{ "openapi": "3.0.3", "info": { "title": "Image Features", "version": "2.0", "description": "Your project description" }, "paths": { "/image/ai_detection/": { "post": { "operationId": "image_ai_detection_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**winstonai**|`v1`|0.0145 (per 1 image)|1 image\n|**resemble**|`v2`|0.04 (per 1 request)|1 request\n\n\n
\n\n", "summary": "AI Detection", "tags": [ "Ai Detection" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageai_detectionAiDetectionRequest" }, "examples": { "RequestExample": { "value": { "providers": "resemble,winstonai", "file_url": "http://edenai-resource-example.png" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imageai_detectionAiDetectionRequest" }, "examples": { "RequestExample": { "value": { "providers": "resemble,winstonai", "file": "/edenai/edenai/features/image/samples/data/objects.png" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageai_detectionResponseModel" }, "examples": { "ResponseExample": { "value": { "resemble": { "ai_score": 0.03, "prediction": "original", "cost": 0.0 }, "winstonai": { "ai_score": 0.02950000000000008, "prediction": "original", "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/image/anonymization/": { "post": { "operationId": "image_anonymization_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**api4ai**|`v1.0.0`|25.0 (per 1000 file)|1 file\n\n\n
\n\n", "summary": "Anonymization", "tags": [ "Anonymization" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageanonymizationimagelandmark_detectionimageexplicit_contentimagedeepfake_detectionImageRequest" }, "examples": { "RequestExample": { "value": { "providers": "api4ai", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imageanonymizationimagelandmark_detectionimageexplicit_contentimagedeepfake_detectionImageRequest" }, "examples": { "RequestExample": { "value": { "providers": "api4ai", "file": "/edenai/edenai/features/image/samples/data/face.jpeg" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageanonymizationResponseModel" }, "examples": { "ResponseExample": { "value": { "api4ai": { "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAs...", "image_resource_url": "https://d14uq1pz7dzsdq.cloudfront.net/e54ff525-de32-486e-aaee-76985aab66ca_.jpeg?Expires=1685362962&Signature=MwURcHrGRk9tdMS06qz-VH~ia9txNZgcbkjXwuLk7uw6yVpl2GRNdj1hwuedJWONL7mNYYdmNHQwLR1NtiIRHqEQtKPWIRU1T7cLnkhPd~Cw5Br7sPBWxUbCBybRwMA6hjxUV4ovOXDcnJwqCr6QNkwvCm7TUdMI8wOgLahnlD9I449vwPCjLKXJeqomc789HQCL-yQ3RdTkMWI0bxKQ9F6IdIJt0l~8KZTkivS9x84HYGHG2GJnCe4pppmu47nYV4cXR~CBAPUpvucz9dHIjUjndiDVvlVmza5cCRtMrtZCZwgEXSP90WDtWGw6LiX65Z1GYbHBBHJMDd8DwdR5~w__&Key-Pair-Id=K1F55BTI9AHGIK", "items": [ { "kind": "Face", "confidence": 0.84765625, "bounding_boxes": { "x_min": 0.2311111111111111, "x_max": 0.0, "y_min": 0.7066666666666667, "y_max": 0.7866666666666666 } } ], "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": "" } } } }, "/image/automl_classification/create_project/": { "post": { "operationId": "image_automl_classification_create_project_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**nyckel**|`v1.0.0`|free|-\n\n\n
\n\n", "summary": "Automl Classification - Create Project", "tags": [ "Automl Classification" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageautoml_classificationcreate_projectAutomlClassificationCreateProjectRequest" }, "examples": { "RequestExample": { "value": { "providers": "nyckel,nyckel,nyckel,nyckel,nyckel" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imageautoml_classificationcreate_projectAutomlClassificationCreateProjectRequest" }, "examples": { "RequestExample": { "value": { "providers": "nyckel,nyckel,nyckel,nyckel,nyckel" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageautoml_classificationResponseModel" }, "examples": { "ResponseExample": { "value": { "nyckel": { "name": "test_project", "project_id": "function_yl5gimjcjazlxsle", "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/image/automl_classification/delete_project/": { "post": { "operationId": "image_automl_classification_delete_project_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**nyckel**|`v1.0.0`|free|-\n\n\n
\n\n", "summary": "Automl Classification - Delete Project", "tags": [ "Automl Classification" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageautoml_classificationdelete_projectAutomlClassificationDeleteRequest" }, "examples": { "RequestExample": { "value": { "providers": "nyckel,nyckel,nyckel,nyckel,nyckel", "project_id": "5d1c7023-c2eb-40ba-a100-e1fdd17cb876" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imageautoml_classificationdelete_projectAutomlClassificationDeleteRequest" }, "examples": { "RequestExample": { "value": { "providers": "nyckel,nyckel,nyckel,nyckel,nyckel", "project_id": "5d1c7023-c2eb-40ba-a100-e1fdd17cb876" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageautoml_classificationResponseModel" }, "examples": { "ResponseExample": { "value": { "nyckel": { "deleted": true, "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": "" } } } }, "/image/automl_classification/list_projects/": { "get": { "operationId": "image_automl_classification_list_projects_retrieve", "description": "List Automl Classification Projects", "summary": "Automl Classification - List Projects", "tags": [ "Automl Classification" ], "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/AutomlClassificationListProjectsResponse" } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/image/automl_classification/predict_async/": { "get": { "operationId": "image_automl_classification_predict_async_retrieve", "description": "Get a list of all jobs launched for this feature. You'll then be able to use the ID of each one to get its status and results.
\n Please note that a **job status doesn't get updated until a get request** is sent.", "summary": "Automl Classification Predict List Job", "tags": [ "Automl Classification" ], "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ListAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "jobs": [ { "providers": "['nyckel', 'nyckel', 'nyckel', 'nyckel', 'nyckel']", "nb": 5, "nb_ok": 5, "public_id": "0106beb2-7c60-4e19-aaeb-d2503fe57677", "state": "finished", "created_at": "2026-09-06T14:04:35.462420" }, { "providers": "['nyckel', 'nyckel', 'nyckel', 'nyckel', 'nyckel']", "nb": 5, "nb_ok": 5, "public_id": "eb5b0a36-d24c-4e77-820f-c1d40648d15c", "state": "finished", "created_at": "2026-09-06T13:04:35.462432" }, { "providers": "['nyckel', 'nyckel', 'nyckel', 'nyckel', 'nyckel']", "nb": 5, "nb_ok": 5, "public_id": "0cd57831-1972-42fc-b47f-eb0698ad945e", "state": "finished", "created_at": "2026-09-06T12:04:35.462439" } ] }, "summary": "Response Example" } } } }, "description": "" } } }, "post": { "operationId": "image_automl_classification_predict_async_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**nyckel**|`v1.0.0`|0.005 (per 1 request)|1 request\n\n\n
\n\n", "summary": "Automl Classification Predict Launch Job", "tags": [ "Automl Classification" ], "requestBody": { "content": { "multipart/form-data": { "schema": { "$ref": "#/components/schemas/AutomlClassificationPredictRequest" }, "examples": { "RequestExample": { "value": { "providers": "nyckel,nyckel,nyckel,nyckel,nyckel", "project_id": "5d1c7023-c2eb-40ba-a100-e1fdd17cb876", "file": "/edenai/edenai/features/image/samples/data/logo_detection.jpeg" }, "summary": "Request Example" } } }, "application/json": { "schema": { "$ref": "#/components/schemas/AutomlClassificationPredictRequest" }, "examples": { "RequestExample": { "value": { "providers": "nyckel,nyckel,nyckel,nyckel,nyckel", "project_id": "5d1c7023-c2eb-40ba-a100-e1fdd17cb876", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/LaunchAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "public_id": "97cfaa9a-ba73-4414-87d8-fb5b7035857b" }, "summary": "Response Example" } } } }, "description": "" } } } }, "/image/automl_classification/predict_async/{public_id}/": { "get": { "operationId": "image_automl_classification_predict_async_retrieve_2", "description": "Get the status and results of an async job given its ID.", "summary": "Automl Classification - Predict Get Job Results", "parameters": [ { "in": "path", "name": "public_id", "schema": { "type": "string" }, "required": true }, { "in": "query", "name": "response_as_dict", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_base_64", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_original_response", "schema": { "type": "boolean", "default": false } } ], "tags": [ "Automl Classification" ], "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageautoml_classificationResponseModel" }, "examples": { "ResponseExample": { "value": { "public_id": "65ab8a5e-dcf8-4876-aeba-b879f208f296", "status": "finished", "error": null, "results": { "nyckel": { "error": null, "id": "ba0774bc-7240-41cf-9e13-a06e0200a1ac", "final_status": "finished", "label": "Cat", "confidence": 0.6333806839081106 } } }, "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": "" } } } }, "/image/automl_classification/train_async/": { "get": { "operationId": "image_automl_classification_train_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": "Automl Classification Train List Job", "tags": [ "Automl Classification" ], "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ListAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "jobs": [ { "providers": "['nyckel', 'nyckel', 'nyckel', 'nyckel', 'nyckel']", "nb": 5, "nb_ok": 5, "public_id": "e6f27003-e21f-40f9-b000-05ee5463204a", "state": "finished", "created_at": "2026-09-06T14:04:35.389947" }, { "providers": "['nyckel', 'nyckel', 'nyckel', 'nyckel', 'nyckel']", "nb": 5, "nb_ok": 5, "public_id": "a04294ce-a93e-489f-8f01-f7a2d95bdd56", "state": "finished", "created_at": "2026-09-06T13:04:35.389966" }, { "providers": "['nyckel', 'nyckel', 'nyckel', 'nyckel', 'nyckel']", "nb": 5, "nb_ok": 5, "public_id": "a449a2a2-5bc2-44d8-86e5-e446dad08324", "state": "finished", "created_at": "2026-09-06T12:04:35.389979" } ] }, "summary": "Response Example" } } } }, "description": "" } } }, "post": { "operationId": "image_automl_classification_train_async_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**nyckel**|`v1.0.0`|free|-\n\n\n
\n\n", "summary": "Automl Classification Train Launch Job", "tags": [ "Automl Classification" ], "requestBody": { "content": { "multipart/form-data": { "schema": { "$ref": "#/components/schemas/AutomlClassificationTrainRequest" }, "examples": { "RequestExample": { "value": { "providers": "nyckel,nyckel,nyckel,nyckel,nyckel", "project_id": "5d1c7023-c2eb-40ba-a100-e1fdd17cb876" }, "summary": "Request Example" } } }, "application/json": { "schema": { "$ref": "#/components/schemas/AutomlClassificationTrainRequest" }, "examples": { "RequestExample": { "value": { "providers": "nyckel,nyckel,nyckel,nyckel,nyckel", "project_id": "5d1c7023-c2eb-40ba-a100-e1fdd17cb876" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/LaunchAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "public_id": "8c67dbc9-1d77-4b6e-b43c-c59f0b174bec" }, "summary": "Response Example" } } } }, "description": "" } } } }, "/image/automl_classification/train_async/{public_id}/": { "get": { "operationId": "image_automl_classification_train_async_retrieve_2", "description": "Get the status and results of an async job given its ID.", "summary": "Automl Classification - Train 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": [ "Automl Classification" ], "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageautoml_classificationResponseModel" }, "examples": { "ResponseExample": { "value": { "public_id": "0144dc12-8f10-4d8f-aee0-6f912bfb7e2d", "status": "finished", "error": null, "results": { "nyckel": { "error": null, "id": "6080ce38-3002-4d72-87ef-378b4239652c", "final_status": "finished", "message": "Model is trained", "name": null, "project_id": "function_yfisrgk70k1iuroq" } } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/image/automl_classification/upload_data_async/": { "get": { "operationId": "image_automl_classification_upload_data_async_retrieve", "description": "Get a list of all jobs launched for this feature. You'll then be able to use the ID of each one to get its status and results.
