58:31.619077" }, { "providers": "['microsoft', 'google', 'amazon']", "nb": 3, "nb_ok": 3, "public_id": "4e250341-57de-4074-8a1b-455c83d6f6d9", "state": "finished", "created_at": "2026-09-06T02:58:31.619087" }, { "providers": "['microsoft', 'google', 'amazon']", "nb": 3, "nb_ok": 3, "public_id": "fef4726f-2b89-4dc9-9c4c-fd001bde5e5f", "state": "finished", "created_at": "2026-09-06T01:58:31.619091" } ] }, "summary": "Response Example" } } } }, "description": "" } } }, "post": { "operationId": "ocr_ocr_tables_async_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**amazon**|`boto3 (v1.15.18)`|15.0 (per 1000 page)|1 page\n|**google**|`DocumentAI v1 beta3`|65.0 (per 1000 page)|1 page\n|**microsoft**|`rest API 4.0 (2024-02-29-preview)`|10.0 (per 1000 page)|1 page\n\n\n
\n\n
Supported Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**Afrikaans**|`af`|\n|**Albanian**|`sq`|\n|**Angika**|`anp`|\n|**Arabic**|`ar`|\n|**Asturian**|`ast`|\n|**Awadhi**|`awa`|\n|**Azerbaijani**|`az`|\n|**Bagheli**|`bfy`|\n|**Basque**|`eu`|\n|**Belarusian**|`be`|\n|**Bhojpuri**|`bho`|\n|**Bislama**|`bi`|\n|**Bodo (India)**|`brx`|\n|**Bosnian**|`bs`|\n|**Braj**|`bra`|\n|**Breton**|`br`|\n|**Bulgarian**|`bg`|\n|**Bundeli**|`bns`|\n|**Buriat**|`bua`|\n|**Camling**|`rab`|\n|**Catalan**|`ca`|\n|**Cebuano**|`ceb`|\n|**Chamorro**|`ch`|\n|**Chhattisgarhi**|`hne`|\n|**Chinese**|`zh`|\n|**Cornish**|`kw`|\n|**Corsican**|`co`|\n|**Crimean Tatar**|`crh`|\n|**Croatian**|`hr`|\n|**Czech**|`cs`|\n|**Danish**|`da`|\n|**Dari**|`prs`|\n|**Dhimal**|`dhi`|\n|**Dogri (macrolanguage)**|`doi`|\n|**Dutch**|`nl`|\n|**English**|`en`|\n|**Erzya**|`myv`|\n|**Estonian**|`et`|\n|**Faroese**|`fo`|\n|**Fijian**|`fj`|\n|**Filipino**|`fil`|\n|**Finnish**|`fi`|\n|**French**|`fr`|\n|**Friulian**|`fur`|\n|**Gagauz**|`gag`|\n|**Galician**|`gl`|\n|**German**|`de`|\n|**Gilbertese**|`gil`|\n|**Gondi**|`gon`|\n|**Gurung**|`gvr`|\n|**Haitian**|`ht`|\n|**Halbi**|`hlb`|\n|**Hani**|`hni`|\n|**Haryanvi**|`bgc`|\n|**Hawaiian**|`haw`|\n|**Hindi**|`hi`|\n|**Hmong Daw**|`mww`|\n|**Ho**|`hoc`|\n|**Hungarian**|`hu`|\n|**Icelandic**|`is`|\n|**Inari Sami**|`smn`|\n|**Indonesian**|`id`|\n|**Interlingua (International Auxiliary Language Association)**|`ia`|\n|**Inuktitut**|`iu`|\n|**Irish**|`ga`|\n|**Italian**|`it`|\n|**Japanese**|`ja`|\n|**Jaunsari**|`jns`|\n|**Javanese**|`jv`|\n|**K'iche'**|`quc`|\n|**Kabuverdianu**|`kea`|\n|**Kachin**|`kac`|\n|**Kalaallisut**|`kl`|\n|**Kangri**|`xnr`|\n|**Kara-Kalpak**|`kaa`|\n|**Karachay-Balkar**|`krc`|\n|**Kashubian**|`csb`|\n|**Kazakh**|`kk`|\n|**Khaling**|`klr`|\n|**Khasi**|`kha`|\n|**Kirghiz**|`ky`|\n|**Korean**|`ko`|\n|**Korku**|`kfq`|\n|**Koryak**|`kpy`|\n|**Kosraean**|`kos`|\n|**Kumarbhag Paharia**|`kmj`|\n|**Kumyk**|`kum`|\n|**Kurdish**|`ku`|\n|**Kurukh**|`kru`|\n|**Kölsch**|`ksh`|\n|**Lakota**|`lkt`|\n|**Latin**|`la`|\n|**Latvian**|`lv`|\n|**Lithuanian**|`lt`|\n|**Lower Sorbian**|`dsb`|\n|**Lule Sami**|`smj`|\n|**Luxembourgish**|`lb`|\n|**Mahasu Pahari**|`bfz`|\n|**Malay (macrolanguage)**|`ms`|\n|**Maltese**|`mt`|\n|**Manx**|`gv`|\n|**Maori**|`mi`|\n|**Marathi**|`mr`|\n|**Mongolian**|`mn`|\n|**Montenegrin**|`cnr`|\n|**Neapolitan**|`nap`|\n|**Nepali (macrolanguage)**|`ne`|\n|**Niuean**|`niu`|\n|**Nogai**|`nog`|\n|**Northern Sami**|`se`|\n|**Norwegian**|`no`|\n|**Occitan (post 1500)**|`oc`|\n|**Ossetian**|`os`|\n|**Panjabi**|`pa`|\n|**Persian**|`fa`|\n|**Polish**|`pl`|\n|**Portuguese**|`pt`|\n|**Pushto**|`ps`|\n|**Romanian**|`ro`|\n|**Romansh**|`rm`|\n|**Russian**|`ru`|\n|**Sadri**|`sck`|\n|**Samoan**|`sm`|\n|**Sanskrit**|`sa`|\n|**Santali**|`sat`|\n|**Scots**|`sco`|\n|**Scottish Gaelic**|`gd`|\n|**Serbian**|`sr`|\n|**Sherpa**|`xsr`|\n|**Sirmauri**|`srx`|\n|**Skolt Sami**|`sms`|\n|**Slovak**|`sk`|\n|**Slovenian**|`sl`|\n|**Somali**|`so`|\n|**Southern Sami**|`sma`|\n|**Spanish**|`es`|\n|**Swahili (macrolanguage)**|`sw`|\n|**Swedish**|`sv`|\n|**Tagalog**|`tl`|\n|**Tajik**|`tg`|\n|**Tatar**|`tt`|\n|**Tetum**|`tet`|\n|**Thangmi**|`thf`|\n|**Tonga (Tonga Islands)**|`to`|\n|**Turkish**|`tr`|\n|**Turkmen**|`tk`|\n|**Tuvinian**|`tyv`|\n|**Uighur**|`ug`|\n|**Upper Sorbian**|`hsb`|\n|**Urdu**|`ur`|\n|**Uzbek**|`uz`|\n|**Vietnamese**|`vi`|\n|**Volapük**|`vo`|\n|**Walser**|`wae`|\n|**Welsh**|`cy`|\n|**Western Frisian**|`fy`|\n|**Yucateco**|`yua`|\n|**Zhuang**|`za`|\n|**Zulu**|`zu`|\n\n
Supported Detailed Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**Auto detection**|`auto-detect`|\n|**Belarusian**|`be-Cyrl`|\n|**Belarusian (Latin)**|`be-Latn`|\n|**Chinese (Simplified)**|`zh-Hans`|\n|**Chinese (Traditional)**|`zh-Hant`|\n|**Kara-Kalpak (Cyrillic)**|`kaa-Cyrl`|\n|**Kazakh**|`kk-Cyrl`|\n|**Kazakh (Latin)**|`kk-Latn`|\n|**Kurdish (Arabic)**|`ku-Arab`|\n|**Kurdish (Latin)**|`ku-Latn`|\n|**Serbian (Cyrillic)**|`sr-Cyrl`|\n|**Serbian (Cyrillic, Montenegro)**|`sr-Cyrl-ME`|\n|**Serbian (Latin)**|`sr-Latn`|\n|**Serbian (Latin, Montenegro)**|`sr-Latn-ME`|\n|**Uzbek (Arabic)**|`uz-Arab`|\n|**Uzbek (Cyrillic)**|`uz-cyrl`|\n\n
", "summary": "OCR Tables Launch Job", "tags": [ "Ocr Tables Async" ], "requestBody": { "content": { "multipart/form-data": { "schema": { "$ref": "#/components/schemas/OcrTablesAsyncRequest" }, "examples": { "RequestExample": { "value": { "providers": "microsoft,google,amazon", "file": "/edenai/edenai/features/ocr/samples/data/tables.png", "language": "en" }, "summary": "Request Example" } } }, "application/json": { "schema": { "$ref": "#/components/schemas/OcrTablesAsyncRequest" }, "examples": { "RequestExample": { "value": { "providers": "microsoft,google,amazon", "language": "en", "file_url": "http://edenai-resource-example.png" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/LaunchAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "public_id": "5d6fdd83-9465-46b9-a346-a586357de57c" }, "summary": "Response Example" } } } }, "description": "" } } }, "delete": { "operationId": "ocr_ocr_tables_async_destroy", "description": "Generic class to handle method GET all async job for user\n\nAttributes:\n feature (str): EdenAI feature\n subfeature (str): EdenAI subfeature", "summary": "OCR Tables delete Jobs", "tags": [ "Ocr Tables Async" ], "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "204": { "description": "No response body" } } } }, "/ocr/ocr_tables_async/{public_id}/": { "get": { "operationId": "ocr_ocr_tables_async_retrieve_2", "description": "Get the status and results of an async job given its ID.", "summary": "OCR Tables Get Job Results", "parameters": [ { "in": "path", "name": "public_id", "schema": { "type": "string" }, "required": true }, { "in": "query", "name": "response_as_dict", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_base_64", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_original_response", "schema": { "type": "boolean", "default": false } } ], "tags": [ "Ocr Tables Async" ], "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/asyncocrocr_tables_asyncResponseModel" }, "examples": { "ResponseExample": { "value": { "public_id": "4d83b337-4516-42fb-9f00-af6cca105b6f", "status": "finished", "error": null, "results": { "microsoft": { "error": null, "id": "bf245f4c-f484-4482-a1e8-879b8dc85a37", "final_status": "finished", "pages": [ { "tables": [ { "rows": [ { "cells": [ { "text": "Station", "row_index": 0, "col_index": 0, "row_span": 2, "col_span": 1, "confidence": 0.994, "bounding_box": { "left": 0.0, "top": 0.0, "width": 0.17246376811594202, "height": 0.12698412698412698 }, "is_header": true }, { "text": "Latitude", "row_index": 0, "col_index": 1, "row_span": 2, "col_span": 1, "confidence": 0.993, "bounding_box": { "left": 0.0, "top": 0.2698412698412698, "width": 0.17391304347826086, "height": 0.12698412698412698 }, "is_header": true }, { "text": "Longitude", "row_index": 0, "col_index": 2, "row_span": 2, "col_span": 1, "confidence": 0.993, "bounding_box": { "left": 0.0, "top": 0.5419501133786848, "width": 0.2, "height": 0.12698412698412698 }, "is_header": true }, { "text": "Year", "row_index": 0, "col_index": 3, "row_span": 1, "col_span": 4, "confidence": 0.988, "bounding_box": { "left": 0.0, "top": 0.854875283446712, "width": 0.45362318840579713, "height": 0.049886621315192746 }, "is_header": true } ] }, { "cells": [ { "text": "1993", "row_index": 1, "col_index": 3, "row_span": 1, "col_span": 1, "confidence": 0.988, "bounding_box": { "left": 0.03188405797101449, "top": 0.854875283446712, "width": 0.12608695652173912, "height": 0.07709750566893424 }, "is_header": true }, { "text": "1994", "row_index": 1, "col_index": 4, "row_span": 1, "col_span": 1, "confidence": 0.992, "bounding_box": { "left": 0.03188405797101449, "top": 1.0521541950113378, "width": 0.1246376811594203, "height": 0.07709750566893424 }, "is_header": true }, { "text": "2012", "row_index": 1, "col_index": 5, "row_span": 1, "col_span": 1, "confidence": 0.957, "bounding_box": { "left": 0.03188405797101449, "top": 1.2471655328798186, "width": 0.11014492753623188, "height": 0.07709750566893424 }, "is_header": true }, { "text": "2013", "row_index": 1, "col_index": 6, "row_span": 1, "col_span": 1, "confidence": 0.988, "bounding_box": { "left": 0.03188405797101449, "top": 1.4195011337868482, "width": 0.0927536231884058, "height": 0.07709750566893424 }, "is_header": true } ] }, { "cells": [ { "text": "Kishngarh", "row_index": 2, "col_index": 0, "row_span": 1, "col_span": 1, "confidence": 0.995, "bounding_box": { "left": 0.08115942028985507, "top": 0.0, "width": 0.17246376811594202, "height": 0.10657596371882086 }, "is_header": false }, { "text": "27.82", "row_index": 2, "col_index": 1, "row_span": 1, "col_span": 1, "confidence": 0.994, "bounding_box": { "left": 0.08115942028985507, "top": 0.2698412698412698, "width": 0.17391304347826086, "height": 0.10657596371882086 }, "is_header": false }, { "text": "76.72", "row_index": 2, "col_index": 2, "row_span": 1, "col_span": 1, "confidence": 0.997, "bounding_box": { "left": 0.08115942028985507, "top": 0.5419501133786848, "width": 0.2, "height": 0.10657596371882086 }, "is_header": false }, { "text": "563.5", "row_index": 2, "col_index": 3, "row_span": 1, "col_span": 1, "confidence": 0.991, "bounding_box": { "left": 0.08115942028985507, "top": 0.854875283446712, "width": 0.12608695652173912, "height": 0.10430839002267574 }, "is_header": false }, { "text": "563.5", "row_index": 2, "col_index": 4, "row_span": 1, "col_span": 1, "confidence": 0.994, "bounding_box": { "left": 0.08115942028985507, "top": 1.0521541950113378, "width": 0.1246376811594203, "height": 0.10430839002267574 }, "is_header": false }, { "text": "490", "row_index": 2, "col_index": 5, "row_span": 1, "col_span": 1, "confidence": 0.998, "bounding_box": { "left": 0.08115942028985507, "top": 1.2471655328798186, "width": 0.11014492753623188, "height": 0.10430839002267574 }, "is_header": false }, { "text": "804", "row_index": 2, "col_index": 6, "row_span": 1, "col_span": 1, "confidence": 0.997, "bounding_box": { "left": 0.08115942028985507, "top": 1.4195011337868482, "width": 0.0927536231884058, "height": 0.10430839002267574 }, "is_header": false } ] }, { "cells": [ { "text": "Bansur", "row_index": 3, "col_index": 0, "row_span": 1, "col_span": 1, "confidence": 0.995, "bounding_box": { "left": 0.1492753623188406, "top": 0.0, "width": 0.17246376811594202, "height": 0.10430839002267574 }, "is_header": false }, { "text": "27.70", "row_index": 3, "col_index": 1, "row_span": 1, "col_span": 1, "confidence": 0.994, "bounding_box": { "left": 0.1492753623188406, "top": 0.2698412698412698, "width": 0.17391304347826086, "height": 0.10430839002267574 }, "is_header": false }, { "text": "76.35", "row_index": 3, "col_index": 2, "row_span": 1, "col_span": 1, "confidence": 0.997, "bounding_box": { "left": 0.1492753623188406, "top": 0.5419501133786848, "width": 0.2, "height": 0.10657596371882086 }, "is_header": false }, { "text": "780.7", "row_index": 3, "col_index": 3, "row_span": 1, "col_span": 1, "confidence": 0.997, "bounding_box": { "left": 0.14782608695652175, "top": 0.854875283446712, "width": 0.12608695652173912, "height": 0.10657596371882086 }, "is_header": false }, { "text": "580", "row_index": 3, "col_index": 4, "row_span": 1, "col_span": 1, "confidence": 0.998, "bounding_box": { "left": 0.14782608695652175, "top": 1.0521541950113378, "width": 0.1246376811594203, "height": 0.10430839002267574 }, "is_header": false }, { "text": "776", "row_index": 3, "col_index": 5, "row_span": 1, "col_span": 1, "confidence": 0.998, "bounding_box": { "left": 0.14782608695652175, "top": 1.2471655328798186, "width": 0.11014492753623188, "height": 0.10430839002267574 }, "is_header": false }, { "text": 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0.1050005704164505 }, "is_header": false }, { "text": "746", "row_index": 7, "col_index": 7, "row_span": 1, "col_span": 1, "confidence": 0.90771484375, "bounding_box": { "left": 0.9100342988967896, "top": 0.5508532524108887, "width": 0.0899604931473732, "height": 0.10496602952480316 }, "is_header": false } ] }, { "cells": [ { "text": "Neemrana", "row_index": 1, "col_index": 8, "row_span": 1, "col_span": 1, "confidence": 0.89697265625, "bounding_box": { "left": 0.0, "top": 0.6538480520248413, "width": 0.17376460134983063, "height": 0.10736922919750214 }, "is_header": false }, { "text": "28.00", "row_index": 2, "col_index": 8, "row_span": 1, "col_span": 1, "confidence": 0.8857421875, "bounding_box": { "left": 0.17371639609336853, "top": 0.6541905999183655, "width": 0.1742444634437561, "height": 0.10738392174243927 }, "is_header": false }, { "text": "76.38", "row_index": 3, "col_index": 8, "row_span": 1, "col_span": 1, "confidence": 0.90576171875, "bounding_box": { "left": 0.3479277491569519, "top": 0.6545339822769165, "width": 0.1989620327949524, "height": 0.10744845122098923 }, "is_header": false }, { "text": "1008", "row_index": 4, "col_index": 8, "row_span": 1, "col_span": 1, "confidence": 0.89501953125, "bounding_box": { "left": 0.5468738675117493, "top": 0.6549261212348938, "width": 0.12637338042259216, "height": 0.10731541365385056 }, "is_header": false }, { "text": "795", "row_index": 5, "col_index": 8, "row_span": 1, "col_span": 1, "confidence": 0.88623046875, "bounding_box": { "left": 0.6732423305511475, "top": 0.6551752090454102, "width": 0.12493913620710373, "height": 0.10732249915599823 }, "is_header": false }, { "text": "566", "row_index": 6, "col_index": 8, "row_span": 1, "col_span": 1, "confidence": 0.88818359375, "bounding_box": { "left": 0.798175573348999, "top": 0.6554214358329773, "width": 0.11188959330320358, "height": 0.10730563849210739 }, "is_header": false }, { "text": "456", "row_index": 7, "col_index": 8, "row_span": 1, "col_span": 1, "confidence": 0.8994140625, "bounding_box": { "left": 0.910049557685852, "top": 0.6556419730186462, "width": 0.08995042741298676, "height": 0.1072695404291153 }, "is_header": false } ] }, { "cells": [ { "text": "Mundawar", "row_index": 1, "col_index": 9, "row_span": 1, "col_span": 1, "confidence": 0.92138671875, "bounding_box": { "left": 0.0, "top": 0.7608609795570374, "width": 0.17371639609336853, "height": 0.10492730140686035 }, "is_header": false }, { "text": "27.87", "row_index": 2, "col_index": 9, "row_span": 1, "col_span": 1, "confidence": 0.90966796875, "bounding_box": { "left": 0.17366927862167358, "top": 0.7612172961235046, "width": 0.17425845563411713, "height": 0.1049417108297348 }, "is_header": false }, { "text": "76.55", "row_index": 3, "col_index": 9, "row_span": 1, "col_span": 1, "confidence": 0.93017578125, "bounding_box": { "left": 0.34789538383483887, "top": 0.7615745067596436, "width": 0.1989785134792328, "height": 0.1050078421831131 }, "is_header": false }, { "text": "1010", "row_index": 4, "col_index": 9, "row_span": 1, "col_span": 1, "confidence": 0.9189453125, "bounding_box": { "left": 0.5468583703041077, "top": 0.7619824409484863, "width": 0.126383975148201, "height": 0.1048688217997551 }, "is_header": false }, { "text": "931", "row_index": 5, "col_index": 9, "row_span": 1, "col_span": 1, "confidence": 0.91015625, "bounding_box": { "left": 0.6732375025749207, "top": 0.762241542339325, "width": 0.12494972348213196, "height": 0.10487557202577591 }, "is_header": false }, { "text": "483", "row_index": 6, "col_index": 9, "row_span": 1, "col_span": 1, "confidence": 0.912109375, "bounding_box": { "left": 0.7981814742088318, "top": 0.7624977231025696, "width": 0.11189893633127213, "height": 0.10485747456550598 }, "is_header": false }, { "text": "775", "row_index": 7, "col_index": 9, "row_span": 1, "col_span": 1, "confidence": 0.923828125, "bounding_box": { "left": 0.9100651741027832, "top": 0.7627270817756653, "width": 0.0899348258972168, "height": 0.10481947660446167 }, "is_header": false } ] } ], "num_rows": 9, "num_cols": 7 } ] } ], "num_pages": 1 } } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/BadRequest" } } }, "description": "" }, "500": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "403": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "404": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/ocr/resume_parser/": { "post": { "operationId": "ocr_resume_parser_create", "description": "
Available Providers\n\n\n\n|Provider|Model|Version|Price|Billing unit|\n|----|----|-------|-----|------------|\n|**affinda**|-|`v3`|0.07 (per 1 file)|1 file\n|**klippa**|-|`v1`|0.1 (per 1 file)|1 file\n|**senseloaf**|-|`v3`|0.045 (per 1 file)|1 file\n|**extracta**|-|`v1`|0.1 (per 1 page)|1 page\n|**openai**|-|`v1.0`|0.04 (per 1 page)|1 page\n|**openai**|**gpt-4o**|`v1.0`|0.04 (per 1 page)|1 page\n\n\n
\n\n
Supported Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**Afrikaans**|`af`|\n|**Albanian**|`sq`|\n|**Amharic**|`am`|\n|**Arabic**|`ar`|\n|**Armenian**|`hy`|\n|**Azerbaijani**|`az`|\n|**Basque**|`eu`|\n|**Belarusian**|`be`|\n|**Bengali**|`bn`|\n|**Bosnian**|`bs`|\n|**Bulgarian**|`bg`|\n|**Burmese**|`my`|\n|**Catalan**|`ca`|\n|**Cebuano**|`ceb`|\n|**Chinese**|`zh`|\n|**Corsican**|`co`|\n|**Croatian**|`hr`|\n|**Czech**|`cs`|\n|**Danish**|`da`|\n|**Dutch**|`nl`|\n|**English**|`en`|\n|**Esperanto**|`eo`|\n|**Estonian**|`et`|\n|**Finnish**|`fi`|\n|**French**|`fr`|\n|**Galician**|`gl`|\n|**Georgian**|`ka`|\n|**German**|`de`|\n|**Gujarati**|`gu`|\n|**Haitian**|`ht`|\n|**Hausa**|`ha`|\n|**Hawaiian**|`haw`|\n|**Hebrew**|`he`|\n|**Hindi**|`hi`|\n|**Hmong**|`hmn`|\n|**Hungarian**|`hu`|\n|**Icelandic**|`is`|\n|**Igbo**|`ig`|\n|**Indonesian**|`id`|\n|**Irish**|`ga`|\n|**Italian**|`it`|\n|**Japanese**|`ja`|\n|**Javanese**|`jv`|\n|**Kannada**|`kn`|\n|**Kazakh**|`kk`|\n|**Khmer**|`km`|\n|**Kinyarwanda**|`rw`|\n|**Kirghiz**|`ky`|\n|**Korean**|`ko`|\n|**Kurdish**|`ku`|\n|**Lao**|`lo`|\n|**Latin**|`la`|\n|**Latvian**|`lv`|\n|**Lithuanian**|`lt`|\n|**Luxembourgish**|`lb`|\n|**Macedonian**|`mk`|\n|**Malagasy**|`mg`|\n|**Malay (macrolanguage)**|`ms`|\n|**Malayalam**|`ml`|\n|**Maltese**|`mt`|\n|**Maori**|`mi`|\n|**Marathi**|`mr`|\n|**Modern Greek (1453-)**|`el`|\n|**Mongolian**|`mn`|\n|**Nepali (macrolanguage)**|`ne`|\n|**Norwegian**|`no`|\n|**Nyanja**|`ny`|\n|**Oriya (macrolanguage)**|`or`|\n|**Panjabi**|`pa`|\n|**Persian**|`fa`|\n|**Polish**|`pl`|\n|**Portuguese**|`pt`|\n|**Pushto**|`ps`|\n|**Romanian**|`ro`|\n|**Russian**|`ru`|\n|**Samoan**|`sm`|\n|**Scottish Gaelic**|`gd`|\n|**Serbian**|`sr`|\n|**Shona**|`sn`|\n|**Sindhi**|`sd`|\n|**Sinhala**|`si`|\n|**Slovak**|`sk`|\n|**Slovenian**|`sl`|\n|**Somali**|`so`|\n|**Southern Sotho**|`st`|\n|**Spanish**|`es`|\n|**Sundanese**|`su`|\n|**Swahili (macrolanguage)**|`sw`|\n|**Swedish**|`sv`|\n|**Tagalog**|`tl`|\n|**Tajik**|`tg`|\n|**Tamil**|`ta`|\n|**Tatar**|`tt`|\n|**Telugu**|`te`|\n|**Thai**|`th`|\n|**Turkish**|`tr`|\n|**Turkmen**|`tk`|\n|**Uighur**|`ug`|\n|**Ukrainian**|`uk`|\n|**Urdu**|`ur`|\n|**Uzbek**|`uz`|\n|**Vietnamese**|`vi`|\n|**Welsh**|`cy`|\n|**Western Frisian**|`fy`|\n|**Xhosa**|`xh`|\n|**Yiddish**|`yi`|\n|**Yoruba**|`yo`|\n|**Zulu**|`zu`|\n\n
Supported Detailed Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**Auto detection**|`auto-detect`|\n|**Chinese (China)**|`zh-CN`|\n|**Chinese (China)**|`zh-cn`|\n|**Chinese (Taiwan)**|`zh-TW`|\n|**Chinese (Taiwan)**|`zh-tw`|\n\n

Supported Models

\n\n
Default Models\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**openai**|`gpt-4o`|\n\n
", "summary": "Resume Parser", "tags": [ "Resume Parser" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocrresume_parserResumeParserRequest" }, "examples": { "RequestExample": { "value": { "providers": "senseloaf,openai,affinda,extracta,klippa", "file_url": "http://edenai-resource-example.pdf" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/ocrresume_parserResumeParserRequest" }, "examples": { "RequestExample": { "value": { "providers": "senseloaf,openai,affinda,extracta,klippa", "file": "/edenai/edenai/features/ocr/samples/data/resume.pdf" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ocrresume_parserResponseModel" }, "examples": { "ResponseExample": { "value": { "senseloaf": { "extracted_data": { "personal_infos": { "name": { "first_name": "John", "last_name": "Smith", "raw_name": "John W. Smith", "middle": "W.", "title": "", "prefix": null, "sufix": null }, "address": { "formatted_location": "2002 Front Range Way Fort Collins CO 80525", "postal_code": "80525", "region": "CO", "country": "", "country_code": "", "raw_input_location": null, "street": "2002 Front Range Way", "street_number": null, "appartment_number": null, "city": "Fort Collins" }, "self_summary": "Career Summary Four years experience in early childhood development with a diverse background in the care of special needs children and adults . Adult Care Experience • Determined work placement for 150 special needs adult clients . Maintained client databases and records . Coordinated client contact with local health care professionals on a monthly basis . Managed 25 volunteer workers .", "objective": "", "date_of_birth": null, "place_of_birth": null, "phones": [], "mails": [ "jwsmith@colostate.edu" ], "urls": [], "fax": [], "current_profession": "Counseling Supervisor", "gender": null, "nationality": null, "martial_status": null, "current_salary": null, "availability": null }, "education": { "total_years_education": null, "entries": [ { "title": "BS", "start_date": null, "end_date": "01-11-1999", "location": { "formatted_location": "Little Rock Little Rock AR", "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "establishment": "University of Arkansas", "description": null, "gpa": "4.03.83.5", "accreditation": "Early Childhood Development" } ] }, "work_experience": { "total_years_experience": "6.0", "entries": [ { "title": "Counseling Supervisor", "start_date": "01-11-1999", "end_date": "01-11-2002", "company": "The Wesley Center", "location": { "formatted_location": "Little Rock , Arkansas", "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "description": "", "industry": null, "type": null }, { "title": "Client Specialist", "start_date": "01-11-1997", "end_date": "01-11-1999", "company": "Rainbow Special Care Center", "location": { "formatted_location": "Little Rock , Arkansas", "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "description": "", "industry": null, "type": null }, { "title": "Teacher s Assistant", "start_date": "01-11-1996", "end_date": "01-11-1997", "company": "Cowell Elementary", "location": { "formatted_location": "Conway , Arkansas", "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "description": "", "industry": null, "type": null } ] }, "languages": [], "skills": [ { "name": "Developmental Psychology", "type": "Hard Skills" }, { "name": "Special Needs Children", "type": "Hard Skills" }, { "name": "Data Base User Interface And Query Software", "type": "Hard Skills" }, { "name": "Compliance Software", "type": "Hard Skills" }, { "name": "Planning", "type": "Soft Skills" }, { "name": "Research", "type": "Soft Skills" }, { "name": "Finance", "type": "Hard Skills" }, { "name": "Management", "type": "Soft Skills" } ], "certifications": [], "courses": [], "publications": [], "interests": [] }, "cost": 0.0 }, "openai": { "extracted_data": { "personal_infos": { "name": { "first_name": "Amit", "last_name": "Verma", "raw_name": "Amit K. Verma", "middle": "K.", "title": null, "prefix": null, "sufix": null }, "address": { "formatted_location": "123 Business Rd, Mumbai, MH 400001, India", "postal_code": "400001", "region": "Maharashtra", "country": "India", "country_code": "IN", "raw_input_location": null, "street": "Business Road", "street_number": "123", "appartment_number": null, "city": "Mumbai" }, "self_summary": "Dynamic marketing professional with a robust background in digital marketing, SEO, and branding strategies. Over 8 years of experience in driving growth and managing online presence for top-tier companies.", "objective": "Seeking a senior role in digital marketing to leverage my skills in a growth-focused environment.", "date_of_birth": null, "place_of_birth": null, "phones": [ "+91-9876543210" ], "mails": [ "amit.verma@mail.com" ], "urls": [ "https://www.linkedin.com/in/amitverma" ], "fax": [], "current_profession": "Digital Marketing Expert", "gender": null, "nationality": null, "martial_status": null, "current_salary": "INR 12,00,000 per annum", "availability": "Immediate" }, "education": { "total_years_education": null, "entries": [ { "title": "Master of Business Administration (MBA)", "start_date": "2008-07-01", "end_date": "2010-06-01", "location": { "formatted_location": "Mumbai, MH, India", "postal_code": "400001", "region": "Maharashtra", "country": "India", "country_code": "IN", "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Mumbai" }, "establishment": "University of Mumbai", "description": "Specialized in Marketing", "gpa": null, "accreditation": null }, { "title": "Bachelor of Commerce (BCom)", "start_date": "2005-07-01", "end_date": "2008-06-01", "location": { "formatted_location": "Mumbai, MH, India", "postal_code": "400001", "region": "Maharashtra", "country": "India", "country_code": "IN", "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Mumbai" }, "establishment": "St. Xavier's College", "description": "Majored in Accounting", "gpa": null, "accreditation": null } ] }, "work_experience": { "total_years_experience": "8.0", "entries": [ { "title": "Senior Digital Marketing Manager", "start_date": "2017-07-01", "end_date": "2022-12-01", "company": "Techno Corp", "location": { "formatted_location": "Mumbai, MH, India", "postal_code": "400001", "region": "Maharashtra", "country": "India", "country_code": "IN", "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Mumbai" }, "description": "Led a team of marketers to enhance online presence and drive growth. Managed SEO, PPC campaigns and social media strategies.", "type": "Full time", "industry": "IT & Services" }, { "title": "Digital Marketing Specialist", "start_date": "2013-07-01", "end_date": "2017-06-30", "company": "Creative Solutions", "location": { "formatted_location": "Mumbai, MH, India", "postal_code": "400001", "region": "Maharashtra", "country": "India", "country_code": "IN", "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Mumbai" }, "description": "Implemented SEO and content marketing strategies for clients. Analyzed performance metrics and improved website rankings.", "type": "Full time", "industry": "Marketing & Advertising" } ] }, "languages": [], "skills": [ { "name": "Digital Marketing", "type": "Specialized Skill" }, { "name": "SEO", "type": "Specialized Skill" }, { "name": "Branding", "type": "Specialized Skill" }, { "name": "PPC Campaigns", "type": "Specialized Skill" }, { "name": "Social Media Marketing", "type": "Specialized Skill" }, { "name": "Content Marketing", "type": "Specialized Skill" }, { "name": "Team Leadership", "type": "Common Skill" }, { "name": "Google Analytics", "type": "Specialized Skill" } ], "certifications": [], "courses": [], "publications": [], "interests": [] }, "cost": 0.0 }, "affinda": { "extracted_data": { "personal_infos": { "name": { "first_name": "John", "last_name": "Smith", "raw_name": "John W. Smith", "middle": "W.", "title": null, "prefix": null, "sufix": null }, "address": { "formatted_location": "2716 S College Ave Suite A, Fort Collins, CO 80525, USA", "postal_code": "80525", "region": "Colorado", "country": "United States", "country_code": "US", "raw_input_location": null, "street": "South College Avenue", "street_number": "2716", "appartment_number": "Suite A", "city": "Fort Collins" }, "self_summary": "Four years experience in early childhood development with a diverse background in the care of \nspecial needs children and adults. \n\nAdult Care", "objective": null, "date_of_birth": null, "place_of_birth": null, "phones": [], "mails": [ "jwsmith@colostate.edu" ], "urls": [], "fax": [], "current_profession": null, "gender": null, "nationality": null, "martial_status": null, "current_salary": null, "availability": null }, "education": { "total_years_education": null, "entries": [ { "title": "Bachelor", "start_date": null, "end_date": null, "location": { "formatted_location": "Little Rock, AR, USA", "postal_code": null, "region": "Arkansas", "country": "United States", "country_code": "US", "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Little Rock" }, "establishment": "University of Arkansas at Little", "description": null, "gpa": null, "accreditation": null }, { "title": "Bachelor", "start_date": null, "end_date": "1999-01-01", "location": { "formatted_location": null, "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "establishment": null, "description": null, "gpa": null, "accreditation": "BS" }, { "title": "Bachelor", "start_date": null, "end_date": "1998-01-01", "location": { "formatted_location": null, "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "establishment": null, "description": null, "gpa": "Overall", "accreditation": "BA" } ] }, "work_experience": { "total_years_experience": "6.0", "entries": [ { "title": "Counseling Supervisor", "start_date": "1999-01-01", "end_date": "2002-01-01", "company": "The Wesley Center,", "location": { "formatted_location": "Little Rock, AR, USA", "postal_code": null, "region": "Arkansas", "country": "United States", "country_code": "US", "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Little Rock" }, "description": null, "type": "Full time", "industry": null }, { "title": "Client Specialist", "start_date": "1997-01-01", "end_date": "1999-01-01", "company": "Rainbow Special Care Center,", "location": { "formatted_location": "Little Rock, AR, USA", "postal_code": null, "region": "Arkansas", "country": "United States", "country_code": "US", "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Little Rock" }, "description": null, "type": "Full time", "industry": null }, { "title": "Teacher's Assistant", "start_date": "1996-01-01", "end_date": "1997-01-01", "company": "Cowell Elementary,", "location": { "formatted_location": "Conway, AR, USA", "postal_code": null, "region": "Arkansas", "country": "United States", "country_code": "US", "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Conway" }, "description": null, "type": "Full time", "industry": null } ] }, "languages": [], "skills": [ { "name": "Planning", "type": "Common Skill" }, { "name": "Patient Financial Assistance", "type": "Specialized Skill" }, { "name": "Educational Technologies", "type": "Specialized Skill" }, { "name": "Consulting", "type": "Common Skill" }, { "name": "Compliance Management", "type": "Specialized Skill" }, { "name": "Early Childhood Education", "type": "Specialized Skill" }, { "name": "Primary Education", "type": "Specialized Skill" }, { "name": "Early Childhood Education", "type": "Specialized Skill" }, { "name": "Early Childhood Education", "type": "Specialized Skill" }, { "name": "Childcare Fundamentals", "type": "Specialized Skill" } ], "certifications": [ { "name": "Dean's List, Chancellor's List", "type": null } ], "courses": [], "publications": [], "interests": [] }, "cost": 0.0 }, "extracta": { "extracted_data": { "personal_infos": { "name": { "first_name": "John", "last_name": "Smith", "raw_name": "John W. Smith", "middle": null, "title": null, "prefix": null, "sufix": null }, "address": { "formatted_location": "2002 Front Range Way Fort Collins, CO 80525", "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "self_summary": "Four years experience in early childhood development with a diverse background in the care of special needs children and adults.", "objective": null, "date_of_birth": null, "place_of_birth": null, "phones": [], "mails": [ "jwsmith@colostate.edu" ], "urls": [], "fax": [], "current_profession": null, "gender": null, "nationality": null, "martial_status": null, "current_salary": null, "availability": null }, "education": { "total_years_education": null, "entries": [ { "title": "BS in Early Childhood Development", "start_date": "1999-01-01", "end_date": "1999-01-01", "location": { "formatted_location": "Little Rock, AR", "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "establishment": "University of Arkansas at Little Rock", "description": "", "gpa": "3.8", "accreditation": "" }, { "title": "BA in Elementary Education", "start_date": "1998-01-01", "end_date": "1998-01-01", "location": { "formatted_location": "Little Rock, AR", "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "establishment": "University of Arkansas at Little Rock", "description": "", "gpa": "3.5", "accreditation": "" } ] }, "work_experience": { "total_years_experience": null, "entries": [ { "title": "Counseling Supervisor", "start_date": "1999-01-01", "end_date": "2002-01-01", "company": "The Wesley Center", "location": { "formatted_location": "Little Rock, Arkansas", "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "description": "Client Specialist, Rainbow Special Care Center, Little Rock, Arkansas", "type": null, "industry": "Early Childhood Development" }, { "title": "Client Specialist", "start_date": "1996-01-01", "end_date": "1997-01-01", "company": "Rainbow Special Care Center", "location": { "formatted_location": "Little Rock, Arkansas", "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "description": "", "type": null, "industry": "Early Childhood Development" }, { "title": "Teacher's Assistant", "start_date": "1997-01-01", "end_date": "1999-01-01", "company": "Cowell Elementary", "location": { "formatted_location": "Conway, Arkansas", "postal_code": null, "region": null, "country": null, "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": null }, "description": "", "type": null, "industry": "Early Childhood Development" } ] }, "languages": [], "skills": [], "certifications": [], "courses": [], "publications": [], "interests": [] }, "cost": 0.0 }, "klippa": { "extracted_data": { "personal_infos": { "name": { "first_name": null, "last_name": null, "raw_name": "John W. Smith", "middle": null, "title": null, "prefix": null, "sufix": null }, "address": { "formatted_location": null, "postal_code": null, "region": null, "country": "CO", "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Fort Collins" }, "self_summary": null, "objective": null, "date_of_birth": null, "place_of_birth": null, "phones": [], "mails": [ "jwsmith@colostate.edu" ], "urls": [], "fax": [], "current_profession": null, "gender": null, "nationality": null, "martial_status": null, "current_salary": null, "availability": null }, "education": { "total_years_education": null, "entries": [ { "title": "BS in Early Childhood Development", "start_date": "1998-01-01", "end_date": "1999-12-31", "location": { "formatted_location": null, "postal_code": null, "region": null, "country": "AR", "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Little Rock" }, "establishment": "University of Arkansas at Little Rock", "description": "BS in Early Childhood Development", "gpa": null, "accreditation": null }, { "title": "BA in Elementary Education", "start_date": "1997-01-01", "end_date": "1998-12-31", "location": { "formatted_location": null, "postal_code": null, "region": null, "country": "AR", "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Little Rock" }, "establishment": "University of Arkansas at Little Rock", "description": "BA in Elementary Education", "gpa": null, "accreditation": null } ] }, "work_experience": { "total_years_experience": null, "entries": [ { "title": "Counseling Supervisor", "start_date": "1999-01-01", "end_date": "2002-12-31", "company": "The Wesley Center", "location": { "formatted_location": null, "postal_code": null, "region": null, "country": "AR", "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Little Rock" }, "description": null, "type": null, "industry": null }, { "title": "Client Specialist", "start_date": "1997-01-01", "end_date": "1999-12-31", "company": "Rainbow Special Care Center", "location": { "formatted_location": null, "postal_code": null, "region": null, "country": "AR", "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Little Rock" }, "description": null, "type": null, "industry": null }, { "title": "Teacher's Assistant", "start_date": "1996-01-01", "end_date": "1997-12-31", "company": "Cowell Elementary", "location": { "formatted_location": null, "postal_code": null, "region": null, "country": "AR", "country_code": null, "raw_input_location": null, "street": null, "street_number": null, "appartment_number": null, "city": "Conway" }, "description": null, "type": null, "industry": null } ] }, "languages": [], "skills": [], "certifications": [], "courses": [], "publications": [], "interests": [] }, "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/BadRequest" } } }, "description": "" }, "500": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "403": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/Error" } } }, "description": "" }, "404": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } } }, "components": { "schemas": { "AnonymizationAsyncRequest": { "type": "object", "properties": { "settings": { "type": "string", "default": {}, "description": "A dictionnary or a json object to specify specific models to use for some providers.
It can be in the following format: {\"google\" : \"google_model\", \"ibm\": \"ibm_model\"...}.\n " }, "providers": { "type": "array", "items": { "type": "string", "minLength": 1 }, "description": "It can be one (ex: **'amazon'** or **'google'**) or multiple provider(s) (ex: **'amazon,microsoft,google'**) that the data will be redirected to in order to get the processed results.
Providers can also be invoked with specific models (ex: providers: **'amazon/model1, amazon/model2, google/model3'**)" }, "fallback_providers": { "type": "array", "items": { "type": "string" }, "default": [], "description": "Providers in this list will be used as fallback if the call to provider in `providers` parameter fails.\n To use this feature, you must input **only one** provider in the `providers` parameter. but you can put up to 5 fallbacks.\n\nThey will be tried in the same order they are input, and it will stop to the first provider who doesn't fail.\n\n\n*Doesn't work with async subfeatures.*\n ", "maxItems": 5 }, "show_original_response": { "type": "boolean", "default": false, "description": "Optional : Shows the original response of the provider.
\n When set to **true**, a new attribute *original_response* will appear in the response object." }, "webhook_receiver": { "type": "string", "format": "uri", "minLength": 1, "description": "Webhook receiver should be a valid https URL (ex : https://your.listner.com/endpoint). After the processing is done, the webhook endpoint will receive a POST request with the result." }, "users_webhook_parameters": { "description": "Json data that contains of additional parameters that will be sent back to the webhook receiver (ex: api key for security or client's data ID to link the result internally). Will only be used when webhook_receiver is set." }, "send_webhook_data": { "type": "boolean", "default": true, "description": "If set to false the webhook will not contain the result data. Use if your webhook receiver has a request size limit." }, "show_base_64": { "type": "boolean", "default": true }, "provider_params": { "type": "string", "description": "\nParameters specific to the provider that you want to send along the request.\n\nit should take a *provider* name as key and an object of parameters as value.\n\nExample:\n\n {\n \"deepgram\": {\n \"filler_words\": true,\n \"smart_format\": true,\n \"callback\": \"https://webhook.site/0000\"\n },\n \"assembly\": {\n \"webhook_url\": \"https://webhook.site/0000\"\n }\n }\n\nPlease refer to the documentation of each provider to see which parameters to send.\n" }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file_password": { "type": "string", "nullable": true, "description": "If your PDF file has a password, you can pass it here!", "maxLength": 200 } }, "required": [ "providers" ] }, "AsyncJobList": { "type": "object", "properties": { "providers": { "type": "string" }, "nb": { "type": "integer" }, "nb_ok": { "type": "integer" }, "public_id": { "type": "string", "format": "uuid" }, "state": { "$ref": "#/components/schemas/StateEnum" }, "created_at": { "type": "string", "format": "date-time" } }, "required": [ "created_at", "nb", "nb_ok", "providers", "public_id", "state" ] }, "AsyncOcrRequest": { "type": "object", "properties": { "settings": { "type": "string", "default": {}, "description": "A dictionnary or a json object to specify specific models to use for some providers.
It can be in the following format: {\"google\" : \"google_model\", \"ibm\": \"ibm_model\"...}.\n " }, "providers": { "type": "array", "items": { "type": "string", "minLength": 1 }, "description": "It can be one (ex: **'amazon'** or **'google'**) or multiple provider(s) (ex: **'amazon,microsoft,google'**) that the data will be redirected to in order to get the processed results.
Providers can also be invoked with specific models (ex: providers: **'amazon/model1, amazon/model2, google/model3'**)" }, "fallback_providers": { "type": "array", "items": { "type": "string" }, "default": [], "description": "Providers in this list will be used as fallback if the call to provider in `providers` parameter fails.\n To use this feature, you must input **only one** provider in the `providers` parameter. but you can put up to 5 fallbacks.\n\nThey will be tried in the same order they are input, and it will stop to the first provider who doesn't fail.\n\n\n*Doesn't work with async subfeatures.*\n ", "maxItems": 5 }, "show_original_response": { "type": "boolean", "default": false, "description": "Optional : Shows the original response of the provider.
\n When set to **true**, a new attribute *original_response* will appear in the response object." }, "webhook_receiver": { "type": "string", "format": "uri", "minLength": 1, "description": "Webhook receiver should be a valid https URL (ex : https://your.listner.com/endpoint). After the processing is done, the webhook endpoint will receive a POST request with the result." }, "users_webhook_parameters": { "description": "Json data that contains of additional parameters that will be sent back to the webhook receiver (ex: api key for security or client's data ID to link the result internally). Will only be used when webhook_receiver is set." }, "send_webhook_data": { "type": "boolean", "default": true, "description": "If set to false the webhook will not contain the result data. Use if your webhook receiver has a request size limit." }, "show_base_64": { "type": "boolean", "default": true }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file_password": { "type": "string", "nullable": true, "description": "If your PDF file has a password, you can pass it here!", "maxLength": 200 } }, "required": [ "providers" ] }, "BadRequest": { "type": "object", "properties": { "error": { "$ref": "#/components/schemas/NestedBadRequest" } }, "required": [ "error" ] }, "BoundingBox": { "description": "Bounding box of a word in the image\n\nAttributes:\n left (float): Left coordinate of the bounding box\n top (float): Top coordinate of the bounding box\n width (float): Width of the bounding box\n height (float): Height of the bounding box\n text (str): Text detected in the bounding box\n\nConstructor:\n from_json (classmethod): Create a new instance of BoundingBox from a JSON object\n from_normalized_vertices (classmethod): Create a new instance of BoundingBox from normalized vertices\n unknown (classmethod): Return a invalid bouding_box with all field filled with `-1`", "properties": { "left": { "description": "Left coordinate of the bounding box", "title": "Left", "type": "integer" }, "top": { "description": "Top coordinate of the bounding box", "title": "Top", "type": "integer" }, "width": { "description": "Width of the bounding box", "title": "Width", "type": "integer" }, "height": { "description": "Height of the bounding box", "title": "Height", "type": "integer" } }, "required": [ "left", "top", "width", "height" ], "title": "BoundingBox", "type": "object" }, "Bounding_box": { "properties": { "text": { "title": "Text", "type": "string" }, "left": { "title": "Left", "type": "integer" }, "top": { "title": "Top", "type": "integer" }, "width": { "title": "Width", "type": "integer" }, "height": { "title": "Height", "type": "integer" } }, "required": [ "text", "left", "top", "width", "height" ], "title": "Bounding_box", "type": "object" }, "BoundixBoxOCRTable": { "properties": { "left": { "title": "Left", "type": "integer" }, "top": { "title": "Top", "type": "integer" }, "width": { "title": "Width", "type": "integer" }, "height": { "title": "Height", "type": "integer" } }, "required": [ "left", "top", "width", "height" ], "title": "BoundixBoxOCRTable", "type": "object" }, "Cell": { "properties": { "text": { "title": "Text", "type": "string" }, "row_index": { "title": "Row Index", "type": "integer" }, "col_index": { "title": "Col Index", "type": "integer" }, "row_span": { "title": "Row Span", "type": "integer" }, "col_span": { "title": "Col Span", "type": "integer" }, "confidence": { "title": "Confidence", "type": "integer" }, "bounding_box": { "$ref": "#/components/schemas/BoundixBoxOCRTable" }, "is_header": { "default": false, "title": "Is Header", "type": "boolean" } }, "required": [ "text", "row_index", "col_index", "row_span", "col_span", "confidence", "bounding_box" ], "title": "Cell", "type": "object" }, "Country": { "properties": { "name": { "title": "Name", "type": "string" }, "alpha2": { "title": "Alpha2", "type": "string" }, "alpha3": { "title": "Alpha3", "type": "string" }, "confidence": { "default": null, "title": "Confidence", "type": "integer" } }, "required": [ "name", "alpha2", "alpha3" ], "title": "Country", "type": "object" }, "CustomDocumentParsingAsyncBoundingBox": { "properties": { "left": { "title": "Left", "type": "integer" }, "top": { "title": "Top", "type": "integer" }, "width": { "title": "Width", "type": "integer" }, "height": { "title": "Height", "type": "integer" } }, "required": [ "left", "top", "width", "height" ], "title": "CustomDocumentParsingAsyncBoundingBox", "type": "object" }, "CustomDocumentParsingAsyncItem": { "properties": { "confidence": { "title": "Confidence", "type": "integer" }, "value": { "title": "Value", "type": "string" }, "query": { "title": "Query", "type": "string" }, "bounding_box": { "$ref": "#/components/schemas/CustomDocumentParsingAsyncBoundingBox" }, "page": { "title": "Page", "type": "integer" } }, "required": [ "confidence", "value", "query", "bounding_box", "page" ], "title": "CustomDocumentParsingAsyncItem", "type": "object" }, "CustomDocumentParsingAsyncRequest": { "type": "object", "properties": { "settings": { "type": "string", "default": {}, "description": "A dictionnary or a json object to specify specific models to use for some providers.
It can be in the following format: {\"google\" : \"google_model\", \"ibm\": \"ibm_model\"...}.\n " }, "providers": { "type": "array", "items": { "type": "string", "minLength": 1 }, "description": "It can be one (ex: **'amazon'** or **'google'**) or multiple provider(s) (ex: **'amazon,microsoft,google'**) that the data will be redirected to in order to get the processed results.
Providers can also be invoked with specific models (ex: providers: **'amazon/model1, amazon/model2, google/model3'**)" }, "fallback_providers": { "type": "array", "items": { "type": "string" }, "default": [], "description": "Providers in this list will be used as fallback if the call to provider in `providers` parameter fails.\n To use this feature, you must input **only one** provider in the `providers` parameter. but you can put up to 5 fallbacks.\n\nThey will be tried in the same order they are input, and it will stop to the first provider who doesn't fail.\n\n\n*Doesn't work with async subfeatures.*\n ", "maxItems": 5 }, "show_original_response": { "type": "boolean", "default": false, "description": "Optional : Shows the original response of the provider.