\n Please note that a **job status doesn't get updated until a get request** is sent.", "summary": "Automl Classification Upload Data List Job", "tags": [ "Automl Classification" ], "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/ListAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "jobs": [ { "providers": "['nyckel', 'nyckel', 'nyckel', 'nyckel', 'nyckel']", "nb": 5, "nb_ok": 5, "public_id": "26a8c00e-0def-4f79-92a7-5cc59a43ccc5", "state": "finished", "created_at": "2026-09-06T14:04:35.291641" }, { "providers": "['nyckel', 'nyckel', 'nyckel', 'nyckel', 'nyckel']", "nb": 5, "nb_ok": 5, "public_id": "06a4d6cd-1f45-463b-b685-fc1c05b2b9fb", "state": "finished", "created_at": "2026-09-06T13:04:35.291660" }, { "providers": "['nyckel', 'nyckel', 'nyckel', 'nyckel', 'nyckel']", "nb": 5, "nb_ok": 5, "public_id": "5e38b0ad-a9ff-4dcc-a38b-814fa0481ed3", "state": "finished", "created_at": "2026-09-06T12:04:35.291675" } ] }, "summary": "Response Example" } } } }, "description": "" } } }, "post": { "operationId": "image_automl_classification_upload_data_async_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**nyckel**|`v1.0.0`|0.0005 (per 1 file)|1 file\n\n\n
\n\n", "summary": "Automl Classification Upload Data Launch Job", "tags": [ "Automl Classification" ], "requestBody": { "content": { "multipart/form-data": { "schema": { "$ref": "#/components/schemas/AutomlClassificationUploadDataRequest" }, "examples": { "RequestExample": { "value": { "providers": "nyckel,nyckel,nyckel,nyckel,nyckel", "file": "/edenai/edenai/features/image/samples/data/logo_detection.jpeg", "label": "Logo", "type_of_data": "TRAINING", "project_id": "5d1c7023-c2eb-40ba-a100-e1fdd17cb876" }, "summary": "Request Example" } } }, "application/json": { "schema": { "$ref": "#/components/schemas/AutomlClassificationUploadDataRequest" }, "examples": { "RequestExample": { "value": { "providers": "nyckel,nyckel,nyckel,nyckel,nyckel", "label": "Logo", "type_of_data": "TRAINING", "project_id": "5d1c7023-c2eb-40ba-a100-e1fdd17cb876", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] }, {} ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/LaunchAsyncJobResponse" }, "examples": { "ResponseExample": { "value": { "public_id": "4fbfa0d4-2517-45b4-b325-3d6ef6f7e473" }, "summary": "Response Example" } } } }, "description": "" } } } }, "/image/automl_classification/upload_data_async/{public_id}/": { "get": { "operationId": "image_automl_classification_upload_data_async_retrieve_2", "description": "Get the status and results of an async job given its ID.", "summary": "Automl Classification - Upload Data Get Job Results", "parameters": [ { "in": "path", "name": "public_id", "schema": { "type": "string" }, "required": true }, { "in": "query", "name": "response_as_dict", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_base_64", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_original_response", "schema": { "type": "boolean", "default": false } } ], "tags": [ "Automl Classification" ], "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageautoml_classificationResponseModel" }, "examples": { "ResponseExample": { "value": { "public_id": "318538a2-bb8d-49f0-b0bc-abeaa72f0a99", "status": "finished", "error": null, "results": { "nyckel": { "error": null, "id": "db4992ae-8ae2-478b-bb49-3b556b13d390", "final_status": "finished", "message": "Data uploaded successfully", "image": 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\n\n", "summary": "Background Removal", "tags": [ "Background Removal" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagebackground_removalBackgroundRemovalRequest" }, "examples": { "RequestExample": { "value": { "providers": "api4ai,photoroom,sentisight,stabilityai,clipdrop,picsart", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imagebackground_removalBackgroundRemovalRequest" }, "examples": { "RequestExample": { "value": { "providers": "api4ai,photoroom,sentisight,stabilityai,clipdrop,picsart", "file": "/edenai/edenai/features/image/samples/data/logo_detection.jpeg" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagebackground_removalResponseModel" }, "examples": { 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"https://d14uq1pz7dzsdq.cloudfront.net/d3a218bd-b4a4-459f-876b-b04281a3d43d_eb1ebd9b-2793-466e-8ce7-fc43b92b8d3e.png?Expires=1700137026&Signature=usE~pIC~nsQ~iK27SBv7FMP4gAbj~~oqhIiHImdNKnQap~vP5g6rEdJaQeXlgE8g~jp4VlqVz26JpfPGGP-bRKxiXPs2ghLNHpPeOGhnuhW7Sd0YGGoradhkW-MWHI6trE08pjd02hMFjCqWEIg0EDpZuVkEVoFHwan~5FNaFAkupLdJihHHECOU8-MIn5-ULcLkkeJD2isDcPB1f0dnuka~pSUXnTcKzddobvmQ5GLuNkdqMONZbWMxv8gOlDpZ-uDyzC4F1cuSNuRMr4rIzSMQBmWExWe-BNb20YWpArJo7ZtGqNo4HFt3AJ-lUcEPAFoPw5VRu0pR9VN8Y9VJfA__&Key-Pair-Id=K1F55BTI9AHGIK", "cost": 0.0 }, "sentisight": { "image_b64": "iVBORw0KGgoAAAANSUhEUgAAAOEAAADhCAYAAAA+s9J6AAEAAElEQVR4nOz...", "image_resource_url": "https://d14uq1pz7dzsdq.cloudfront.net/cc59d81c-6714-476d-8c41-2a0ec484194c_aa532fd1-f836-48a1-98de-80beae4ef82a.png?Expires=1700137310&Signature=k4nu7XUFDogMeKI865B-Oo5YUEaIoDq5dZ2DMEwyi3-DhBuEHMpJJcmWG7VVqL5lA2zA0d0cryNiiMtIcgkknUPmpuxMaZFe715JZ1Hj2MJIB3ezdhQUL1lyX7M~OD52e~rFYOu14NCpWlKof-UECH-v3DxVgJcGs5AsF2ZTyUCWF9itlKhhHDbS2M9rPAqbIT9Ng-MBZ8avLlJINCLN9myxe7AO8up5EV~kDrT0jiqR3WC~nzIw82tKxgAf7ADqUAZwIoN7J6XybTiwTm1cUq0bj8ZOs1WcEnVrbmhYGKoUKc-3lLWaXKJBgYA8Tok~vXxaeSYS7tavDulVszFUyw__&Key-Pair-Id=K1F55BTI9AHGIK", "cost": 0.0 }, "stabilityai": { "image_b64": "iVBORw0KGgoAAAANSUhEUgAAAOEAAADhCAYAAAA+s9J6AAEAAElEQVR4Xpz...", "image_resource_url": "https://d14uq1pz7dzsdq.cloudfront.net/8108c0b3-2d78-425a-9cde-d65e1d60addb_e5eb2acb-d519-4f51-8817-6caddf681cfc.png?Expires=1700818353&Signature=T2K26YQETMFBLClnAc9wY9PrxC-lm7--YpOUmD6VEqXT6hOokq~WJ4jyU85ibvq~IkFzPjrhIv2hb06-N6frPxrtlm8JC133qfR3Qho9JVvGTbKOUXP465uugw0sG8tavTcnm00o31DlYQwY2zl~XfHxRRmnThJmYaRVXqgJgmgIUKFgSrRiqD2DCFAqAWKZeQ2a6r5TLWN4reNrOBXQLW0CO80FJznIVQwdhPIup5DnCFrgbh~4i3P6cdVodD3Icn1zbXNzBvBqBlTF1aDQ3qfS3Nv81EZqEU-kzYoHGaHgAcLHOfMR0cmIyP6zKN7tGnpNJd9gTpkSUqvpk8TDwQ__&Key-Pair-Id=K1F55BTI9AHGIK", "cost": 0.0 }, "clipdrop": { "image_b64": "iVBORw0KGgoAAAANSUhEUgAAAOEAAADhCAYAAAA+s9J6AAEAAElEQVR4Xpz...", "image_resource_url": "https://d14uq1pz7dzsdq.cloudfront.net/e1c478ea-e05f-45c2-86b7-8289bb316680_961bc47a-5b6d-4985-8b98-89714a739323.png?Expires=1714577029&Signature=df2rY23WXTP9FvMTbs~S5Sh5I9PZ62T9g5IDTDBSI7CGkowdpjARrgjcoZ2HmyvUiU9t8LuJJqfK1RVh4as4CKpuSxUG1K52rhi~Sr9rOfCvzosQ5lbPs2vM0y6AhbqEwAYccKRs~BXf2SdfacwUpRzhQRPakE7Q43YPFPff75gFFvcFOuFHVIElKFAUpWqJBigjZP2pTDqUMiawisvWCU2V5HpYzmc-Cf5zDeysVLhU7e4lbvQnyVDfEIwJrsEJZGAin1sLpNRB~iaSQ5Tx0cdj0oYzs-r7AgpoAvKA4G6A8meclG8WaD2r5N7XSZdRE~4OnoOi9H4Nqt4X7m9HaA__&Key-Pair-Id=K1F55BTI9AHGIK", "cost": 0.0 }, "picsart": { "image_b64": "iVBORw0KGgoAAAANSUhEUgAAAOEAAADhCAYAAAA+s9J6AAAACXBIWXMAAAs...", "image_resource_url": "https://cdn.picsart.io/af8ff289-cf65-4fb7-83e9-4e3ac351e7bd.png?type=PNG&to=max&r=0", "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/BadRequest" } } }, "description": "" }, "500": { "content": { "application/json": { "schema": { 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Supported Languages\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**English**|`en`|\n|**French**|`fr`|\n|**German**|`de`|\n|**Italian**|`it`|\n|**Spanish**|`es`|\n\n

Supported Models

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Supported Models

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Default Models\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**openai**|`gpt-4o`|\n\n
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0.7823788076639175 }, "hair": { "hair_color": [], "bald": null, "invisible": null }, "facial_hair": { "moustache": 0.7281935882568359, "beard": 0.9939611053466797, "sideburns": null }, "quality": { "noise": null, "exposure": null, "blur": null, "brightness": 0.7615447998046875, "sharpness": 0.9222801208496094 }, "makeup": { "eye_make": null, "lip_make": null }, "accessories": { "sunglasses": 0.9775999450683593, "reading_glasses": null, "swimming_goggles": null, "face_mask": null, "eyeglasses": 0.9999999237060547, "headwear": null }, "occlusions": { "eye_occluded": null, "forehead_occluded": null, "mouth_occluded": null }, "features": { "eyes_open": 0.0, "smile": 0.0, "mouth_open": 0.0 } } ], "cost": 0.0 }, "api4ai": { "items": [ { "confidence": 0.9920044541358948, "landmarks": { "left_eye": [ 0.5686073875427247, 0.3465519905090332 ], "left_eye_top": [], "left_eye_right": [], "left_eye_bottom": [], "left_eye_left": [], "right_eye": [ 0.764842004776001, 0.3802739334106445 ], "right_eye_top": [], "right_eye_right": [], "right_eye_bottom": [], "right_eye_left": [], "left_eyebrow_left": [], "left_eyebrow_right": [], "left_eyebrow_top": [], "right_eyebrow_left": [], "right_eyebrow_right": [], "left_pupil": [], "right_pupil": [], "nose_tip": [ 0.6892597675323486, 0.48434698820114136 ], "nose_bottom_right": [], "nose_bottom_left": [], "mouth_left": [ 0.5597362375259399, 0.5910256290435791 ], "mouth_right": [ 0.7118245601654053, 0.6196095657348633 ], "right_eyebrow_top": [], "midpoint_between_eyes": [], "nose_bottom_center": [], "nose_left_alar_out_tip": [], "nose_left_alar_top": [], "nose_right_alar_out_tip": [], "nose_right_alar_top": [], "nose_root_left": [], "nose_root_right": [], "upper_lip": [], "under_lip": [], "under_lip_bottom": [], "under_lip_top": [], "upper_lip_bottom": [], "upper_lip_top": [], "mouth_center": [], "mouth_top": [], "mouth_bottom": [], "left_ear_tragion": [], "right_ear_tragion": [], "forehead_glabella": [], "chin_gnathion": [], "chin_left_gonion": [], "chin_right_gonion": [], "upper_jawline_left": [], "mid_jawline_left": [], "mid_jawline_right": [], "upper_jawline_right": [], "left_cheek_center": [], "right_cheek_center": [] }, "emotions": { "joy": null, "sorrow": null, "anger": null, "surprise": null, "disgust": null, "fear": null, "confusion": null, "calm": null, "unknown": null, "neutral": null, "contempt": null }, "poses": { "pitch": null, "roll": null, "yaw": null }, "age": null, "gender": null, "bounding_box": { "x_min": 0.2931367974543039, "x_max": 0.2931367974543039, "y_min": 0.2931367974543039, "y_max": 0.2931367974543039 }, "hair": { "hair_color": [], "bald": null, "invisible": null }, "facial_hair": { "moustache": null, "beard": null, "sideburns": null }, "quality": { "noise": null, "exposure": null, "blur": null, "brightness": null, "sharpness": null }, "makeup": { "eye_make": null, "lip_make": null }, "accessories": { "sunglasses": null, "reading_glasses": null, "swimming_goggles": null, "face_mask": null, "eyeglasses": null, "headwear": null }, "occlusions": { "eye_occluded": null, "forehead_occluded": null, "mouth_occluded": null }, "features": { "eyes_open": null, "smile": null, "mouth_open": null } } ], "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": "" } } } }, "/image/face_recognition/add_face/": { "post": { "operationId": "image_face_recognition_add_face_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**amazon**|`boto3 1.26.8`|1.0 (per 1000 image)|1 image\n\n\n