\n When set to **true**, a new attribute *original_response* will appear in the response object." }, "webhook_receiver": { "type": "string", "format": "uri", "minLength": 1, "description": "Webhook receiver should be a valid https URL (ex : https://your.listner.com/endpoint). After the processing is done, the webhook endpoint will receive a POST request with the result." }, "users_webhook_parameters": { "description": "Json data that contains of additional parameters that will be sent back to the webhook receiver (ex: api key for security or client's data ID to link the result internally). Will only be used when webhook_receiver is set." }, "send_webhook_data": { "type": "boolean", "default": true, "description": "If set to false the webhook will not contain the result data. Use if your webhook receiver has a request size limit." }, "show_base_64": { "type": "boolean", "default": true }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file_password": { "type": "string", "nullable": true, "description": "If your PDF file has a password, you can pass it here!", "maxLength": 200 }, "queries": { "type": "string", "minLength": 1, "description": "Your queries need to be a list of dict containing the questions you want answered and the page to look for the information in : '[{'query':'your query','pages':'your pages'},{'query':'your query','pages':'your pages'}]'" }, "convert_to_pdf": { "type": "boolean", "nullable": true, "default": false, "description": "Boolean value to specify weather to convert the doc/docx files to pdf format to be accepted by a majority of the providers" } }, "required": [ "providers", "queries" ] }, "DocumentTypeEnum": { "enum": [ "auto-detect", "invoice", "receipt" ], "type": "string", "description": "* `auto-detect` - auto-detect\n* `invoice` - invoice\n* `receipt` - receipt" }, "Error": { "type": "object", "properties": { "error": { "$ref": "#/components/schemas/NestedError" } }, "required": [ "error" ] }, "FieldError": { "type": "object", "properties": { "": { "type": "array", "items": { "type": "string" } } }, "required": [ "" ] }, "FinalStatusEnum": { "enum": [ "sucess", "fail" ], "type": "string" }, "FinancialBankInformation": { "properties": { "iban": { "default": null, "description": "International Bank Account Number.", "title": "Iban", "type": "string" }, "swift": { "default": null, "description": "Society for Worldwide Interbank Financial Telecommunication code.", "title": "Swift", "type": "string" }, "bsb": { "default": null, "description": "Bank State Branch code (Australia).", "title": "Bsb", "type": "string" }, "sort_code": { "default": null, "description": "Sort code for UK banks.", "title": "Sort Code", "type": "string" }, "account_number": { "default": null, "description": "Bank account number.", "title": "Account Number", "type": "string" }, "routing_number": { "default": null, "description": "Routing number for banks in the United States.", "title": "Routing Number", "type": "string" }, "bic": { "default": null, "description": "Bank Identifier Code.", "title": "Bic", "type": "string" } }, "title": "FinancialBankInformation", "type": "object" }, "FinancialBarcode": { "properties": { "value": { "title": "Value", "type": "string" }, "type": { "title": "Type", "type": "string" } }, "required": [ "value", "type" ], "title": "FinancialBarcode", "type": "object" }, "FinancialCustomerInformation": { "properties": { "name": { "default": null, "description": "The name of the invoiced customer.", "title": "Name", "type": "string" }, "id_reference": { "default": null, "description": "Unique reference ID for the customer.", "title": "Id Reference", "type": "string" }, "mailling_address": { "default": null, "description": "The mailing address of the customer.", "title": "Mailling Address", "type": "string" }, "billing_address": { "default": null, "description": "The explicit billing address for the customer.", "title": "Billing Address", "type": "string" }, "shipping_address": { "default": null, "description": "The shipping address for the customer.", "title": "Shipping Address", "type": "string" }, "service_address": { "default": null, "description": "The service address associated with the customer.", "title": "Service Address", "type": "string" }, "remittance_address": { "default": null, "description": "The address to which payments should be remitted.", "title": "Remittance Address", "type": "string" }, "email": { "default": null, "description": "The email address of the customer.", "title": "Email", "type": "string" }, "phone": { "default": null, "description": "The phone number associated with the customer.", "title": "Phone", "type": "string" }, "vat_number": { "default": null, "description": "VAT (Value Added Tax) number of the customer.", "title": "Vat Number", "type": "string" }, "abn_number": { "default": null, "description": "ABN (Australian Business Number) of the customer.", "title": "Abn Number", "type": "string" }, "gst_number": { "default": null, "description": "GST (Goods and Services Tax) number of the customer.", "title": "Gst Number", "type": "string" }, "pan_number": { "default": null, "description": "PAN (Permanent Account Number) of the customer.", "title": "Pan Number", "type": "string" }, "business_number": { "default": null, "description": "Business registration number of the customer.", "title": "Business Number", "type": "string" }, "siret_number": { "default": null, "description": "SIRET (Système d'Identification du Répertoire des Entreprises et de leurs Établissements) number of the customer.", "title": "Siret Number", "type": "string" }, "siren_number": { "default": null, "description": "SIREN (Système d'Identification du Répertoire des Entreprises) number of the customer.", "title": "Siren Number", "type": "string" }, "customer_number": { "default": null, "description": "Customer identification number.", "title": "Customer Number", "type": "string" }, "coc_number": { "default": null, "description": "Chamber of Commerce registration number.", "title": "Coc Number", "type": "string" }, "fiscal_number": { "default": null, "description": "Fiscal identification number of the customer.", "title": "Fiscal Number", "type": "string" }, "registration_number": { "default": null, "description": "Official registration number of the customer.", "title": "Registration Number", "type": "string" }, "tax_id": { "default": null, "description": "Tax identification number of the customer.", "title": "Tax Id", "type": "string" }, "website": { "default": null, "description": "The website associated with the customer.", "title": "Website", "type": "string" }, "remit_to_name": { "default": null, "description": "The name associated with the customer's remittance address.", "title": "Remit To Name", "type": "string" }, "city": { "default": null, "description": "The city associated with the customer's address.", "title": "City", "type": "string" }, "country": { "default": null, "description": "The country associated with the customer's address.", "title": "Country", "type": "string" }, "house_number": { "default": null, "description": "The house number associated with the customer's address.", "title": "House Number", "type": "string" }, "province": { "default": null, "description": "The province associated with the customer's address.", "title": "Province", "type": "string" }, "street_name": { "default": null, "description": "The street name associated with the customer's address.", "title": "Street Name", "type": "string" }, "zip_code": { "default": null, "description": "The ZIP code associated with the customer's address.", "title": "Zip Code", "type": "string" }, "municipality": { "default": null, "description": "The municipality associated with the customer's address.", "title": "Municipality", "type": "string" } }, "title": "FinancialCustomerInformation", "type": "object" }, "FinancialDocumentInformation": { "properties": { "invoice_receipt_id": { "default": null, "description": "Identifier for the invoice.", "title": "Invoice Receipt Id", "type": "string" }, "purchase_order": { "default": null, "description": "Purchase order related to the document.", "title": "Purchase Order", "type": "string" }, "invoice_date": { "default": null, "description": "Date of the invoice.", "title": "Invoice Date", "type": "string" }, "time": { "default": null, "description": "Time associated with the document.", "title": "Time", "type": "string" }, "invoice_due_date": { "default": null, "description": "Due date for the invoice.", "title": "Invoice Due Date", "type": "string" }, "service_start_date": { "default": null, "description": "Start date of the service associated with the document.", "title": "Service Start Date", "type": "string" }, "service_end_date": { "default": null, "description": "End date of the service associated with the document.", "title": "Service End Date", "type": "string" }, "reference": { "default": null, "description": "Reference number associated with the document.", "title": "Reference", "type": "string" }, "biller_code": { "default": null, "description": "Biller code associated with the document.", "title": "Biller Code", "type": "string" }, "order_date": { "default": null, "description": "Date of the order associated with the document.", "title": "Order Date", "type": "string" }, "tracking_number": { "default": null, "description": "Tracking number associated with the document.", "title": "Tracking Number", "type": "string" }, "barcodes": { "description": "List of barcodes associated with the document.", "items": { "$ref": "#/components/schemas/FinancialBarcode" }, "title": "Barcodes", "type": "array" } }, "title": "FinancialDocumentInformation", "type": "object" }, "FinancialDocumentMetadata": { "properties": { "document_index": { "default": null, "description": "Index of the detected document.", "title": "Document Index", "type": "integer" }, "document_page_number": { "default": null, "description": "Page number within the document.", "title": "Document Page Number", "type": "integer" }, "document_type": { "default": null, "description": "Type or category of the document.", "title": "Document Type", "type": "string" } }, "title": "FinancialDocumentMetadata", "type": "object" }, "FinancialLineItem": { "properties": { "tax": { "default": null, "description": "Tax amount for the line item.", "title": "Tax", "type": "integer" }, "amount_line": { "default": null, "description": "Total amount for the line item.", "title": "Amount Line", "type": "integer" }, "description": { "default": null, "description": "Description of the line item.", "title": "Description", "type": "string" }, "quantity": { "default": null, "description": "Quantity of units for the line item.", "title": "Quantity", "type": "integer" }, "unit_price": { "default": null, "description": "Unit price for each unit in the line item.", "title": "Unit Price", "type": "integer" }, "unit_type": { "default": null, "description": "Type of unit (e.g., hours, items).", "title": "Unit Type", "type": "string" }, "date": { "default": null, "description": "Date associated with the line item.", "title": "Date", "type": "string" }, "product_code": { "default": null, "description": "Product code or identifier for the line item.", "title": "Product Code", "type": "string" }, "purchase_order": { "default": null, "description": "Purchase order related to the line item.", "title": "Purchase Order", "type": "string" }, "tax_rate": { "default": null, "description": "Tax rate applied to the line item.", "title": "Tax Rate", "type": "integer" }, "base_total": { "default": null, "description": "Base total amount before any discounts or taxes.", "title": "Base Total", "type": "integer" }, "sub_total": { "default": null, "description": "Subtotal amount for the line item.", "title": "Sub Total", "type": "integer" }, "discount_amount": { "default": null, "description": "Amount of discount applied to the line item.", "title": "Discount Amount", "type": "integer" }, "discount_rate": { "default": null, "description": "Rate of discount applied to the line item.", "title": "Discount Rate", "type": "integer" }, "discount_code": { "default": null, "description": "Code associated with any discount applied to the line item.", "title": "Discount Code", "type": "string" }, "order_number": { "default": null, "description": "Order number associated with the line item.", "title": "Order Number", "type": "string" }, "title": { "default": null, "description": "Title or name of the line item.", "title": "Title", "type": "string" } }, "title": "FinancialLineItem", "type": "object" }, "FinancialLocalInformation": { "properties": { "currency": { "default": null, "description": "Currency used in financial transactions.", "title": "Currency", "type": "string" }, "currency_code": { "default": null, "description": "Currency code (e.g., USD, EUR).", "title": "Currency Code", "type": "string" }, "currency_exchange_rate": { "default": null, "description": "Exchange rate for the specified currency.", "title": "Currency Exchange Rate", "type": "string" }, "country": { "default": null, "description": "Country associated with the local financial information.", "title": "Country", "type": "string" }, "language": { "default": null, "description": "Language used in financial transactions.", "title": "Language", "type": "string" } }, "title": "FinancialLocalInformation", "type": "object" }, "FinancialMerchantInformation": { "properties": { "name": { "default": null, "description": "Name of the merchant.", "title": "Name", "type": "string" }, "address": { "default": null, "description": "Address of the merchant.", "title": "Address", "type": "string" }, "phone": { "default": null, "description": "Phone number of the merchant.", "title": "Phone", "type": "string" }, "tax_id": { "default": null, "description": "Tax identification number of the merchant.", "title": "Tax Id", "type": "string" }, "id_reference": { "default": null, "description": "Unique reference ID for the merchant.", "title": "Id Reference", "type": "string" }, "vat_number": { "default": null, "description": "VAT (Value Added Tax) number of the merchant.", "title": "Vat Number", "type": "string" }, "abn_number": { "default": null, "description": "ABN (Australian Business Number) of the merchant.", "title": "Abn Number", "type": "string" }, "gst_number": { "default": null, "description": "GST (Goods and Services Tax) number of the merchant.", "title": "Gst Number", "type": "string" }, "business_number": { "default": null, "description": "Business registration number of the merchant.", "title": "Business Number", "type": "string" }, "siret_number": { "default": null, "description": "SIRET (Système d'Identification du Répertoire des Entreprises et de leurs Établissements) number of the merchant.", "title": "Siret Number", "type": "string" }, "siren_number": { "default": null, "description": "SIREN (Système d'Identification du Répertoire des Entreprises) number of the merchant.", "title": "Siren Number", "type": "string" }, "pan_number": { "default": null, "description": "PAN (Permanent Account Number) of the merchant.", "title": "Pan Number", "type": "string" }, "coc_number": { "default": null, "description": "Chamber of Commerce registration number of the merchant.", "title": "Coc Number", "type": "string" }, "fiscal_number": { "default": null, "description": "Fiscal identification number of the merchant.", "title": "Fiscal Number", "type": "string" }, "email": { "default": null, "description": "Email address of the merchant.", "title": "Email", "type": "string" }, "fax": { "default": null, "description": "Fax number of the merchant.", "title": "Fax", "type": "string" }, "website": { "default": null, "description": "Website of the merchant.", "title": "Website", "type": "string" }, "registration": { "default": null, "description": "Official registration information of the merchant.", "title": "Registration", "type": "string" }, "city": { "default": null, "description": "City associated with the merchant's address.", "title": "City", "type": "string" }, "country": { "default": null, "description": "Country associated with the merchant's address.", "title": "Country", "type": "string" }, "house_number": { "default": null, "description": "House number associated with the merchant's address.", "title": "House Number", "type": "string" }, "province": { "default": null, "description": "Province associated with the merchant's address.", "title": "Province", "type": "string" }, "street_name": { "default": null, "description": "Street name associated with the merchant's address.", "title": "Street Name", "type": "string" }, "zip_code": { "default": null, "description": "ZIP code associated with the merchant's address.", "title": "Zip Code", "type": "string" }, "country_code": { "default": null, "description": "Country code associated with the merchant's location.", "title": "Country Code", "type": "string" } }, "title": "FinancialMerchantInformation", "type": "object" }, "FinancialParserObjectDataClass": { "properties": { "customer_information": { "$ref": "#/components/schemas/FinancialCustomerInformation" }, "merchant_information": { "$ref": "#/components/schemas/FinancialMerchantInformation" }, "payment_information": { "$ref": "#/components/schemas/FinancialPaymentInformation" }, "financial_document_information": { "$ref": "#/components/schemas/FinancialDocumentInformation" }, "local": { "$ref": "#/components/schemas/FinancialLocalInformation" }, "bank": { "$ref": "#/components/schemas/FinancialBankInformation" }, "item_lines": { "description": "List of line items associated with the document.", "items": { "$ref": "#/components/schemas/FinancialLineItem" }, "title": "Item Lines", "type": "array" }, "document_metadata": { "$ref": "#/components/schemas/FinancialDocumentMetadata" } }, "required": [ "customer_information", "merchant_information", "payment_information", "financial_document_information", "local", "bank", "document_metadata" ], "title": "FinancialParserObjectDataClass", "type": "object" }, "FinancialPaymentInformation": { "properties": { "amount_due": { "default": null, "description": "Amount due for payment.", "title": "Amount Due", "type": "integer" }, "amount_tip": { "default": null, "description": "Tip amount in a financial transaction.", "title": "Amount Tip", "type": "integer" }, "amount_shipping": { "default": null, "description": "Shipping cost in a financial transaction.", "title": "Amount Shipping", "type": "integer" }, "amount_change": { "default": null, "description": "Change amount in a financial transaction.", "title": "Amount Change", "type": "integer" }, "amount_paid": { "default": null, "description": "Amount already paid in a financial transaction.", "title": "Amount Paid", "type": "integer" }, "total": { "default": null, "description": "Total amount in the invoice.", "title": "Total", "type": "integer" }, "subtotal": { "default": null, "description": "Subtotal amount in a financial transaction.", "title": "Subtotal", "type": "integer" }, "total_tax": { "default": null, "description": "Total tax amount in a financial transaction.", "title": "Total Tax", "type": "integer" }, "tax_rate": { "default": null, "description": "Tax rate applied in a financial transaction.", "title": "Tax Rate", "type": "integer" }, "discount": { "default": null, "description": "Discount amount applied in a financial transaction.", "title": "Discount", "type": "integer" }, "gratuity": { "default": null, "description": "Gratuity amount in a financial transaction.", "title": "Gratuity", "type": "integer" }, "service_charge": { "default": null, "description": "Service charge in a financial transaction.", "title": "Service Charge", "type": "integer" }, "previous_unpaid_balance": { "default": null, "description": "Previous unpaid balance in a financial transaction.", "title": "Previous Unpaid Balance", "type": "integer" }, "prior_balance": { "default": null, "description": "Prior balance before the current financial transaction.", "title": "Prior Balance", "type": "integer" }, "payment_terms": { "default": null, "description": "Terms and conditions for payment.", "title": "Payment Terms", "type": "string" }, "payment_method": { "default": null, "description": "Payment method used in the financial