\n\n", "summary": "Face Recognition - Add Face", "tags": [ "Face Recognition" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageface_recognitionadd_faceFaceRecognitionAddFaceRequest" }, "examples": { "RequestExample": { "value": { "providers": "amazon,amazon,amazon,amazon,amazon,amazon,amazon", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imageface_recognitionadd_faceFaceRecognitionAddFaceRequest" }, "examples": { "RequestExample": { "value": { "providers": "amazon,amazon,amazon,amazon,amazon,amazon,amazon", "file": "/edenai/edenai/features/image/samples/data/face.jpeg" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageface_recognitionResponseModel" }, "examples": { "ResponseExample": { "value": { "amazon": { "face_ids": [ "77aefffe-b35b-4379-912c-2a509d8340f5" ], "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/image/face_recognition/delete_face/": { "post": { "operationId": "image_face_recognition_delete_face_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**amazon**|`boto3 1.26.8`|free|-\n\n\n
\n\n", "summary": "Face Recognition - Delete Face", "tags": [ "Face Recognition" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageface_recognitiondelete_faceFaceRecognitionDeleteFaceRequest" }, "examples": { "RequestExample": { "value": { "providers": "amazon,amazon,amazon,amazon,amazon,amazon,amazon", "face_id": "f73b8ac1-e330-499e-8e6c-897046a36b10" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageface_recognitionResponseModel" }, "examples": { "ResponseExample": { "value": { "amazon": { "deleted": true, "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": "" } } } }, "/image/face_recognition/list_faces/": { "get": { "operationId": "image_face_recognition_list_faces_retrieve", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**amazon**|`boto3 1.26.8`|free|-\n\n\n
\n\n", "summary": "Face Recognition - List Faces", "parameters": [ { "in": "query", "name": "attributes_as_list", "schema": { "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, ...]}``` " }, { "in": "query", "name": "fallback_providers", "schema": { "type": "array", "items": { "type": "string" }, "default": [], "maxItems": 5 }, "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 " }, { "in": "query", "name": "providers", "schema": { "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'**)", "required": true }, { "in": "query", "name": "response_as_dict", "schema": { "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 " }, { "in": "query", "name": "settings", "schema": { "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 " }, { "in": "query", "name": "show_base_64", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_original_response", "schema": { "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." } ], "tags": [ "Face Recognition" ], "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageface_recognitionResponseModel" }, "examples": { "ResponseExample": { "value": { "amazon": { "collection_id": "test_f28ca5a9-48f4-4267-a8a8-1007c0f41f6f", "face_ids": [ "211dbf3e-c258-4e58-8a97-0a886a22900d" ], "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": "" } } } }, "/image/face_recognition/recognize/": { "post": { "operationId": "image_face_recognition_recognize_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**amazon**|`boto3 1.26.8`|1.0 (per 1000 file)|1 file\n\n\n
\n\n", "summary": "Face Recognition - Recognize Face", "tags": [ "Face Recognition" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageface_recognitionrecognizeFaceRecognitionDetectFaceRequest" }, "examples": { "RequestExample": { "value": { "providers": "amazon,amazon,amazon,amazon,amazon,amazon,amazon", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imageface_recognitionrecognizeFaceRecognitionDetectFaceRequest" }, "examples": { "RequestExample": { "value": { "providers": "amazon,amazon,amazon,amazon,amazon,amazon,amazon", "file": "/edenai/edenai/features/image/samples/data/face.jpeg" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageface_recognitionResponseModel" }, "examples": { "ResponseExample": { "value": { "amazon": { "items": [ { "confidence": 1.0, "face_id": "77aefffe-b35b-4379-912c-2a509d8340f5" } ], "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": "" } } } }, "/image/generation/": { "post": { "operationId": "image_generation_create", "description": "
Available Providers\n\n\n\n|Provider|Model|Version|Resolution|Price|Billing unit|\n|----|----|-------|------|-----|------------|\n|**openai**|-|`v1Beta`|`1024x1024`|0.034 (per 1 image)|1 image\n|**openai**|**gpt-image-2**|`v1Beta`|`1024x1024`|0.053 (per 1 image)|1 image\n|**openai**|**gpt-image-1**|`v1Beta`|`1024x1024`|0.042 (per 1 image)|None image\n|**openai**|**gpt-image-1.5**|`v1Beta`|`1024x1024`|0.034 (per 1 image)|None image\n|**openai**|**gpt-image-1-mini**|`v1Beta`|`1024x1024`|0.011 (per 1 image)|None image\n|**stabilityai**|**stable-diffusion-xl-1024-v1-0**|`v1Beta`|`1024x1024`|15.0 (per 1000 image)|1 image\n|**stabilityai**|-|`v1Beta`|`1024x1024`|15.0 (per 1000 image)|1 image\n|**stabilityai**|**stable-diffusion-xl-1024-v1-0**|`v1Beta`|`1152x896`|15.0 (per 1000 image)|1 image\n|**stabilityai**|**stable-diffusion-xl-1024-v1-0**|`v1Beta`|`896x1152`|15.0 (per 1000 image)|1 image\n|**stabilityai**|**stable-diffusion-xl-1024-v1-0**|`v1Beta`|`1216x832`|15.0 (per 1000 image)|1 image\n|**stabilityai**|**stable-diffusion-xl-1024-v1-0**|`v1Beta`|`1344x768`|15.0 (per 1000 image)|1 image\n|**stabilityai**|**stable-diffusion-xl-1024-v1-0**|`v1Beta`|`768x1344`|15.0 (per 1000 image)|1 image\n|**stabilityai**|**stable-diffusion-xl-1024-v1-0**|`v1Beta`|`1536x640`|15.0 (per 1000 image)|1 image\n|**stabilityai**|**stable-diffusion-xl-1024-v1-0**|`v1Beta`|`640x1536`|15.0 (per 1000 image)|1 image\n|**replicate**|**anime-style**|`v1`|`1024x1024`|0.000225 (per 1 exec_time)|1 exec_time\n|**replicate**|**anime-style**|`v1`|`256x256`|0.000225 (per 1 exec_time)|1 exec_time\n|**replicate**|-|`v1`|-|0.000225 (per 1 exec_time)|1 exec_time\n|**replicate**|**classic**|`v1`|`512x512`|0.00115 (per 1 exec_time)|1 exec_time\n|**replicate**|**anime-style**|`v1`|`512x512`|0.000225 (per 1 exec_time)|1 exec_time\n|**replicate**|**vintedois-diffusion**|`v1`|`512x512`|0.000225 (per 1 exec_time)|1 exec_time\n|**replicate**|**vintedois-diffusion**|`v1`|`1024x1024`|0.000225 (per 1 exec_time)|1 exec_time\n|**replicate**|**vintedois-diffusion**|`v1`|`256x256`|0.000225 (per 1 exec_time)|1 exec_time\n|**replicate**|**classic**|`v1`|`1024x1024`|0.00115 (per 1 exec_time)|1 exec_time\n|**replicate**|**classic**|`v1`|`256x256`|0.00115 (per 1 exec_time)|1 exec_time\n|**leonardo**|**Leonardo Phoenix**|`v1`|`1024x1024`|0.017 (per 1 image)|1 image\n|**leonardo**|**Leonardo Phoenix**|`v1`|`512x512`|0.014 (per 1 image)|1 image\n|**leonardo**|**Leonardo Lightning XL**|`v1`|`512x512`|0.011 (per 1 image)|1 image\n|**leonardo**|**Leonardo Lightning XL**|`v1`|`1024x1024`|0.012 (per 1 image)|1 image\n|**leonardo**|**Leonardo Anime XL**|`v1`|`512x512`|0.011 (per 1 image)|1 image\n|**leonardo**|**Leonardo Anime XL**|`v1`|`1024x1024`|0.012 (per 1 image)|1 image\n|**leonardo**|**Leonardo Kino XL**|`v1`|`512x512`|0.014 (per 1 image)|1 image\n|**leonardo**|**Leonardo Kino XL**|`v1`|`1024x1024`|0.017 (per 1 image)|1 image\n|**leonardo**|**Leonardo Vision XL**|`v1`|`512x512`|0.014 (per 1 image)|1 image\n|**leonardo**|**Leonardo Vision XL**|`v1`|`1024x1024`|0.017 (per 1 image)|1 image\n|**leonardo**|**Leonardo Diffusion XL**|`v1`|`512x512`|0.014 (per 1 image)|1 image\n|**leonardo**|**Leonardo Diffusion XL**|`v1`|`1024x1024`|0.017 (per 1 image)|1 image\n|**leonardo**|**AlbedoBase XL**|`v1`|`512x512`|0.014 (per 1 image)|1 image\n|**leonardo**|**AlbedoBase XL**|`v1`|`1024x1024`|0.017 (per 1 image)|1 image\n|**leonardo**|**SDXL 0.9**|`v1`|`512x512`|0.014 (per 1 image)|1 image\n|**leonardo**|**SDXL 0.9**|`v1`|`1024x1024`|0.017 (per 1 image)|1 image\n|**leonardo**|-|`v1`|`512x512`|0.014 (per 1 image)|1 image\n|**leonardo**|-|`v1`|`1024x1024`|0.017 (per 1 image)|1 image\n|**leonardo**|**AlbedoBase XL**|`v1`|-|0.017 (per 1 image)|1 image\n|**minimax**|**image-01**|`v1`|-|0.0035 (per 1 image)|1 image\n|**minimax**|-|`v1`|-|0.0035 (per 1 image)|1 image\n|**bytedance**|**seedream-5-0-260128**|`v3`|-|0.035 (per 1 image)|1 image\n|**bytedance**|**seedream-4-0-250828**|`v3`|-|0.03 (per 1 request)|1 request\n|**bytedance**|**seedream-4-5-251128**|`v3`|-|0.03 (per 1 request)|1 request\n|**bytedance**|-|`v3`|-|0.03 (per 1 request)|1 request\n|**google**|-|`v1`|-|0.04 (per 1 image)|1 image\n|**google**|**gemini-2.5-flash-image**|`v1`|-|0.039 (per 1 image)|1 image\n|**google**|**imagen-3.0-capability-001**|`v1`|-|0.04 (per 1 image)|1 image\n|**google**|**imagen-4.0-ultra-generate-001**|`v1`|-|0.06 (per 1 image)|1 image\n|**google**|**imagen-4.0-fast-generate-001**|`v1`|-|0.02 (per 1 image)|1 image\n|**google**|**imagen-3.0-generate-002**|`v1`|-|0.04 (per 1 image)|1 image\n|**google**|**imagen-3.0-generate-001**|`v1`|-|0.04 (per 1 image)|1 image\n|**google**|**imagen-3.0-fast-generate-001**|`v1`|-|0.02 (per 1 image)|1 image\n|**google**|**gemini-3-pro-image-preview**|`v1`|-|0.039 (per 1 image)|1 image\n\n\n
\n\n

Supported Models

\n\n
Default Models\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**openai**|`gpt-image-1.5`|\n|**stabilityai**|`stable-diffusion-xl-1024-v1-0`|\n|**replicate**|`classic`|\n|**leonardo**|`Leonardo Phoenix`|\n|**minimax**|`image-01`|\n|**bytedance**|`seedream-4-0-250828`|\n|**google**|`gemini-3.1-flash-image`|\n\n
", "summary": "Image generation", "tags": [ "Generation" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagegenerationGenerationRequest" }, "examples": { "RequestExample": { "value": { "providers": "minimax,bytedance,replicate,stabilityai,openai,google,leonardo", "text": "A huge red ballon flying outside the city.", "resolution": "512x512", "num_images": 2 }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagegenerationResponseModel" }, "examples": { "ResponseExample": { "value": { "minimax": { "items": [ { "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAIBAQEBAQIBAQECAgICAgQDAgI...", "image_resource_url": "https://d14uq1pz7dzsdq.cloudfront.net/434fe3c4-c8c6-4bfb-9bf1-23a7474fbaa7_.png?Expires=1751877975&Signature=gLlPAazpt5yz3ugjfJ2bbBWs1V8Y57nzuOTm0DacR3JuPQJvOsZ6ElSmS3ra1E~Rq63CsUAtVOz3jsH-OEPgTz9yvZDDr1LSVMjOc18UAP1i~iOzBENC60w29fqe9C92vYX232LTuPYibGKNgn1n6uLGgeUhdap0680DQjlOhdlyeAa386thj1nUzlcA7WXfWjjWvhLreG1FbIBsZlXspMOijwWtiQp6O4i~YN4pcG8mTj85ME4xTztStQAw14nj4nf1AYCr1o1AeqoGs9Trs4EzmbkfmMkbaPWgEVdx8KxS0apssiB-QY5PfdYGFwE2gzydq8O0G92Bqhmwt7lFkw__&Key-Pair-Id=K1F55BTI9AHGIK" } ], "usage": null, "cost": 0.0 }, "bytedance": { "items": [ { "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/4QBjRXhpZgAATU0AKgAAAAgAAQE7AAI...", "image_resource_url": "https://d14uq1pz7dzsdq.cloudfront.net/afb83616-50ec-418c-a338-c695f6d71875_.png?Expires=1752158179&Signature=c4qssfskPiNq6Vgy4AqpV3yX9ShZPrhCc5~27Afp-nHqBGElSDSS8ffD0z0Xq~AdXBm6W8TNMCceVYP2rTC10QDt-8JB9jIWJdWegHFHPccZRmFX7BzrTgFusaAo3k16siIr26frVW5S7wnPhh7znVCoQO6QTRLOuvgm0Na-DT9fcN8t3cmEz2byBNtsbGcm09-uYNSV2-7yoffIRmbGDu~lpnMTqlI--adCqZyIwjZt9OKMfvMHSofl3B8XlIVtMu6J3-6oAnCtoE36idbrkxEiY~cKyRay5UEflHVijR4VvvsvaOWcLpgZpc~sfJl~CD7FzKMBL7J2e2U76mRsIQ__&Key-Pair-Id=K1F55BTI9AHGIK" } ], "usage": null, "cost": 0.0 }, "replicate": { "items": [ { "image": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAIAAAB7GkOtAAEAAElEQVR4nKz...", "image_resource_url": "https://replicate.delivery/pbxt/N8YZSDak4f09EqPuBPSlrO1fZaZba1WMDN1YxwjxQTVjBTzRA/out-0.png" } ], "cost": 0.0 }, "stabilityai": { "items": [ { "image": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAIAAAB7GkOtAAFF12NhQlgAAUX...", "image_resource_url": 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"input_tokens": 0, "input_tokens_details": { "image_tokens": 0, "text_tokens": 0 }, "output_tokens": 0 }, "cost": 0.0 }, "leonardo": { "items": [ { "image": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQE...", "image_resource_url": "https://cdn.leonardo.ai/users/c43daf63-80d2-464d-90ed-b15598d10a90/generations/74f1debc-addd-435c-8319-e8ebfa6bf4a0/Leonardo_Phoenix_An_orange_cat_on_a_ball_0.jpg" } ], "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": "" } } } }, "/image/landmark_detection/": { "post": { "operationId": "image_landmark_detection_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**google**|`v1`|1.5 (per 1000 file)|1 file\n|**microsoft**|`v3.2`|1.0 (per 1000 file)|1 file\n\n\n
\n\n", "summary": "Landmark Detection", "tags": [ "Landmark Detection" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageanonymizationimagelandmark_detectionimageexplicit_contentimagedeepfake_detectionImageRequest" }, "examples": { "RequestExample": { "value": { "providers": "google,microsoft", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imageanonymizationimagelandmark_detectionimageexplicit_contentimagedeepfake_detectionImageRequest" }, "examples": { "RequestExample": { "value": { "providers": "google,microsoft", "file": "/edenai/edenai/features/image/samples/data/landmark.jpeg" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagelandmark_detectionResponseModel" }, "examples": { "ResponseExample": { "value": { "google": { "items": [ { "description": "Saint Basil's Cathedral", "confidence": 0.92191577, "bounding_box": [ { "x": 73, "y": 175 }, { "x": 410, "y": 175 }, { "x": 410, "y": 404 }, { "x": 73, "y": 404 } ], "locations": [ { "lat_lng": { "latitude": 55.752912, "longitude": 37.622315883636475 } } ] }, { "description": "St. Basil's Cathedral", "confidence": 0.85232186, "bounding_box": [ { "x": 161, "y": 73 }, { "x": 410, "y": 73 }, { "x": 410, "y": 407 }, { "x": 161, "y": 407 } ], "locations": [ { "lat_lng": { "latitude": 55.752522899999995, "longitude": 37.623086799999996 } } ] } ], "cost": 0.0 }, "microsoft": { "items": [ { "description": "Saint Basil's Cathedral", "confidence": 0.9888749122619629, "bounding_box": [], "locations": [] } ], "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": "" } } } }, "/image/logo_detection/": { "post": { "operationId": "image_logo_detection_create", "description": "
Available Providers\n\n\n\n|Provider|Model|Version|Price|Billing unit|\n|----|----|-------|-----|------------|\n|**google**|-|`v1`|1.5 (per 1000 file)|1 file\n|**microsoft**|-|`v3.2`|1.0 (per 1000 file)|1 file\n|**api4ai**|-|`v1.0.0`|0.25 (per 1000 file)|1 file\n|**api4ai**|**v1**|`v1.0.0`|0.25 (per 1000 file)|1 file\n|**api4ai**|**v2**|`v1.0.0`|0.25 (per 1000 file)|1 file\n|**openai**|-|`v1`|24.0 (per 1000 file)|1 file\n|**openai**|**gpt-4o**|`v1`|24.0 (per 1000 file)|1 file\n|**openai**|**gpt-4-turbo**|`v1`|48.0 (per 1000 file)|1 file\n\n\n
\n\n

Supported Models

\n\n
Default Models\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**api4ai**|`v2`|\n|**openai**|`gpt-4o`|\n\n
", "summary": "Logo Detection", "tags": [ "Logo Detection" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagelogo_detectionLogoDetectionRequest" }, "examples": { "RequestExample": { "value": { "providers": "google,microsoft,api4ai,openai", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imagelogo_detectionLogoDetectionRequest" }, "examples": { "RequestExample": { "value": { "providers": "google,microsoft,api4ai,openai", "file": "/edenai/edenai/features/image/samples/data/logo_detection.jpeg" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagelogo_detectionResponseModel" }, "examples": { "ResponseExample": { "value": { "google": { "items": [], "cost": 0.0 }, "microsoft": { "items": [ { "bounding_poly": { "vertices": [ { "x": 301.0, "y": 124.0 }, { "x": 543.0, "y": 124.0 }, { "x": 543.0, "y": 400.0 }, { "x": 301.0, "y": 400.0 } ] }, "description": "Apple", "score": 0.891 } ], "cost": 0.0 }, "api4ai": { "items": [ { "bounding_poly": { "vertices": [ { "x": 0.0, "y": 0.11240538954734802 }, { "x": 0.997164249420166, "y": 0.11240538954734802 }, { "x": 0.997164249420166, "y": 0.6311928331851959 }, { "x": 0.0, "y": 0.6311928331851959 } ] }, "description": "Yahoo", "score": 0.8487341403961182 }, { "bounding_poly": { "vertices": [ { "x": 0.0, "y": 0.10130736231803894 }, { "x": 1.0, "y": 0.10130736231803894 }, { "x": 1.0, "y": 0.6678279936313629 }, { "x": 0.0, "y": 0.6678279936313629 } ] }, "description": "Unicef", "score": 0.1362941861152649 } ], "cost": 0.0 }, "openai": { "items": [ { "bounding_poly": { "vertices": [ { "x": 0.0, "y": 0.0 }, { "x": 40.0, "y": 0.0 }, { "x": 40.0, "y": 40.0 }, { "x": 0.0, "y": 40.0 } ] }, "description": "Facebook", "score": 0.99 }, { "bounding_poly": { "vertices": [ { "x": 60.0, "y": 0.0 }, { "x": 100.0, "y": 0.0 }, { "x": 100.0, "y": 40.0 }, { "x": 60.0, "y": 40.0 } ] }, "description": "Apple", "score": 0.99 }, { "bounding_poly": { "vertices": [ { "x": 120.0, "y": 0.0 }, { "x": 160.0, "y": 0.0 }, { "x": 160.0, "y": 40.0 }, { "x": 120.0, "y": 40.0 } ] }, "description": "Amazon", "score": 0.99 }, { "bounding_poly": { "vertices": [ { "x": 180.0, "y": 0.0 }, { "x": 220.0, "y": 0.0 }, { "x": 220.0, "y": 40.0 }, { "x": 180.0, "y": 40.0 } ] }, "description": "Netflix", "score": 0.99 }, { "bounding_poly": { "vertices": [ { "x": 240.0, "y": 0.0 }, { "x": 280.0, "y": 0.0 }, { "x": 280.0, "y": 40.0 }, { "x": 240.0, "y": 40.0 } ] }, "description": "Google", "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": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/image/object_detection/": { "post": { "operationId": "image_object_detection_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**amazon**|`boto3 (v1.15.18)`|1.0 (per 1000 file)|1 file\n|**api4ai**|`1.9.2`|0.5 (per 1000 file)|1 file\n|**google**|`v1`|2.25 (per 1000 file)|1 file\n|**microsoft**|`v3.2`|1.0 (per 1000 file)|1 file\n|**sentisight**|`v3.3.1`|0.75 (per 1000 file)|1 file\n\n\n
\n\n", "summary": "Object Detection", "tags": [ "Object Detection" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageobject_detectionObjectDetectionRequest" }, "examples": { "RequestExample": { "value": { "providers": "amazon,google,api4ai,microsoft,sentisight", "file_url": "http://edenai-resource-example.png" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imageobject_detectionObjectDetectionRequest" }, "examples": { "RequestExample": { "value": { "providers": "amazon,google,api4ai,microsoft,sentisight", "file": "/edenai/edenai/features/image/samples/data/objects.png" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imageobject_detectionResponseModel" }, "examples": { "ResponseExample": { "value": { "amazon": { "items": [ { "label": "Living Room", "confidence": 1.0, "x_min": null, "x_max": null, "y_min": null, "y_max": null }, { "label": "Furniture", "confidence": 1.0, "x_min": null, "x_max": null, "y_min": null, "y_max": null }, { "label": "Indoors", "confidence": 1.0, "x_min": null, "x_max": null, "y_min": null, "y_max": null }, { "label": "Room", "confidence": 1.0, "x_min": null, "x_max": null, "y_min": null, "y_max": null }, { "label": "Building", "confidence": 1.0, "x_min": null, "x_max": null, "y_min": null, "y_max": null }, { "label": "Architecture", "confidence": 1.0, "x_min": null, "x_max": null, "y_min": null, "y_max": null }, { "label": "Couch", "confidence": 0.9999996948242188, "x_min": null, "x_max": null, "y_min": null, "y_max": null }, { "label": "Interior Design", "confidence": 0.999984130859375, "x_min": null, "x_max": null, "y_min": null, "y_max": null }, { "label": "Table", "confidence": 0.9944863891601563, "x_min": null, "x_max": null, "y_min": null, "y_max": null }, { "label": "Cushion", "confidence": 0.9899651336669922, "x_min": null, "x_max": null, "y_min": null, "y_max": null } ], "cost": 0.0 }, "google": { "items": [ { "label": "Couch", "confidence": 0.87114835, "x_min": 0.66105765, "x_max": 0.9353079, "y_min": 0.5171873, "y_max": 0.91517144 }, { "label": "Couch", "confidence": 0.8493409, "x_min": 0.3995088, "x_max": 0.65442437, "y_min": 0.4860921, "y_max": 0.6775963 }, { "label": "Person", "confidence": 0.84032625, "x_min": 0.642284, "x_max": 0.8311648, "y_min": 0.46736634, "y_max": 0.77956 }, { "label": "Lighting", "confidence": 0.679412, "x_min": 0.27088618, "x_max": 0.33400524, "y_min": 0.24709482, "y_max": 0.5099434 }, { "label": "Lighting", "confidence": 0.67128795, "x_min": 0.6391575, "x_max": 0.73852676, "y_min": 0.29109618, "y_max": 0.532905 }, { "label": "Table", "confidence": 0.5540873, "x_min": 0.3807793, "x_max": 0.6623654, "y_min": 0.63843435, "y_max": 0.9065644 } ], "cost": 0.0 }, "api4ai": { "items": [ { "label": "person", "confidence": 0.659053385257721, "x_min": 0.6336137056350708, "x_max": 0.827919602394104, "y_min": 0.4696902632713318, "y_max": 0.7678610384464264 }, { "label": "couch", "confidence": 0.455354243516922, "x_min": 0.4121762216091156, "x_max": 0.6568307876586914, "y_min": 0.4908463656902313, "y_max": 0.6873724162578583 }, { "label": "book", "confidence": 0.439803808927536, "x_min": 0.4353419542312622, "x_max": 0.49192070960998535, "y_min": 0.6771218180656433, "y_max": 