transaction.", "title": "Payment Method", "type": "string" }, "payment_card_number": { "default": null, "description": "Card number used in the payment.", "title": "Payment Card Number", "type": "string" }, "payment_auth_code": { "default": null, "description": "Authorization code for the payment.", "title": "Payment Auth Code", "type": "string" }, "shipping_handling_charge": { "default": null, "description": "Charge for shipping and handling in a financial transaction.", "title": "Shipping Handling Charge", "type": "integer" }, "transaction_number": { "default": null, "description": "Unique identifier for the financial transaction.", "title": "Transaction Number", "type": "string" }, "transaction_reference": { "default": null, "description": "Reference number for the financial transaction.", "title": "Transaction Reference", "type": "string" } }, "title": "FinancialPaymentInformation", "type": "object" }, "InfosIdentityParserDataClass": { "properties": { "last_name": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "given_names": { "items": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "title": "Given Names", "type": "array" }, "birth_place": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "birth_date": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "issuance_date": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "expire_date": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "document_id": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "issuing_state": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "address": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "age": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "country": { "$ref": "#/components/schemas/Country" }, "document_type": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "gender": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "image_id": { "items": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "title": "Image Id", "type": "array" }, "image_signature": { "items": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "title": "Image Signature", "type": "array" }, "mrz": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" }, "nationality": { "$ref": "#/components/schemas/ItemIdentityParserDataClass" } }, "required": [ "last_name", "birth_place", "birth_date", "issuance_date", "expire_date", "document_id", "issuing_state", "address", "age", "country", "document_type", "gender", "mrz", "nationality" ], "title": "InfosIdentityParserDataClass", "type": "object" }, "ItemBankCheckParsingDataClass": { "properties": { "amount": { "title": "Amount", "type": "integer" }, "amount_text": { "title": "Amount Text", "type": "string" }, "bank_address": { "title": "Bank Address", "type": "string" }, "bank_name": { "title": "Bank Name", "type": "string" }, "date": { "title": "Date", "type": "string" }, "memo": { "title": "Memo", "type": "string" }, "payer_address": { "title": "Payer Address", "type": "string" }, "payer_name": { "title": "Payer Name", "type": "string" }, "receiver_address": { "title": "Receiver Address", "type": "string" }, "receiver_name": { "title": "Receiver Name", "type": "string" }, "currency": { "title": "Currency", "type": "string" }, "micr": { "$ref": "#/components/schemas/MicrModel" } }, "required": [ "amount", "amount_text", "bank_address", "bank_name", "date", "memo", "payer_address", "payer_name", "receiver_address", "receiver_name", "currency", "micr" ], "title": "ItemBankCheckParsingDataClass", "type": "object" }, "ItemDataExtraction": { "properties": { "key": { "title": "Key", "type": "string" }, "value": { "title": "Value" }, "bounding_box": { "$ref": "#/components/schemas/BoundingBox" }, "confidence_score": { "maximum": 1, "minimum": 0, "title": "Confidence Score", "type": "integer" } }, "required": [ "key", "value", "bounding_box", "confidence_score" ], "title": "ItemDataExtraction", "type": "object" }, "ItemIdentityParserDataClass": { "properties": { "value": { "default": null, "title": "Value", "type": "string" }, "confidence": { "default": null, "title": "Confidence", "type": "integer" } }, "title": "ItemIdentityParserDataClass", "type": "object" }, "LaunchAsyncJobResponse": { "type": "object", "properties": { "public_id": { "type": "string", "format": "uuid" } }, "required": [ "public_id" ] }, "Line": { "description": "Line of a document\n\nAttributes:\n text (str): Text detected in the line\n bounding_boxes (Sequence[BoundingBox]): Bounding boxes of the words in the line\n words (Sequence[Word]): List of words of the line\n confidence (float): Confidence of the line", "properties": { "text": { "description": "Text detected in the line", "title": "Text", "type": "string" }, "words": { "description": "List of words", "items": { "$ref": "#/components/schemas/Word" }, "title": "Words", "type": "array" }, "bounding_box": { "$ref": "#/components/schemas/BoundingBox", "default": null, "description": "Bounding box of the line, can be None" }, "confidence": { "description": "Confidence of the line", "title": "Confidence", "type": "integer" } }, "required": [ "text", "confidence" ], "title": "Line", "type": "object" }, "ListAsyncJobResponse": { "type": "object", "properties": { "jobs": { "type": "array", "items": { "$ref": "#/components/schemas/AsyncJobList" } } }, "required": [ "jobs" ] }, "MicrModel": { "properties": { "raw": { "title": "Raw", "type": "string" }, "account_number": { "title": "Account Number", "type": "string" }, "routing_number": { "title": "Routing Number", "type": "string" }, "serial_number": { "title": "Serial Number", "type": "string" }, "check_number": { "title": "Check Number", "type": "string" } }, "required": [ "raw", "account_number", "routing_number", "serial_number", "check_number" ], "title": "MicrModel", "type": "object" }, "NestedBadRequest": { "type": "object", "properties": { "type": { "type": "string" }, "message": { "$ref": "#/components/schemas/FieldError" } }, "required": [ "message", "type" ] }, "NestedError": { "type": "object", "properties": { "type": { "type": "string" }, "message": { "type": "string" } }, "required": [ "message", "type" ] }, "NotFoundResponse": { "type": "object", "properties": { "details": { "type": "string", "default": "Not Found" } } }, "OcrTablesAsyncRequest": { "type": "object", "properties": { "settings": { "type": "string", "default": {}, "description": "A dictionnary or a json object to specify specific models to use for some providers.
It can be in the following format: {\"google\" : \"google_model\", \"ibm\": \"ibm_model\"...}.\n " }, "providers": { "type": "array", "items": { "type": "string", "minLength": 1 }, "description": "It can be one (ex: **'amazon'** or **'google'**) or multiple provider(s) (ex: **'amazon,microsoft,google'**) that the data will be redirected to in order to get the processed results.
Providers can also be invoked with specific models (ex: providers: **'amazon/model1, amazon/model2, google/model3'**)" }, "fallback_providers": { "type": "array", "items": { "type": "string" }, "default": [], "description": "Providers in this list will be used as fallback if the call to provider in `providers` parameter fails.\n To use this feature, you must input **only one** provider in the `providers` parameter. but you can put up to 5 fallbacks.\n\nThey will be tried in the same order they are input, and it will stop to the first provider who doesn't fail.\n\n\n*Doesn't work with async subfeatures.*\n ", "maxItems": 5 }, "show_original_response": { "type": "boolean", "default": false, "description": "Optional : Shows the original response of the provider.
\n When set to **true**, a new attribute *original_response* will appear in the response object." }, "webhook_receiver": { "type": "string", "format": "uri", "minLength": 1, "description": "Webhook receiver should be a valid https URL (ex : https://your.listner.com/endpoint). After the processing is done, the webhook endpoint will receive a POST request with the result." }, "users_webhook_parameters": { "description": "Json data that contains of additional parameters that will be sent back to the webhook receiver (ex: api key for security or client's data ID to link the result internally). Will only be used when webhook_receiver is set." }, "send_webhook_data": { "type": "boolean", "default": true, "description": "If set to false the webhook will not contain the result data. Use if your webhook receiver has a request size limit." }, "show_base_64": { "type": "boolean", "default": true }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file_password": { "type": "string", "nullable": true, "description": "If your PDF file has a password, you can pass it here!", "maxLength": 200 }, "language": { "type": "string", "nullable": true, "description": "Language code of the language the document is written in (ex: fr (French), en (English), es (Spanish))" } }, "required": [ "providers" ] }, "Page": { "description": "Page of a document\n\nAttributes:\n lines (Sequence[Line]): List of lines of the page", "properties": { "lines": { "description": "List of lines", "items": { "$ref": "#/components/schemas/Line" }, "title": "Lines", "type": "array" } }, "title": "Page", "type": "object" }, "ResumeEducation": { "properties": { "total_years_education": { "title": "Total Years Education", "type": "integer" }, "entries": { "items": { "$ref": "#/components/schemas/ResumeEducationEntry" }, "title": "Entries", "type": "array" } }, "required": [ "total_years_education" ], "title": "ResumeEducation", "type": "object" }, "ResumeEducationEntry": { "properties": { "title": { "title": "Title", "type": "string" }, "start_date": { "title": "Start Date", "type": "string" }, "end_date": { "title": "End Date", "type": "string" }, "location": { "$ref": "#/components/schemas/ResumeLocation" }, "establishment": { "title": "Establishment", "type": "string" }, "description": { "title": "Description", "type": "string" }, "gpa": { "title": "Gpa", "type": "string" }, "accreditation": { "title": "Accreditation", "type": "string" } }, "required": [ "title", "start_date", "end_date", "location", "establishment", "description", "gpa", "accreditation" ], "title": "ResumeEducationEntry", "type": "object" }, "ResumeExtractedData": { "properties": { "personal_infos": { "$ref": "#/components/schemas/ResumePersonalInfo" }, "education": { "$ref": "#/components/schemas/ResumeEducation" }, "work_experience": { "$ref": "#/components/schemas/ResumeWorkExp" }, "languages": { "items": { "$ref": "#/components/schemas/ResumeLang" }, "title": "Languages", "type": "array" }, "skills": { "items": { "$ref": "#/components/schemas/ResumeSkill" }, "title": "Skills", "type": "array" }, "certifications": { "items": { "$ref": "#/components/schemas/ResumeSkill" }, "title": "Certifications", "type": "array" }, "courses": { "items": { "$ref": "#/components/schemas/ResumeSkill" }, "title": "Courses", "type": "array" }, "publications": { "items": { "$ref": "#/components/schemas/ResumeSkill" }, "title": "Publications", "type": "array" }, "interests": { "items": { "$ref": "#/components/schemas/ResumeSkill" }, "title": "Interests", "type": "array" } }, "required": [ "personal_infos", "education", "work_experience" ], "title": "ResumeExtractedData", "type": "object" }, "ResumeLang": { "properties": { "name": { "title": "Name", "type": "string" }, "code": { "title": "Code", "type": "string" } }, "required": [ "name", "code" ], "title": "ResumeLang", "type": "object" }, "ResumeLocation": { "properties": { "formatted_location": { "title": "Formatted Location", "type": "string" }, "postal_code": { "title": "Postal Code", "type": "string" }, "region": { "title": "Region", "type": "string" }, "country": { "title": "Country", "type": "string" }, "country_code": { "title": "Country Code", "type": "string" }, "raw_input_location": { "title": "Raw Input Location", "type": "string" }, "street": { "title": "Street", "type": "string" }, "street_number": { "title": "Street Number", "type": "string" }, "appartment_number": { "title": "Appartment Number", "type": "string" }, "city": { "title": "City", "type": "string" } }, "required": [ "formatted_location", "postal_code", "region", "country", "country_code", "raw_input_location", "street", "street_number", "appartment_number", "city" ], "title": "ResumeLocation", "type": "object" }, "ResumePersonalInfo": { "properties": { "name": { "$ref": "#/components/schemas/ResumePersonalName" }, "address": { "$ref": "#/components/schemas/ResumeLocation" }, "self_summary": { "title": "Self Summary", "type": "string" }, "objective": { "title": "Objective", "type": "string" }, "date_of_birth": { "title": "Date Of Birth", "type": "string" }, "place_of_birth": { "title": "Place Of Birth", "type": "string" }, "phones": { "items": { "type": "string" }, "title": "Phones", "type": "array" }, "mails": { "items": { "type": "string" }, "title": "Mails", "type": "array" }, "urls": { "items": { "type": "string" }, "title": "Urls", "type": "array" }, "fax": { "items": { "type": "string" }, "title": "Fax", "type": "array" }, "current_profession": { "title": "Current Profession", "type": "string" }, "gender": { "title": "Gender", "type": "string" }, "nationality": { "title": "Nationality", "type": "string" }, "martial_status": { "title": "Martial Status", "type": "string" }, "current_salary": { "title": "Current Salary", "type": "string" }, "availability": { "default": null, "title": "Availability", "type": "string" } }, "required": [ "name", "address", "self_summary", "objective", "date_of_birth", "place_of_birth", "current_profession", "gender", "nationality", "martial_status", "current_salary" ], "title": "ResumePersonalInfo", "type": "object" }, "ResumePersonalName": { "properties": { "first_name": { "title": "First Name", "type": "string" }, "last_name": { "title": "Last Name", "type": "string" }, "raw_name": { "title": "Raw Name", "type": "string" }, "middle": { "title": "Middle", "type": "string" }, "title": { "title": "Title", "type": "string" }, "prefix": { "title": "Prefix", "type": "string" }, "sufix": { "title": "Sufix", "type": "string" } }, "required": [ "first_name", "last_name", "raw_name", "middle", "title", "prefix", "sufix" ], "title": "ResumePersonalName", "type": "object" }, "ResumeSkill": { "properties": { "name": { "title": "Name", "type": "string" }, "type": { "title": "Type", "type": "string" } }, "required": [ "name", "type" ], "title": "ResumeSkill", "type": "object" }, "ResumeWorkExp": { "properties": { "total_years_experience": { "title": "Total Years Experience", "type": "string" }, "entries": { "items": { "$ref": "#/components/schemas/ResumeWorkExpEntry" }, "title": "Entries", "type": "array" } }, "required": [ "total_years_experience" ], "title": "ResumeWorkExp", "type": "object" }, "ResumeWorkExpEntry": { "properties": { "title": { "title": "Title", "type": "string" }, "start_date": { "title": "Start Date", "type": "string" }, "end_date": { "title": "End Date", "type": "string" }, "company": { "title": "Company", "type": "string" }, "location": { "$ref": "#/components/schemas/ResumeLocation" }, "description": { "title": "Description", "type": "string" }, "type": { "default": null, "title": "Type", "type": "string" }, "industry": { "title": "Industry", "type": "string" } }, "required": [ "title", "start_date", "end_date", "company", "location", "description", "industry" ], "title": "ResumeWorkExpEntry", "type": "object" }, "Row": { "properties": { "cells": { "items": { "$ref": "#/components/schemas/Cell" }, "title": "Cells", "type": "array" } }, "title": "Row", "type": "object" }, "StateEnum": { "enum": [ "finished", "failed", "Timeout error", "processing" ], "type": "string", "description": "* `finished` - finished\n* `failed` - failed\n* `Timeout error` - Timeout error\n* `processing` - processing" }, "StatusEnum": { "enum": [ "sucess", "fail" ], "type": "string" }, "Table": { "properties": { "rows": { "items": { "$ref": "#/components/schemas/Row" }, "title": "Rows", "type": "array" }, "num_rows": { "title": "Num Rows", "type": "integer" }, "num_cols": { "title": "Num Cols", "type": "integer" } }, "required": [ "num_rows", "num_cols" ], "title": "Table", "type": "object" }, "Word": { "description": "Word of a document\n\nAttributes:\n text (str): Text detected in the word\n bounding_boxes (Sequence[BoundingBox]): Bounding boxes of the words in the word\n confidence (float): Confidence score of the word", "properties": { "text": { "description": "Text detected in the word", "title": "Text", "type": "string" }, "bounding_box": { "$ref": "#/components/schemas/BoundingBox", "description": "Bounding boxes of the words in the word" }, "confidence": { "description": "Confidence score of the word", "title": "Confidence", "type": "integer" } }, "required": [ "text", "bounding_box", "confidence" ], "title": "Word", "type": "object" }, "asyncocranonymization_asyncResponseModel": { "properties": { "results": { "$ref": "#/components/schemas/ocranonymization_asyncModel" }, "error": { "title": "Error", "type": "string" }, "public_id": { "format": "uuid", "title": "Public Id", "type": "string" }, "status": { "title": "Status", "type": "string" } }, "required": [ "results", "error", "public_id", "status" ], "title": "asyncocranonymization_asyncResponseModel", "type": "object" }, "asyncocrcustom_document_parsing_asyncResponseModel": { "properties": { "results": { "$ref": "#/components/schemas/ocrcustom_document_parsing_asyncModel" }, "error": { "title": "Error", "type": "string" }, "public_id": { "format": "uuid", "title": "Public Id", "type": "string" }, "status": { "title": "Status", "type": "string" } }, "required": [ "results", "error", "public_id", "status" ], "title": "asyncocrcustom_document_parsing_asyncResponseModel", "type": "object" }, "asyncocrocr_asyncResponseModel": { "properties": { "results": { "$ref": "#/components/schemas/ocrocr_asyncModel" }, "error": { "title": "Error", "type": "string" }, "public_id": { "format": "uuid", "title": "Public Id", "type": "string" }, "status": { "title": "Status", "type": "string" } }, "required": [ "results", "error", "public_id", "status" ], "title": "asyncocrocr_asyncResponseModel", "type": "object" }, "asyncocrocr_tables_asyncResponseModel": { "properties": { "results": { "$ref": "#/components/schemas/ocrocr_tables_asyncModel" }, "error": { "title": "Error", "type": "string" }, "public_id": { "format": "uuid", "title": "Public Id", "type": "string" }, "status": { "title": "Status", "type": "string" } }, "required": [ "results", "error", "public_id", "status" ], "title": "asyncocrocr_tables_asyncResponseModel", "type": "object" }, "ocranonymization_asyncAnonymizationAsyncDataClass": { "properties": { "document": { "title": "Document", "type": "string" }, "document_url": { "title": "Document Url", "type": "string" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "id": { "title": "Id", "type": "string" }, "final_status": { "allOf": [ { "$ref": "#/components/schemas/FinalStatusEnum" } ], "title": "Final Status" }, "error": { "additionalProperties": true, "default": null, "title": "Error", "type": "object" } }, "required": [ "document", "document_url", "id", "final_status" ], "title": "ocranonymization_asyncAnonymizationAsyncDataClass", "type": "object" }, "ocranonymization_asyncModel": { "properties": { "readyredact": { "$ref": "#/components/schemas/ocranonymization_asyncAnonymizationAsyncDataClass", "default": null }, "base64": { "$ref": "#/components/schemas/ocranonymization_asyncAnonymizationAsyncDataClass", "default": null }, "privateai": { "$ref": "#/components/schemas/ocranonymization_asyncAnonymizationAsyncDataClass", "default": null } }, "title": "ocranonymization_asyncModel", "type": "object" }, "ocrbank_check_parsingBankCheckParsingDataClass": { "properties": { "extracted_data": { "items": { "$ref": "#/components/schemas/ItemBankCheckParsingDataClass" }, "title": "Extracted Data", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "ocrbank_check_parsingBankCheckParsingDataClass", "type": "object" }, "ocrbank_check_parsingBankCheckParsingRequest": { "type": "object", "properties": { "settings": { "type": "string", "default": {}, "description": "A dictionnary or a json object to specify specific models to use for some providers.