0.7233667559921741 }, { "label": "couch", "confidence": 0.42072421312332153, "x_min": 0.6839652061462402, "x_max": 0.949138879776001, "y_min": 0.513281524181366, "y_max": 0.9183924198150635 }, { "label": "book", "confidence": 0.3950415849685669, "x_min": 0.515918493270874, "x_max": 0.5847917795181274, "y_min": 0.659927248954773, "y_max": 0.7150227092206478 } ], "cost": 0.0 }, "microsoft": { "items": [ { "label": "couch", "confidence": 0.771, "x_min": 0.4140625, "x_max": 0.6510416666666666, "y_min": 0.5120370370370371, "y_max": 0.6990740740740741 }, { "label": "person", "confidence": 0.71, "x_min": 0.6541666666666667, "x_max": 0.840625, "y_min": 0.46944444444444444, "y_max": 0.7518518518518519 }, { "label": "couch", "confidence": 0.699, "x_min": 0.6692708333333334, "x_max": 0.9359375, "y_min": 0.5055555555555555, "y_max": 0.925 } ], "cost": 0.0 }, "sentisight": { "items": [ { "label": "Couch", "confidence": 0.8370000000000001, "x_min": 0.6567708333333333, "x_max": 0.9416666666666667, "y_min": 0.5435185185185185, "y_max": 0.9120370370370371 }, { "label": "Coffee table", "confidence": 0.8009999999999999, "x_min": 0.3875, "x_max": 0.6625, "y_min": 0.6444444444444445, "y_max": 0.9407407407407408 }, { "label": "House", "confidence": 0.759, "x_min": 0.058333333333333334, "x_max": 0.9489583333333333, "y_min": 0.08981481481481482, "y_max": 0.9546296296296296 }, { "label": "Couch", "confidence": 0.639, "x_min": 0.6109375, "x_max": 0.9104166666666667, "y_min": 0.5018518518518519, "y_max": 0.8185185185185185 }, { "label": "Woman", "confidence": 0.595, "x_min": 0.6489583333333333, "x_max": 0.8432291666666667, "y_min": 0.45925925925925926, "y_max": 0.7916666666666666 }, { "label": "Bed", "confidence": 0.58, "x_min": 0.375, "x_max": 0.6645833333333333, "y_min": 0.5111111111111111, "y_max": 0.8666666666666667 }, { "label": "Furniture", "confidence": 0.535, "x_min": 0.09583333333333334, "x_max": 0.3307291666666667, "y_min": 0.45, "y_max": 0.9027777777777778 }, { "label": "Clothing", "confidence": 0.493, "x_min": 0.6770833333333334, "x_max": 0.8291666666666667, "y_min": 0.5268518518518519, "y_max": 0.7425925925925926 }, { "label": "Elephant", "confidence": 0.358, "x_min": 0.16041666666666668, "x_max": 0.2609375, "y_min": 0.07962962962962963, "y_max": 0.2759259259259259 } ], "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": "" } } } }, "/image/question_answer/": { "post": { "operationId": "image_question_answer_create", "description": "
Available Providers\n\n\n\n|Provider|Model|Version|Price|Billing unit|\n|----|----|-------|-----|------------|\n|**openai**|**gpt-4-turbo**|`v1`|30.0 (per 1000000 token)|1 token\n|**openai**|**gpt-4o-2024-08-06**|`v1`|10.0 (per 1000000 token)|1 token\n|**openai**|**gpt-4.1-2025-04-14**|`v1`|8.0 (per 1000000 token)|1 token\n|**openai**|**gpt-5**|`v1`|10.0 (per 1000000 token)|1 token\n|**openai**|**o1**|`v1`|60.0 (per 1000000 token)|1 token\n|**openai**|**o1-mini**|`v1`|12.0 (per 1000000 token)|1 token\n|**openai**|**gpt-4o**|`v1`|10.0 (per 1000000 token)|1 token\n|**openai**|**gpt-4o-mini**|`v1`|0.6 (per 1000000 token)|1 token\n|**google**|**gemini-1.5-pro**|`v1`|10.0 (per 1000000 token)|1 token\n|**google**|**gemini-2.5-flash**|`v1`|2.5 (per 1000000 token)|1 token\n|**google**|**gemini-2.5-pro**|`v1`|15.0 (per 1000000 token)|1 token\n|**google**|**gemini-2.0-flash**|`v1`|0.4 (per 1000000 token)|1 token\n|**google**|**gemini-1.5-flash**|`v1`|0.6 (per 1000000 token)|1 token\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|**Spanish**|`es`|\n\n

Supported Models

\n\n
Default Models\n\n\n\n\n\n|Name|Value|\n|----|-----|\n|**openai**|`gpt-4o`|\n|**google**|`gemini-2.5-pro`|\n\n
", "summary": "Question Answer", "tags": [ "Question Answer" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagequestion_answerQuestionAnswerRequest" }, "examples": { "RequestExample": { "value": { "providers": "openai,google", "question": "What are the logos on the image ?", "temperature": 0, "max_tokens": 64, "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imagequestion_answerQuestionAnswerRequest" }, "examples": { "RequestExample": { "value": { "providers": "openai,google", "file": "/edenai/edenai/features/image/samples/data/logo_detection.jpeg", "question": "What are the logos on the image ?", "temperature": 0, "max_tokens": 64 }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagequestion_answerResponseModel" }, "examples": { "ResponseExample": { "value": { "openai": { "answers": [ "Logos - Facebook, Apple, Amazon, Netflix, Google" ], "usage": { "completion_tokens": 19, "prompt_tokens": 1659, "total_tokens": 1678, "completion_tokens_details": { "accepted_prediction_tokens": 0, "audio_tokens": 0, "reasoning_tokens": 0, "rejected_prediction_tokens": 0 }, "prompt_tokens_details": { "audio_tokens": 0, "cached_tokens": 0 } }, "cost": 0.0 }, "google": { "answers": [ "Logo - Facebook, Apple, Amazon, Netflix, and Google" ], "usage": { "completion_tokens": 17, "prompt_tokens": 770, "total_tokens": 787, "completion_tokens_details": null, "prompt_tokens_details": null }, "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/image/search/delete_image/": { "post": { "operationId": "image_search_delete_image_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**sentisight**|`v3.3.1`|free|-\n|**nyckel**|`v1.0.0`|free|-\n\n\n
\n\n", "summary": "Search - Delete phase", "tags": [ "Search" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagesearchdelete_imageDeleteImageRequest" }, "examples": { "RequestExample": { "value": { "providers": "sentisight,sentisight,sentisight,sentisight,sentisight,nyckel,nyckel,nyckel,nyckel,nyckel", "image_name": "test.jpg", "project_id": "42874" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imagesearchdelete_imageDeleteImageRequest" }, "examples": { "RequestExample": { "value": { "providers": "sentisight,sentisight,sentisight,sentisight,sentisight,nyckel,nyckel,nyckel,nyckel,nyckel", "image_name": "test.jpg", "project_id": "42874" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagesearchResponseModel" }, "examples": { "ResponseExample": { "value": { "sentisight": { "status": "success", "cost": 0.0 }, "nyckel": { "status": "success", "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": "" } } } }, "/image/search/get_image/": { "get": { "operationId": "image_search_get_image_retrieve", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**sentisight**|`v3.3.1`|free|-\n|**nyckel**|`v1.0.0`|free|-\n\n\n
\n\n", "summary": "Search - get image", "parameters": [ { "in": "query", "name": "attributes_as_list", "schema": { "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, ...]}``` " }, { "in": "query", "name": "fallback_providers", "schema": { "type": "array", "items": { "type": "string" }, "default": [], "maxItems": 5 }, "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 " }, { "in": "query", "name": "image_name", "schema": { "type": "string", "minLength": 1 }, "required": true }, { "in": "query", "name": "providers", "schema": { "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'**)", "required": true }, { "in": "query", "name": "response_as_dict", "schema": { "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 " }, { "in": "query", "name": "settings", "schema": { "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 " }, { "in": "query", "name": "show_base_64", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_original_response", "schema": { "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." } ], "tags": [ "Search" ], "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagesearchResponseModel" }, "examples": { "ResponseExample": { "value": { "sentisight": { "image": "b'\\xff\\xd8\\xff\\xe0\\x00\\x10JFIF\\x00\\x01\\x02\\x00\\x00\\x01\\x00\\x01\\x00\\x00\\xff\\xdb\\x00C\\x00\\x08\\x06\\x06\\x07\\x06\\x05\\x08\\x07\\x07\\x07\\t\\t\\x08\\n\\x0c\\x14\\r\\x0c\\x0b\\x0b\\x0c\\x19\\x12\\x13\\x0f\\x14\\x1d\\x1a\\x1f\\x1e\\x1d\\x1a\\x1c\\x1c $.\\' 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"cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": "" } } } }, "/image/search/get_images/": { "get": { "operationId": "image_search_get_images_retrieve", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**sentisight**|`v3.3.1`|free|-\n|**nyckel**|`v1.0.0`|free|-\n\n\n
\n\n", "summary": "Search - list all images", "parameters": [ { "in": "query", "name": "attributes_as_list", "schema": { "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, ...]}``` " }, { "in": "query", "name": "fallback_providers", "schema": { "type": "array", "items": { "type": "string" }, "default": [], "maxItems": 5 }, "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 " }, { "in": "query", "name": "providers", "schema": { "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'**)", "required": true }, { "in": "query", "name": "response_as_dict", "schema": { "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 " }, { "in": "query", "name": "settings", "schema": { "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 " }, { "in": "query", "name": "show_base_64", "schema": { "type": "boolean", "default": true } }, { "in": "query", "name": "show_original_response", "schema": { "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." } ], "tags": [ "Search" ], "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagesearchResponseModel" }, "examples": { "ResponseExample": { "value": { "sentisight": { "list_images": [ { "image_name": "test_18.jpg" }, { "image_name": "test_17.jpg" }, { "image_name": "test_16.jpg" }, { "image_name": "test_15.jpg" }, { "image_name": "test_14.jpg" }, { "image_name": "test_13.jpg" }, { "image_name": "test_12.jpg" }, { "image_name": "test_11.jpg" }, { "image_name": "test_10.jpg" }, { "image_name": "test_9.jpg" } ], "cost": 0.0 }, "nyckel": { "list_images": [ { "image_name": "test.jpg" } ], "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": "" } } } }, "/image/search/launch_similarity/": { "post": { "operationId": "image_search_launch_similarity_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**sentisight**|`v3.3.1`|0.75 (per 1000 file)|1 file\n|**nyckel**|`v1.0.0`|1.0 (per 1000 file)|1 file\n\n\n
\n\n", "summary": "Search - launch similarity", "tags": [ "Search" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagesearchlaunch_similaritySearchImageRequest" }, "examples": { "RequestExample": { "value": { "providers": "sentisight,sentisight,sentisight,sentisight,sentisight,nyckel,nyckel,nyckel,nyckel,nyckel", "n": 5, "project_id": "42874", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imagesearchlaunch_similaritySearchImageRequest" }, "examples": { "RequestExample": { "value": { "providers": "sentisight,sentisight,sentisight,sentisight,sentisight,nyckel,nyckel,nyckel,nyckel,nyckel", "file": "/edenai/edenai/features/image/samples/data/logo_detection.jpeg", "n": 5, "project_id": "42874" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagesearchResponseModel" }, "examples": { "ResponseExample": { "value": { "sentisight": { "items": [ { "image_name": "test_99.jpg", "score": 92.9 }, { "image_name": "test_6.jpg", "score": 92.9 }, { "image_name": "test_135.jpg", "score": 92.9 }, { "image_name": "test_174.jpg", "score": 92.9 }, { "image_name": "test_212.jpg", "score": 92.9 }, { "image_name": "test_290.jpg", "score": 92.9 }, { "image_name": "test_329.jpg", "score": 92.9 }, { "image_name": "test_251.jpg", "score": 92.9 }, { "image_name": "test_91.jpg", "score": 92.9 }, { "image_name": "test_213.jpg", "score": 92.9 } ], "cost": 0.0 }, "nyckel": { "items": [], "cost": 0.0 } }, "summary": "Response Example" } } } }, "description": "" }, "400": { "content": { "application/json": { "schema": { "$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": { "$ref": "#/components/schemas/NotFoundResponse" } } }, "description": "" } } } }, "/image/search/upload_image/": { "post": { "operationId": "image_search_upload_image_create", "description": "
Available Providers\n\n\n\n|Provider|Version|Price|Billing unit|\n|----|-------|-----|------------|\n|**sentisight**|`v3.3.1`|0.75 (per 1000 file)|1 file\n|**nyckel**|`v1.0.0`|0.5 (per 1000 file)|1 file\n\n\n
\n\n", "summary": "Search - Upload Phase", "tags": [ "Search" ], "requestBody": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagesearchupload_imageUploadImageRequest" }, "examples": { "RequestExample": { "value": { "providers": "sentisight,sentisight,sentisight,sentisight,sentisight,nyckel,nyckel,nyckel,nyckel,nyckel", "image_name": "test.jpg", "project_id": "42874", "file_url": "http://edenai-resource-example.jpg" }, "summary": "Request Example" } } }, "multipart/form-data": { "schema": { "$ref": "#/components/schemas/imagesearchupload_imageUploadImageRequest" }, "examples": { "RequestExample": { "value": { "providers": "sentisight,sentisight,sentisight,sentisight,sentisight,nyckel,nyckel,nyckel,nyckel,nyckel", "file": "/edenai/edenai/features/image/samples/data/logo_detection.jpeg", "image_name": "test.jpg", "project_id": "42874" }, "summary": "Request Example" } } } }, "required": true }, "security": [ { "FeatureApiAuth": [] } ], "responses": { "200": { "content": { "application/json": { "schema": { "$ref": "#/components/schemas/imagesearchResponseModel" }, "examples": { "ResponseExample": { "value": { "sentisight": { "status": "success", "cost": 0.0 }, "nyckel": { "status": "success", "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": { "AnonymizationBoundingBox": { "properties": { "x_min": { "title": "X Min", "type": "integer" }, "x_max": { "title": "X Max", "type": "integer" }, "y_min": { "title": "Y Min", "type": "integer" }, "y_max": { "title": "Y Max", "type": "integer" } }, "required": [ "x_min", "x_max", "y_min", "y_max" ], "title": "AnonymizationBoundingBox", "type": "object" }, "AnonymizationItem": { "properties": { "kind": { "title": "Kind", "type": "string" }, "confidence": { "title": "Confidence", "type": "integer" }, "bounding_boxes": { "$ref": "#/components/schemas/AnonymizationBoundingBox" } }, "required": [ "kind", "confidence", "bounding_boxes" ], "title": "AnonymizationItem", "type": "object" }, "AsyncJobList": { "type": "object", "properties": { "providers": { "type": "string" }, "nb": { "type": "integer" }, "nb_ok": { "type": "integer" }, "public_id": { "type": "string", "format": "uuid" }, "state": { "$ref": "#/components/schemas/StateEnum" }, "created_at": { "type": "string", "format": "date-time" } }, "required": [ "created_at", "nb", "nb_ok", "providers", "public_id", "state" ] }, "AutomlClassificationListProjectsResponse": { "properties": { "projects": { "items": { "$ref": "#/components/schemas/AutomlClassificationProject" }, "title": "Projects", "type": "array" } }, "required": [ "projects" ], "title": "AutomlClassificationListProjectsResponse", "type": "object" }, "AutomlClassificationPredictRequest": { "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 }, "project_id": { "type": "string", "minLength": 1, "description": "The id of project", "maxLength": 250 }, "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." } }, "required": [ "project_id", "providers" ] }, "AutomlClassificationProject": { "properties": { "project_id": { "format": "uuid", "title": "Project Id", "type": "string" }, "name": { "title": "Name", "type": "string" }, "provider": { "title": "Provider", "type": "string" } }, "required": [ "project_id", "name", "provider" ], "title": "AutomlClassificationProject", "type": "object" }, "AutomlClassificationTrainRequest": { "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 }, "project_id": { "type": "string", "minLength": 1, "description": "The id of project", "maxLength": 250 } }, "required": [ "project_id", "providers" ] }, "AutomlClassificationUploadDataRequest": { "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 }, "project_id": { "type": "string", "minLength": 1, "description": "The id of project", "maxLength": 250 }, "label": { "type": "string", "minLength": 1, "description": "Label of the image", "maxLength": 200 }, "type_of_data": { "allOf": [ { "$ref": "#/components/schemas/TypeOfDataEnum" } ], "description": "Type of data : TRAINING or TEST\n\n* `TRAINING` - TRAINING\n* `TEST` - TEST" }, "file": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." } }, "required": [ "label", "project_id", "providers", "type_of_data" ] }, "BadRequest": { "type": "object", "properties": { "error": { "$ref": "#/components/schemas/NestedBadRequest" } }, "required": [ "error" ] }, "CategoryType": { "description": "This enum are used to categorize the explicit content extracted from the text", "enum": [ "Toxic", "Content", "Sexual", "Violence", "DrugAndAlcohol", "Finance", "HateAndExtremism", "Safe", "Other" ], "title": "CategoryType", "type": "string" }, "EmbeddingDataClass": { "properties": { "embedding": { "items": { "type": "integer" }, "title": "Embedding", "type": "array" } }, "required": [ "embedding" ], "title": "EmbeddingDataClass", "type": "object" }, "Error": { "type": "object", "properties": { "error": { "$ref": "#/components/schemas/NestedError" } }, "required": [ "error" ] }, "ExplicitItem": { "properties": { "label": { "description": "", "title": "Label", "type": "string" }, "likelihood": { "description": "", "title": "Likelihood", "type": "integer" }, "likelihood_score": { "description": "", "title": "Likelihood Score", "type": "integer" }, "category": { "$ref": "#/components/schemas/CategoryType", "description": "The category of the detected content. Possible values include: 'Toxic', 'Content', 'Sexual', 'Violence', 'DrugAndAlcohol', 'Finance', 'HateAndExtremism', 'Safe', 'Other'." }, "subcategory": { "description": "The subcategory of content. Possible values:\n\nToxic Subcategories:\n- Insult\n- Obscene\n- Derogatory\n- Profanity\n- Threat\n- Toxic\n\nContent Subcategories:\n- MiddleFinger\n- PublicSafety\n- Health\n- Explicit\n- QRCode\n- Medical\n- Politics\n- Legal\n\nSexual Subcategories:\n- SexualActivity\n- SexualSituations\n- Nudity\n- PartialNudity\n- Suggestive\n- AdultToys\n- RevealingClothes\n- Sexual\n\nViolence Subcategories:\n- GraphicViolenceOrGore\n- PhysicalViolence\n- WeaponViolence\n- Violence\n\nDrug and Alcohol Subcategories:\n- DrugProducts\n- DrugUse\n- Tobacco\n- Smoking\n- Alcohol\n- Drinking\n\nFinance Subcategories:\n- Gambling\n- Finance\n- MoneyContent\n\nHate and Extremism Subcategories:\n- Hate\n- Harassment\n- Threatening\n- Extremist\n- Racy\n\nSafe Subcategories:\n- Safe\n- NotSafe\n\nOther Subcategories:\n- Spoof\n- Religion\n- Offensive\n- Other", "title": "Subcategory", "type": "string" } }, "required": [ "label", "likelihood", "likelihood_score", "category", "subcategory" ], "title": "ExplicitItem", "type": "object" }, "FaceAccessories": { "properties": { "sunglasses": { "title": "Sunglasses", "type": "integer" }, "reading_glasses": { "title": "Reading Glasses", "type": "integer" }, "swimming_goggles": { "title": "Swimming Goggles", "type": "integer" }, "face_mask": { "title": "Face Mask", "type": "integer" }, "eyeglasses": { "title": "Eyeglasses", "type": "integer" }, "headwear": { "title": "Headwear", "type": "integer" } }, "required": [ "sunglasses", "reading_glasses", "swimming_goggles", "face_mask", "eyeglasses", "headwear" ], "title": "FaceAccessories", "type": "object" }, "FaceBoundingBox": { "properties": { "x_min": { "title": "X Min", "type": "integer" }, "x_max": { "title": "X Max", "type": "integer" }, "y_min": { "title": "Y Min", "type": "integer" }, "y_max": { "title": "Y Max", "type": "integer" } }, "required": [ "x_min", "x_max", "y_min", "y_max" ], "title": "FaceBoundingBox", "type": "object" }, "FaceCompareBoundingBox": { "properties": { "top": { "title": "Top", "type": "integer" }, "left": { "title": "Left", "type": "integer" }, "height": { "title": "Height", "type": "integer" }, "width": { "title": "Width", "type": "integer" } }, "required": [ "top", "left", "height", "width" ], "title": "FaceCompareBoundingBox", "type": "object" }, "FaceEmotions": { "properties": { "joy": { "title": "Joy", "type": "integer" }, "sorrow": { "title": "Sorrow", "type": "integer" }, "anger": { "title": "Anger", "type": "integer" }, "surprise": { "title": "Surprise", "type": "integer" }, "disgust": { "title": "Disgust", "type": "integer" }, "fear": { "title": "Fear", "type": "integer" }, "confusion": { "title": "Confusion", "type": "integer" }, "calm": { "title": "Calm", "type": "integer" }, "unknown": { "title": "Unknown", "type": "integer" }, "neutral": { "title": "Neutral", "type": "integer" }, "contempt": { "title": "Contempt", "type": "integer" } }, "required": [ "joy", "sorrow", "anger", "surprise", "disgust", "fear", "confusion", "calm", "unknown", "neutral", "contempt" ], "title": "FaceEmotions", "type": "object" }, "FaceFacialHair": { "properties": { "moustache": { "title": "Moustache", "type": "integer" }, "beard": { "title": "Beard", "type": "integer" }, "sideburns": { "title": "Sideburns", "type": "integer" } }, "required": [ "moustache", "beard", "sideburns" ], "title": "FaceFacialHair", "type": "object" }, "FaceFeatures": { "properties": { "eyes_open": { "title": "Eyes Open", "type": "integer" }, "smile": { "title": "Smile", "type": "integer" }, "mouth_open": { "title": "Mouth Open", "type": "integer" } }, "required": [ "eyes_open", "smile", "mouth_open" ], "title": "FaceFeatures", "type": "object" }, "FaceHair": { "properties": { "hair_color": { "items": { "$ref": "#/components/schemas/FaceHairColor" }, "title": "Hair Color", "type": "array" }, "bald": { "title": "Bald", "type": "integer" }, "invisible": { "title": "Invisible", "type": "boolean" } }, "required": [ "bald", "invisible" ], "title": "FaceHair", "type": "object" }, "FaceHairColor": { "properties": { "color": { "title": "Color", "type": "string" }, "confidence": { "title": "Confidence", "type": "integer" } }, "required": [ "color", "confidence" ], "title": "FaceHairColor", "type": "object" }, "FaceItem": { "properties": { "confidence": { "title": "Confidence", "type": "integer" }, "landmarks": { "$ref": "#/components/schemas/FaceLandmarks" }, "emotions": { "$ref": "#/components/schemas/FaceEmotions" }, "poses": { "$ref": "#/components/schemas/FacePoses" }, "age": { "title": "Age", "type": "integer" }, "gender": { "title": "Gender", "type": "string" }, "bounding_box": { "$ref": "#/components/schemas/FaceBoundingBox" }, "hair": { "$ref": "#/components/schemas/FaceHair" }, "facial_hair": { "$ref": "#/components/schemas/FaceFacialHair" }, "quality": { "$ref": "#/components/schemas/FaceQuality" }, "makeup": { "$ref": "#/components/schemas/FaceMakeup" }, "accessories": { "$ref": "#/components/schemas/FaceAccessories" }, "occlusions": { "$ref": "#/components/schemas/FaceOcclusions" }, "features": { "$ref": "#/components/schemas/FaceFeatures" } }, "required": [ "confidence", "landmarks", "emotions", "poses", "age", "gender", "bounding_box", "hair", "facial_hair", "quality", "makeup", "accessories", "occlusions", "features" ], "title": "FaceItem", "type": "object" }, "FaceLandmarks": { "properties": { "left_eye": { "items": { "type": "integer" }, "title": "Left Eye", "type": "array" }, "left_eye_top": { "items": { "type": "integer" }, "title": "Left Eye Top", "type": "array" }, "left_eye_right": { "items": { "type": "integer" }, "title": "Left Eye Right", "type": "array" }, "left_eye_bottom": { "items": { "type": "integer" }, "title": "Left Eye Bottom", "type": "array" }, "left_eye_left": { "items": { "type": "integer" }, "title": "Left Eye Left", "type": "array" }, "right_eye": { "items": { "type": "integer" }, "title": "Right Eye", "type": "array" }, "right_eye_top": { "items": { "type": "integer" }, "title": "Right Eye Top", "type": "array" }, "right_eye_right": { "items": { "type": "integer" }, "title": "Right Eye Right", "type": "array" }, "right_eye_bottom": { "items": { "type": "integer" }, "title": "Right Eye Bottom", "type": "array" }, "right_eye_left": { "items": { "type": "integer" }, "title": "Right Eye Left", "type": "array" }, "left_eyebrow_left": { "items": { "type": "integer" }, "title": "Left Eyebrow Left", "type": "array" }, "left_eyebrow_right": { "items": { "type": "integer" }, "title": "Left Eyebrow Right", "type": "array" }, "left_eyebrow_top": { "items": { "type": "integer" }, "title": "Left Eyebrow Top", "type": "array" }, "right_eyebrow_left": { "items": { "type": "integer" }, "title": "Right Eyebrow Left", "type": "array" }, "right_eyebrow_right": { "items": { "type": "integer" }, "title": "Right Eyebrow Right", "type": "array" }, "left_pupil": { "items": { "type": "integer" }, "title": "Left Pupil", "type": "array" }, "right_pupil": { "items": { "type": "integer" }, "title": "Right Pupil", "type": "array" }, "nose_tip": { "items": { "type": "integer" }, "title": "Nose Tip", "type": "array" }, "nose_bottom_right": { "items": { "type": "integer" }, "title": "Nose Bottom Right", "type": "array" }, "nose_bottom_left": { "items": { "type": "integer" }, "title": "Nose Bottom Left", "type": "array" }, "mouth_left": { "items": { "type": "integer" }, "title": "Mouth Left", "type": "array" }, "mouth_right": { "items": { "type": "integer" }, "title": "Mouth Right", "type": "array" }, "right_eyebrow_top": { "items": { "type": "integer" }, "title": "Right Eyebrow Top", "type": "array" }, "midpoint_between_eyes": { "items": { "type": "integer" }, "title": "Midpoint Between Eyes", "type": "array" }, "nose_bottom_center": { "items": { "type": "integer" }, "title": "Nose Bottom Center", "type": "array" }, "nose_left_alar_out_tip": { "items": { "type": "integer" }, "title": "Nose Left Alar Out Tip", "type": "array" }, "nose_left_alar_top": { "items": { "type": "integer" }, "title": "Nose Left Alar Top", "type": "array" }, "nose_right_alar_out_tip": { "items": { "type": "integer" }, "title": "Nose Right Alar Out Tip", "type": "array" }, "nose_right_alar_top": { "items": { "type": "integer" }, "title": "Nose Right Alar Top", "type": "array" }, "nose_root_left": { "items": { "type": "integer" }, "title": "Nose Root Left", "type": "array" }, "nose_root_right": { "items": { "type": "integer" }, "title": "Nose Root Right", "type": "array" }, "upper_lip": { "items": { "type": "integer" }, "title": "Upper Lip", "type": "array" }, "under_lip": { "items": { "type": "integer" }, "title": "Under Lip", "type": "array" }, "under_lip_bottom": { "items": { "type": "integer" }, "title": "Under Lip Bottom", "type": "array" }, "under_lip_top": { "items": { "type": "integer" }, "title": "Under Lip Top", "type": "array" }, "upper_lip_bottom": { "items": { "type": "integer" }, "title": "Upper Lip Bottom", "type": "array" }, "upper_lip_top": { "items": { "type": "integer" }, "title": "Upper Lip Top", "type": "array" }, "mouth_center": { "items": { "type": "integer" }, "title": "Mouth Center", "type": "array" }, "mouth_top": { "items": { "type": "integer" }, "title": "Mouth Top", "type": "array" }, "mouth_bottom": { "items": { "type": "integer" }, "title": "Mouth Bottom", "type": "array" }, "left_ear_tragion": { "items": { "type": "integer" }, "title": "Left Ear Tragion", "type": "array" }, "right_ear_tragion": { "items": { "type": "integer" }, "title": "Right Ear Tragion", "type": "array" }, "forehead_glabella": { "items": { "type": "integer" }, "title": "Forehead Glabella", "type": "array" }, "chin_gnathion": { "items": { "type": "integer" }, "title": "Chin Gnathion", "type": "array" }, "chin_left_gonion": { "items": { "type": "integer" }, "title": "Chin Left Gonion", "type": "array" }, "chin_right_gonion": { "items": { "type": "integer" }, "title": "Chin Right Gonion", "type": "array" }, "upper_jawline_left": { "items": { "type": "integer" }, "title": "Upper Jawline Left", "type": "array" }, "mid_jawline_left": { "items": { "type": "integer" }, "title": "Mid Jawline Left", "type": "array" }, "mid_jawline_right": { "items": { "type": "integer" }, "title": "Mid Jawline Right", "type": "array" }, "upper_jawline_right": { "items": { "type": "integer" }, "title": "Upper Jawline Right", "type": "array" }, "left_cheek_center": { "items": { "type": "integer" }, "title": "Left Cheek Center", "type": "array" }, "right_cheek_center": { "items": { "type": "integer" }, "title": "Right Cheek Center", "type": "array" } }, "title": "FaceLandmarks", "type": "object" }, "FaceMakeup": { "properties": { "eye_make": { "title": "Eye Make", "type": "boolean" }, "lip_make": { "title": "Lip Make", "type": "boolean" } }, "required": [ "eye_make", "lip_make" ], "title": "FaceMakeup", "type": "object" }, "FaceMatch": { "properties": { "confidence": { "title": "Confidence", "type": "integer" }, "bounding_box": { "$ref": "#/components/schemas/FaceCompareBoundingBox" } }, "required": [ "confidence", "bounding_box" ], "title": "FaceMatch", "type": "object" }, "FaceOcclusions": { "properties": { "eye_occluded": { "title": "Eye Occluded", "type": "boolean" }, "forehead_occluded": { "title": "Forehead Occluded", "type": "boolean" }, "mouth_occluded": { "title": "Mouth Occluded", "type": "boolean" } }, "required": [ "eye_occluded", "forehead_occluded", "mouth_occluded" ], "title": "FaceOcclusions", "type": "object" }, "FacePoses": { "properties": { "pitch": { "title": "Pitch", "type": "integer" }, "roll": { "title": "Roll", "type": "integer" }, "yaw": { "title": "Yaw", "type": "integer" } }, "required": [ "pitch", "roll", "yaw" ], "title": "FacePoses", "type": "object" }, "FaceQuality": { "properties": { "noise": { "title": "Noise", "type": "integer" }, "exposure": { "title": "Exposure", "type": "integer" }, "blur": { "title": "Blur", "type": "integer" }, "brightness": { "title": "Brightness", "type": "integer" }, "sharpness": { "title": "Sharpness", "type": "integer" } }, "required": [ "noise", "exposure", "blur", "brightness", "sharpness" ], "title": "FaceQuality", "type": "object" }, "FieldError": { "type": "object", "properties": { "": { "type": "array", "items": { "type": "string" } } }, "required": [ "" ] }, "GeneratedImageDataClass": { "properties": { "image": { "title": "Image", "type": "string" }, "image_resource_url": { "title": "Image Resource Url", "type": "string" } }, "required": [ "image", "image_resource_url" ], "title": "GeneratedImageDataClass", "type": "object" }, "ImageaiDetectionAiDetectionDataClassPredictionEnum": { "enum": [ "ai-generated", "original" ], "type": "string" }, "ImagedeepfakeDetectionDeepfakeDetectionDataClassPredictionEnum": { "enum": [ "deepfake", "original" ], "type": "string" }, "LandmarkItem": { "properties": { "description": { "title": "Description", "type": "string" }, "confidence": { "title": "Confidence", "type": "integer" }, "bounding_box": { "items": { "$ref": "#/components/schemas/LandmarkVertice" }, "title": "Bounding Box", "type": "array" }, "locations": { "items": { "$ref": "#/components/schemas/LandmarkLocation" }, "title": "Locations", "type": "array" } }, "required": [ "description", "confidence" ], "title": "LandmarkItem", "type": "object" }, "LandmarkLatLng": { "properties": { "latitude": { "title": "Latitude", "type": "integer" }, "longitude": { "title": "Longitude", "type": "integer" } }, "required": [ "latitude", "longitude" ], "title": "LandmarkLatLng", "type": "object" }, "LandmarkLocation": { "properties": { "lat_lng": { "$ref": "#/components/schemas/LandmarkLatLng" } }, "required": [ "lat_lng" ], "title": "LandmarkLocation", "type": "object" }, "LandmarkVertice": { "properties": { "x": { "title": "X", "type": "integer" }, "y": { "title": "Y", "type": "integer" } }, "required": [ "x", "y" ], "title": "LandmarkVertice", "type": "object" }, "LaunchAsyncJobResponse": { "type": "object", "properties": { "public_id": { "type": "string", "format": "uuid" } }, "required": [ "public_id" ] }, "ListAsyncJobResponse": { "type": "object", "properties": { "jobs": { "type": "array", "items": { "$ref": "#/components/schemas/AsyncJobList" } } }, "required": [ "jobs" ] }, "LogoBoundingPoly": { "properties": { "vertices": { "description": "Vertices of the logos in