It can be in the following format: {\"google\" : \"google_model\", \"ibm\": \"ibm_model\"...}.\n " }, "providers": { "type": "array", "items": { "type": "string", "minLength": 1 }, "description": "It can be one (ex: **'amazon'** or **'google'**) or multiple provider(s) (ex: **'amazon,microsoft,google'**) that the data will be redirected to in order to get the processed results.
Providers can also be invoked with specific models (ex: providers: **'amazon/model1, amazon/model2, google/model3'**)" }, "fallback_providers": { "type": "array", "items": { "type": "string" }, "default": [], "description": "Providers in this list will be used as fallback if the call to provider in `providers` parameter fails.\n To use this feature, you must input **only one** provider in the `providers` parameter. but you can put up to 5 fallbacks.\n\nThey will be tried in the same order they are input, and it will stop to the first provider who doesn't fail.\n\n\n*Doesn't work with async subfeatures.*\n ", "maxItems": 5 }, "response_as_dict": { "type": "boolean", "default": true, "description": "Optional : When set to **true** (default), the response is an object of responses with providers names as keys :
\n ``` {\"google\" : { \"status\": \"success\", ... }, } ```
\n When set to **false** the response structure is a list of response objects :
\n ``` [{\"status\": \"success\", \"provider\": \"google\" ... }, ] ```.
\n " }, "attributes_as_list": { "type": "boolean", "default": false, "description": "Optional : When set to **false** (default) the structure of the extracted items is list of objects having different attributes :
\n ```{'items': [{\"attribute_1\": \"x1\",\"attribute_2\": \"y2\"}, ... ]}```
\n When it is set to **true**, the response contains an object with each attribute as a list :
\n ```{ \"attribute_1\": [\"x1\",\"x2\", ...], \"attribute_2\": [y1, y2, ...]}``` " }, "show_base_64": { "type": "boolean", "default": true }, "show_original_response": { "type": "boolean", "default": false, "description": "Optional : Shows the original response of the provider.
\n When set to **true**, a new attribute *original_response* will appear in the response object." }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file_password": { "type": "string", "nullable": true, "description": "If your PDF file has a password, you can pass it here!", "maxLength": 200 }, "convert_to_pdf": { "type": "boolean", "nullable": true, "default": false, "description": "Boolean value to specify weather to convert the doc/docx files to pdf format to be accepted by a majority of the providers" } }, "required": [ "providers" ] }, "ocrbank_check_parsingResponseModel": { "properties": { "mindee": { "$ref": "#/components/schemas/ocrbank_check_parsingBankCheckParsingDataClass", "default": null }, "base64": { "$ref": "#/components/schemas/ocrbank_check_parsingBankCheckParsingDataClass", "default": null }, "veryfi": { "$ref": "#/components/schemas/ocrbank_check_parsingBankCheckParsingDataClass", "default": null }, "extracta": { "$ref": "#/components/schemas/ocrbank_check_parsingBankCheckParsingDataClass", "default": null } }, "title": "ocrbank_check_parsingResponseModel", "type": "object" }, "ocrcustom_document_parsing_asyncCustomDocumentParsingAsyncDataClass": { "properties": { "items": { "items": { "$ref": "#/components/schemas/CustomDocumentParsingAsyncItem" }, "title": "Items", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "id": { "title": "Id", "type": "string" }, "final_status": { "allOf": [ { "$ref": "#/components/schemas/FinalStatusEnum" } ], "title": "Final Status" }, "error": { "additionalProperties": true, "default": null, "title": "Error", "type": "object" } }, "required": [ "id", "final_status" ], "title": "ocrcustom_document_parsing_asyncCustomDocumentParsingAsyncDataClass", "type": "object" }, "ocrcustom_document_parsing_asyncModel": { "properties": { "amazon": { "$ref": "#/components/schemas/ocrcustom_document_parsing_asyncCustomDocumentParsingAsyncDataClass", "default": null }, "extracta": { "$ref": "#/components/schemas/ocrcustom_document_parsing_asyncCustomDocumentParsingAsyncDataClass", "default": null } }, "title": "ocrcustom_document_parsing_asyncModel", "type": "object" }, "ocrdata_extractionDataExtractionDataClass": { "properties": { "fields": { "items": { "$ref": "#/components/schemas/ItemDataExtraction" }, "title": "Fields", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "ocrdata_extractionDataExtractionDataClass", "type": "object" }, "ocrdata_extractionDataExtractionRequest": { "type": "object", "properties": { "settings": { "type": "string", "default": {}, "description": "A dictionnary or a json object to specify specific models to use for some providers.
It can be in the following format: {\"google\" : \"google_model\", \"ibm\": \"ibm_model\"...}.\n " }, "providers": { "type": "array", "items": { "type": "string", "minLength": 1 }, "description": "It can be one (ex: **'amazon'** or **'google'**) or multiple provider(s) (ex: **'amazon,microsoft,google'**) that the data will be redirected to in order to get the processed results.
Providers can also be invoked with specific models (ex: providers: **'amazon/model1, amazon/model2, google/model3'**)" }, "fallback_providers": { "type": "array", "items": { "type": "string" }, "default": [], "description": "Providers in this list will be used as fallback if the call to provider in `providers` parameter fails.\n To use this feature, you must input **only one** provider in the `providers` parameter. but you can put up to 5 fallbacks.\n\nThey will be tried in the same order they are input, and it will stop to the first provider who doesn't fail.\n\n\n*Doesn't work with async subfeatures.*\n ", "maxItems": 5 }, "response_as_dict": { "type": "boolean", "default": true, "description": "Optional : When set to **true** (default), the response is an object of responses with providers names as keys :
\n ``` {\"google\" : { \"status\": \"success\", ... }, } ```
\n When set to **false** the response structure is a list of response objects :
\n ``` [{\"status\": \"success\", \"provider\": \"google\" ... }, ] ```.
\n " }, "attributes_as_list": { "type": "boolean", "default": false, "description": "Optional : When set to **false** (default) the structure of the extracted items is list of objects having different attributes :
\n ```{'items': [{\"attribute_1\": \"x1\",\"attribute_2\": \"y2\"}, ... ]}```
\n When it is set to **true**, the response contains an object with each attribute as a list :
\n ```{ \"attribute_1\": [\"x1\",\"x2\", ...], \"attribute_2\": [y1, y2, ...]}``` " }, "show_base_64": { "type": "boolean", "default": true }, "show_original_response": { "type": "boolean", "default": false, "description": "Optional : Shows the original response of the provider.
\n When set to **true**, a new attribute *original_response* will appear in the response object." }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file_password": { "type": "string", "nullable": true, "description": "If your PDF file has a password, you can pass it here!", "maxLength": 200 }, "convert_to_pdf": { "type": "boolean", "nullable": true, "default": false, "description": "Boolean value to specify weather to convert the doc/docx files to pdf format to be accepted by a majority of the providers" } }, "required": [ "providers" ] }, "ocrdata_extractionResponseModel": { "properties": { "base64": { "$ref": "#/components/schemas/ocrdata_extractionDataExtractionDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/ocrdata_extractionDataExtractionDataClass", "default": null } }, "title": "ocrdata_extractionResponseModel", "type": "object" }, "ocrfinancial_parserFinancialParserDataClass": { "properties": { "extracted_data": { "description": "List of parsed financial data objects (per page).", "items": { "$ref": "#/components/schemas/FinancialParserObjectDataClass" }, "title": "Extracted Data", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "ocrfinancial_parserFinancialParserDataClass", "type": "object" }, "ocrfinancial_parserFinancialParserRequest": { "type": "object", "properties": { "settings": { "type": "string", "default": {}, "description": "A dictionnary or a json object to specify specific models to use for some providers.
It can be in the following format: {\"google\" : \"google_model\", \"ibm\": \"ibm_model\"...}.\n " }, "providers": { "type": "array", "items": { "type": "string", "minLength": 1 }, "description": "It can be one (ex: **'amazon'** or **'google'**) or multiple provider(s) (ex: **'amazon,microsoft,google'**) that the data will be redirected to in order to get the processed results.
Providers can also be invoked with specific models (ex: providers: **'amazon/model1, amazon/model2, google/model3'**)" }, "fallback_providers": { "type": "array", "items": { "type": "string" }, "default": [], "description": "Providers in this list will be used as fallback if the call to provider in `providers` parameter fails.\n To use this feature, you must input **only one** provider in the `providers` parameter. but you can put up to 5 fallbacks.\n\nThey will be tried in the same order they are input, and it will stop to the first provider who doesn't fail.\n\n\n*Doesn't work with async subfeatures.*\n ", "maxItems": 5 }, "response_as_dict": { "type": "boolean", "default": true, "description": "Optional : When set to **true** (default), the response is an object of responses with providers names as keys :
\n ``` {\"google\" : { \"status\": \"success\", ... }, } ```
\n When set to **false** the response structure is a list of response objects :
\n ``` [{\"status\": \"success\", \"provider\": \"google\" ... }, ] ```.
\n " }, "attributes_as_list": { "type": "boolean", "default": false, "description": "Optional : When set to **false** (default) the structure of the extracted items is list of objects having different attributes :
\n ```{'items': [{\"attribute_1\": \"x1\",\"attribute_2\": \"y2\"}, ... ]}```
\n When it is set to **true**, the response contains an object with each attribute as a list :
\n ```{ \"attribute_1\": [\"x1\",\"x2\", ...], \"attribute_2\": [y1, y2, ...]}``` " }, "show_base_64": { "type": "boolean", "default": true }, "show_original_response": { "type": "boolean", "default": false, "description": "Optional : Shows the original response of the provider.
\n When set to **true**, a new attribute *original_response* will appear in the response object." }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file_password": { "type": "string", "nullable": true, "description": "If your PDF file has a password, you can pass it here!", "maxLength": 200 }, "language": { "type": "string", "nullable": true, "description": "Language code of the language the document is written in (ex: fr (French), en (English), es (Spanish))" }, "document_type": { "allOf": [ { "$ref": "#/components/schemas/DocumentTypeEnum" } ], "default": "invoice", "description": "Specify the type of your document. Can be Set to 'auto-detect' for automatic detection if the provider supports it. Otherwise, the default is 'invoice'.\n\n* `auto-detect` - auto-detect\n* `invoice` - invoice\n* `receipt` - receipt" }, "convert_to_pdf": { "type": "boolean", "nullable": true, "default": false, "description": "Boolean value to specify weather to convert the doc/docx files to pdf format to be accepted by a majority of the providers" } }, "required": [ "providers" ] }, "ocrfinancial_parserResponseModel": { "properties": { "veryfi": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "tabscanner": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "extracta": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "eagledoc": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "google": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "microsoft": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "mindee": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "openai": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "affinda": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "dataleon": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "klippa": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null }, "base64": { "$ref": "#/components/schemas/ocrfinancial_parserFinancialParserDataClass", "default": null } }, "title": "ocrfinancial_parserResponseModel", "type": "object" }, "ocridentity_parserIdentityParserDataClass": { "properties": { "extracted_data": { "items": { "$ref": "#/components/schemas/InfosIdentityParserDataClass" }, "title": "Extracted Data", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "ocridentity_parserIdentityParserDataClass", "type": "object" }, "ocridentity_parserIdentityParserRequest": { "type": "object", "properties": { "settings": { "type": "string", "default": {}, "description": "A dictionnary or a json object to specify specific models to use for some providers.
It can be in the following format: {\"google\" : \"google_model\", \"ibm\": \"ibm_model\"...}.\n " }, "providers": { "type": "array", "items": { "type": "string", "minLength": 1 }, "description": "It can be one (ex: **'amazon'** or **'google'**) or multiple provider(s) (ex: **'amazon,microsoft,google'**) that the data will be redirected to in order to get the processed results.
Providers can also be invoked with specific models (ex: providers: **'amazon/model1, amazon/model2, google/model3'**)" }, "fallback_providers": { "type": "array", "items": { "type": "string" }, "default": [], "description": "Providers in this list will be used as fallback if the call to provider in `providers` parameter fails.\n To use this feature, you must input **only one** provider in the `providers` parameter. but you can put up to 5 fallbacks.\n\nThey will be tried in the same order they are input, and it will stop to the first provider who doesn't fail.\n\n\n*Doesn't work with async subfeatures.*\n ", "maxItems": 5 }, "response_as_dict": { "type": "boolean", "default": true, "description": "Optional : When set to **true** (default), the response is an object of responses with providers names as keys :
\n ``` {\"google\" : { \"status\": \"success\", ... }, } ```
\n When set to **false** the response structure is a list of response objects :
\n ``` [{\"status\": \"success\", \"provider\": \"google\" ... }, ] ```.
\n " }, "attributes_as_list": { "type": "boolean", "default": false, "description": "Optional : When set to **false** (default) the structure of the extracted items is list of objects having different attributes :
\n ```{'items': [{\"attribute_1\": \"x1\",\"attribute_2\": \"y2\"}, ... ]}```
\n When it is set to **true**, the response contains an object with each attribute as a list :
\n ```{ \"attribute_1\": [\"x1\",\"x2\", ...], \"attribute_2\": [y1, y2, ...]}``` " }, "show_base_64": { "type": "boolean", "default": true }, "show_original_response": { "type": "boolean", "default": false, "description": "Optional : Shows the original response of the provider.
\n When set to **true**, a new attribute *original_response* will appear in the response object." }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file_password": { "type": "string", "nullable": true, "description": "If your PDF file has a password, you can pass it here!", "maxLength": 200 }, "convert_to_pdf": { "type": "boolean", "nullable": true, "default": false, "description": "Boolean value to specify weather to convert the doc/docx files to pdf format to be accepted by a majority of the providers" } }, "required": [ "providers" ] }, "ocridentity_parserResponseModel": { "properties": { "amazon": { "$ref": "#/components/schemas/ocridentity_parserIdentityParserDataClass", "default": null }, "microsoft": { "$ref": "#/components/schemas/ocridentity_parserIdentityParserDataClass", "default": null }, "mindee": { "$ref": "#/components/schemas/ocridentity_parserIdentityParserDataClass", "default": null }, "openai": { "$ref": "#/components/schemas/ocridentity_parserIdentityParserDataClass", "default": null }, "affinda": { "$ref": "#/components/schemas/ocridentity_parserIdentityParserDataClass", "default": null }, "klippa": { "$ref": "#/components/schemas/ocridentity_parserIdentityParserDataClass", "default": null }, "base64": { "$ref": "#/components/schemas/ocridentity_parserIdentityParserDataClass", "default": null } }, "title": "ocridentity_parserResponseModel", "type": "object" }, "ocrocrOcrDataClass": { "properties": { "text": { "title": "Text", "type": "string" }, "bounding_boxes": { "items": { "$ref": "#/components/schemas/Bounding_box" }, "title": "Bounding Boxes", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "text", "status" ], "title": "ocrocrOcrDataClass", "type": "object" }, "ocrocrOcrRequest": { "type": "object", "properties": { "settings": { "type": "string", "default": {}, "description": "A dictionnary or a json object to specify specific models to use for some providers.
It can be in the following format: {\"google\" : \"google_model\", \"ibm\": \"ibm_model\"...}.\n " }, "providers": { "type": "array", "items": { "type": "string", "minLength": 1 }, "description": "It can be one (ex: **'amazon'** or **'google'**) or multiple provider(s) (ex: **'amazon,microsoft,google'**) that the data will be redirected to in order to get the processed results.
Providers can also be invoked with specific models (ex: providers: **'amazon/model1, amazon/model2, google/model3'**)" }, "fallback_providers": { "type": "array", "items": { "type": "string" }, "default": [], "description": "Providers in this list will be used as fallback if the call to provider in `providers` parameter fails.\n To use this feature, you must input **only one** provider in the `providers` parameter. but you can put up to 5 fallbacks.\n\nThey will be tried in the same order they are input, and it will stop to the first provider who doesn't fail.\n\n\n*Doesn't work with async subfeatures.*\n ", "maxItems": 5 }, "response_as_dict": { "type": "boolean", "default": true, "description": "Optional : When set to **true** (default), the response is an object of responses with providers names as keys :
\n ``` {\"google\" : { \"status\": \"success\", ... }, } ```
\n When set to **false** the response structure is a list of response objects :
\n ``` [{\"status\": \"success\", \"provider\": \"google\" ... }, ] ```.
\n " }, "attributes_as_list": { "type": "boolean", "default": false, "description": "Optional : When set to **false** (default) the structure of the extracted items is list of objects having different attributes :
\n ```{'items': [{\"attribute_1\": \"x1\",\"attribute_2\": \"y2\"}, ... ]}```
\n When it is set to **true**, the response contains an object with each attribute as a list :
\n ```{ \"attribute_1\": [\"x1\",\"x2\", ...], \"attribute_2\": [y1, y2, ...]}``` " }, "show_base_64": { "type": "boolean", "default": true }, "show_original_response": { "type": "boolean", "default": false, "description": "Optional : Shows the original response of the provider.
\n When set to **true**, a new attribute *original_response* will appear in the response object." }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file_password": { "type": "string", "nullable": true, "description": "If your PDF file has a password, you can pass it here!", "maxLength": 200 }, "language": { "type": "string", "nullable": true, "description": "Language code of the language the document is written in (ex: fr (French), en (English), es (Spanish))" } }, "required": [ "providers" ] }, "ocrocrResponseModel": { "properties": { "api4ai": { "$ref": "#/components/schemas/ocrocrOcrDataClass", "default": null }, "clarifai": { "$ref": "#/components/schemas/ocrocrOcrDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/ocrocrOcrDataClass", "default": null }, "microsoft": { "$ref": "#/components/schemas/ocrocrOcrDataClass", "default": null }, "mistral": { "$ref": "#/components/schemas/ocrocrOcrDataClass", "default": null }, "google": { "$ref": "#/components/schemas/ocrocrOcrDataClass", "default": null }, "sentisight": { "$ref": "#/components/schemas/ocrocrOcrDataClass", "default": null }, "base64": { "$ref": "#/components/schemas/ocrocrOcrDataClass", "default": null } }, "title": "ocrocrResponseModel", "type": "object" }, "ocrocr_asyncModel": { "properties": { "oneai": { "$ref": "#/components/schemas/ocrocr_asyncOcrAsyncDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/ocrocr_asyncOcrAsyncDataClass", "default": null }, "microsoft": { "$ref": "#/components/schemas/ocrocr_asyncOcrAsyncDataClass", "default": null }, "mistral": { "$ref": "#/components/schemas/ocrocr_asyncOcrAsyncDataClass", "default": null }, "google": { "$ref": "#/components/schemas/ocrocr_asyncOcrAsyncDataClass", "default": null } }, "title": "ocrocr_asyncModel", "type": "object" }, "ocrocr_asyncOcrAsyncDataClass": { "properties": { "raw_text": { "title": "Raw Text", "type": "string" }, "pages": { "description": "List of pages", "items": { "$ref": "#/components/schemas/Page" }, "title": "Pages", "type": "array" }, "number_of_pages": { "description": "Number of pages in the document", "title": "Number Of Pages", "type": "integer" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "id": { "title": "Id", "type": "string" }, "final_status": { "allOf": [ { "$ref": "#/components/schemas/FinalStatusEnum" } ], "title": "Final Status" }, "error": { "additionalProperties": true, "default": null, "title": "Error", "type": "object" } }, "required": [ "raw_text", "number_of_pages", "id", "final_status" ], "title": "ocrocr_asyncOcrAsyncDataClass", "type": "object" }, "ocrocr_tables_asyncModel": { "properties": { "google": { "$ref": "#/components/schemas/ocrocr_tables_asyncOcrTablesAsyncDataClass", "default": null }, "microsoft": { "$ref": "#/components/schemas/ocrocr_tables_asyncOcrTablesAsyncDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/ocrocr_tables_asyncOcrTablesAsyncDataClass", "default": null } }, "title": "ocrocr_tables_asyncModel", "type": "object" }, "ocrocr_tables_asyncOcrTablesAsyncDataClass": { "properties": { "pages": { "items": { "$ref": "#/components/schemas/Page" }, "title": "Pages", "type": "array" }, "num_pages": { "title": "Num Pages", "type": "integer" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "id": { "title": "Id", "type": "string" }, "final_status": { "allOf": [ { "$ref": "#/components/schemas/FinalStatusEnum" } ], "title": "Final Status" }, "error": { "additionalProperties": true, "default": null, "title": "Error", "type": "object" } }, "required": [ "num_pages", "id", "final_status" ], "title": "ocrocr_tables_asyncOcrTablesAsyncDataClass", "type": "object" }, "ocrresume_parserResponseModel": { "properties": { "senseloaf": { "$ref": "#/components/schemas/ocrresume_parserResumeParserDataClass", "default": null }, "hireability": { "$ref": "#/components/schemas/ocrresume_parserResumeParserDataClass", "default": null }, "extracta": { "$ref": "#/components/schemas/ocrresume_parserResumeParserDataClass", "default": null }, "openai": { "$ref": "#/components/schemas/ocrresume_parserResumeParserDataClass", "default": null }, "affinda": { "$ref": "#/components/schemas/ocrresume_parserResumeParserDataClass", "default": null }, "klippa": { "$ref": "#/components/schemas/ocrresume_parserResumeParserDataClass", "default": null } }, "title": "ocrresume_parserResponseModel", "type": "object" }, "ocrresume_parserResumeParserDataClass": { "properties": { "extracted_data": { "$ref": "#/components/schemas/ResumeExtractedData" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "extracted_data", "status" ], "title": "ocrresume_parserResumeParserDataClass", "type": "object" }, "ocrresume_parserResumeParserRequest": { "type": "object", "properties": { "settings": { "type": "string", "default": {}, "description": "A dictionnary or a json object to specify specific models to use for some providers.
It can be in the following format: {\"google\" : \"google_model\", \"ibm\": \"ibm_model\"...}.\n " }, "providers": { "type": "array", "items": { "type": "string", "minLength": 1 }, "description": "It can be one (ex: **'amazon'** or **'google'**) or multiple provider(s) (ex: **'amazon,microsoft,google'**) that the data will be redirected to in order to get the processed results.
Providers can also be invoked with specific models (ex: providers: **'amazon/model1, amazon/model2, google/model3'**)" }, "fallback_providers": { "type": "array", "items": { "type": "string" }, "default": [], "description": "Providers in this list will be used as fallback if the call to provider in `providers` parameter fails.\n To use this feature, you must input **only one** provider in the `providers` parameter. but you can put up to 5 fallbacks.\n\nThey will be tried in the same order they are input, and it will stop to the first provider who doesn't fail.\n\n\n*Doesn't work with async subfeatures.*\n ", "maxItems": 5 }, "response_as_dict": { "type": "boolean", "default": true, "description": "Optional : When set to **true** (default), the response is an object of responses with providers names as keys :
\n ``` {\"google\" : { \"status\": \"success\", ... }, } ```
\n When set to **false** the response structure is a list of response objects :
\n ``` [{\"status\": \"success\", \"provider\": \"google\" ... }, ] ```.
\n " }, "attributes_as_list": { "type": "boolean", "default": false, "description": "Optional : When set to **false** (default) the structure of the extracted items is list of objects having different attributes :
\n ```{'items': [{\"attribute_1\": \"x1\",\"attribute_2\": \"y2\"}, ... ]}```
\n When it is set to **true**, the response contains an object with each attribute as a list :
\n ```{ \"attribute_1\": [\"x1\",\"x2\", ...], \"attribute_2\": [y1, y2, ...]}``` " }, "show_base_64": { "type": "boolean", "default": true }, "show_original_response": { "type": "boolean", "default": false, "description": "Optional : Shows the original response of the provider.
\n When set to **true**, a new attribute *original_response* will appear in the response object." }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file_password": { "type": "string", "nullable": true, "description": "If your PDF file has a password, you can pass it here!", "maxLength": 200 }, "convert_to_pdf": { "type": "boolean", "nullable": true, "default": false, "description": "Boolean value to specify weather to convert the doc/docx files to pdf format to be accepted by a majority of the providers" } }, "required": [ "providers" ] } }, "securitySchemes": { "FeatureApiAuth": { "type": "http", "scheme": "bearer", "bearerFormat": "JWT" } } }, "servers": [ { "url": "https://api.edenai.run/v2" } ] }