the image", "items": { "$ref": "#/components/schemas/LogoVertice" }, "title": "Vertices", "type": "array" } }, "title": "LogoBoundingPoly", "type": "object" }, "LogoItem": { "properties": { "bounding_poly": { "$ref": "#/components/schemas/LogoBoundingPoly", "default": { "vertices": [] } }, "description": { "description": "Name of the logo", "title": "Description", "type": "string" }, "score": { "description": "Confidence score how sure it's this is a real logo.", "title": "Score", "type": "integer" } }, "required": [ "description", "score" ], "title": "LogoItem", "type": "object" }, "LogoVertice": { "properties": { "x": { "description": "The x-coordinate of the vertex.", "title": "X", "type": "integer" }, "y": { "description": "The y-coordinate of the vertex.", "title": "Y", "type": "integer" } }, "required": [ "x", "y" ], "title": "LogoVertice", "type": "object" }, "NestedBadRequest": { "type": "object", "properties": { "type": { "type": "string" }, "message": { "$ref": "#/components/schemas/FieldError" } }, "required": [ "message", "type" ] }, "NestedError": { "type": "object", "properties": { "type": { "type": "string" }, "message": { "type": "string" } }, "required": [ "message", "type" ] }, "NotFoundResponse": { "type": "object", "properties": { "details": { "type": "string", "default": "Not Found" } } }, "ObjectItem": { "properties": { "label": { "title": "Label", "type": "string" }, "confidence": { "title": "Confidence", "type": "integer" }, "x_min": { "title": "X Min", "type": "integer" }, "x_max": { "title": "X Max", "type": "integer" }, "y_min": { "title": "Y Min", "type": "integer" }, "y_max": { "title": "Y Max", "type": "integer" } }, "required": [ "label", "confidence", "x_min", "x_max", "y_min", "y_max" ], "title": "ObjectItem", "type": "object" }, "RepresentationEnum": { "enum": [ "document", "query", "symetric" ], "type": "string", "description": "* `document` - document\n* `query` - query\n* `symetric` - symetric" }, "StateEnum": { "enum": [ "finished", "failed", "Timeout error", "processing" ], "type": "string", "description": "* `finished` - finished\n* `failed` - failed\n* `Timeout error` - Timeout error\n* `processing` - processing" }, "StatusEnum": { "enum": [ "sucess", "fail" ], "type": "string" }, "TypeOfDataEnum": { "enum": [ "TRAINING", "TEST" ], "type": "string", "description": "* `TRAINING` - TRAINING\n* `TEST` - TEST" }, "imageai_detectionAiDetectionDataClass": { "properties": { "ai_score": { "maximum": 1, "minimum": 0, "title": "Ai Score", "type": "integer" }, "prediction": { "allOf": [ { "$ref": "#/components/schemas/ImageaiDetectionAiDetectionDataClassPredictionEnum" } ], "title": "Prediction" }, "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": [ "ai_score", "prediction", "status" ], "title": "imageai_detectionAiDetectionDataClass", "type": "object" }, "imageai_detectionAiDetectionRequest": { "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**." } }, "required": [ "providers" ] }, "imageai_detectionResponseModel": { "properties": { "resemble": { "$ref": "#/components/schemas/imageai_detectionAiDetectionDataClass", "default": null }, "winstonai": { "$ref": "#/components/schemas/imageai_detectionAiDetectionDataClass", "default": null } }, "title": "imageai_detectionResponseModel", "type": "object" }, "imageanonymizationAnonymizationDataClass": { "properties": { "image": { "title": "Image", "type": "string" }, "image_resource_url": { "title": "Image Resource Url", "type": "string" }, "items": { "items": { "$ref": "#/components/schemas/AnonymizationItem" }, "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" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "image", "image_resource_url", "status" ], "title": "imageanonymizationAnonymizationDataClass", "type": "object" }, "imageanonymizationResponseModel": { "properties": { "api4ai": { "$ref": "#/components/schemas/imageanonymizationAnonymizationDataClass", "default": null } }, "title": "imageanonymizationResponseModel", "type": "object" }, "imageanonymizationimagelandmark_detectionimageexplicit_contentimagedeepfake_detectionImageRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." } }, "required": [ "providers" ] }, "imageautoml_classificationAutomlClassificationCreateProjectDataClass": { "properties": { "name": { "title": "Name", "type": "string" }, "project_id": { "title": "Project Id", "type": "string" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "name", "project_id", "status" ], "title": "imageautoml_classificationAutomlClassificationCreateProjectDataClass", "type": "object" }, "imageautoml_classificationResponseModel": { "properties": { "nyckel": { "$ref": "#/components/schemas/imageautoml_classificationAutomlClassificationCreateProjectDataClass", "default": null } }, "title": "imageautoml_classificationResponseModel", "type": "object" }, "imageautoml_classificationcreate_projectAutomlClassificationCreateProjectRequest": { "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." }, "name": { "type": "string", "minLength": 1, "description": "Name of your project", "maxLength": 250 } }, "required": [ "providers" ] }, "imageautoml_classificationdelete_projectAutomlClassificationDeleteRequest": { "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." }, "project_id": { "type": "string", "minLength": 1, "description": "The id of project", "maxLength": 250 } }, "required": [ "project_id", "providers" ] }, "imagebackground_removalBackgroundRemovalDataClass": { "properties": { "image_b64": { "description": "The image in base64 format.", "title": "Image B64", "type": "string" }, "image_resource_url": { "description": "The image url.", "title": "Image Resource 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" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "image_b64", "image_resource_url", "status" ], "title": "imagebackground_removalBackgroundRemovalDataClass", "type": "object" }, "imagebackground_removalBackgroundRemovalRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "provider_params": { "type": "string", "default": {}, "description": "Provider specific parameters" } }, "required": [ "providers" ] }, "imagebackground_removalResponseModel": { "properties": { "photoroom": { "$ref": "#/components/schemas/imagebackground_removalBackgroundRemovalDataClass", "default": null }, "stabilityai": { "$ref": "#/components/schemas/imagebackground_removalBackgroundRemovalDataClass", "default": null }, "microsoft": { "$ref": "#/components/schemas/imagebackground_removalBackgroundRemovalDataClass", "default": null }, "api4ai": { "$ref": "#/components/schemas/imagebackground_removalBackgroundRemovalDataClass", "default": null }, "picsart": { "$ref": "#/components/schemas/imagebackground_removalBackgroundRemovalDataClass", "default": null }, "sentisight": { "$ref": "#/components/schemas/imagebackground_removalBackgroundRemovalDataClass", "default": null }, "clipdrop": { "$ref": "#/components/schemas/imagebackground_removalBackgroundRemovalDataClass", "default": null } }, "title": "imagebackground_removalResponseModel", "type": "object" }, "imagedeepfake_detectionDeepfakeDetectionDataClass": { "properties": { "deepfake_score": { "maximum": 1, "minimum": 0, "title": "Deepfake Score", "type": "integer" }, "prediction": { "allOf": [ { "$ref": "#/components/schemas/ImagedeepfakeDetectionDeepfakeDetectionDataClassPredictionEnum" } ], "title": "Prediction" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "deepfake_score", "prediction", "status" ], "title": "imagedeepfake_detectionDeepfakeDetectionDataClass", "type": "object" }, "imagedeepfake_detectionResponseModel": { "properties": { "resemble": { "$ref": "#/components/schemas/imagedeepfake_detectionDeepfakeDetectionDataClass", "default": null }, "sightengine": { "$ref": "#/components/schemas/imagedeepfake_detectionDeepfakeDetectionDataClass", "default": null } }, "title": "imagedeepfake_detectionResponseModel", "type": "object" }, "imageembeddingsEmbeddingsDataClass": { "properties": { "items": { "items": { "$ref": "#/components/schemas/EmbeddingDataClass" }, "title": "Items", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "imageembeddingsEmbeddingsDataClass", "type": "object" }, "imageembeddingsEmbeddingsRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "representation": { "allOf": [ { "$ref": "#/components/schemas/RepresentationEnum" } ], "description": "The type of embedding representation to embed the image with\n\n* `document` - document\n* `query` - query\n* `symetric` - symetric" } }, "required": [ "providers", "representation" ] }, "imageembeddingsResponseModel": { "properties": { "alephalpha": { "$ref": "#/components/schemas/imageembeddingsEmbeddingsDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/imageembeddingsEmbeddingsDataClass", "default": null }, "google": { "$ref": "#/components/schemas/imageembeddingsEmbeddingsDataClass", "default": null } }, "title": "imageembeddingsResponseModel", "type": "object" }, "imageexplicit_contentExplicitContentDataClass": { "properties": { "nsfw_likelihood": { "description": "An integer representing the likelihood of NSFW content. Higher values indicate a higher likelihood.", "title": "Nsfw Likelihood", "type": "integer" }, "nsfw_likelihood_score": { "description": "A floating-point score representing the confidence level of the NSFW likelihood assessment. This is typically a value between 0.0 and 1.0.", "title": "Nsfw Likelihood Score", "type": "integer" }, "items": { "description": "A list of items identified as potentially explicit. Each item contains details of the explicit content detected.", "items": { "$ref": "#/components/schemas/ExplicitItem" }, "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" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "nsfw_likelihood", "nsfw_likelihood_score", "status" ], "title": "imageexplicit_contentExplicitContentDataClass", "type": "object" }, "imageexplicit_contentResponseModel": { "properties": { "openai": { "$ref": "#/components/schemas/imageexplicit_contentExplicitContentDataClass", "default": null }, "clarifai": { "$ref": "#/components/schemas/imageexplicit_contentExplicitContentDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/imageexplicit_contentExplicitContentDataClass", "default": null }, "microsoft": { "$ref": "#/components/schemas/imageexplicit_contentExplicitContentDataClass", "default": null }, "api4ai": { "$ref": "#/components/schemas/imageexplicit_contentExplicitContentDataClass", "default": null }, "sentisight": { "$ref": "#/components/schemas/imageexplicit_contentExplicitContentDataClass", "default": null }, "google": { "$ref": "#/components/schemas/imageexplicit_contentExplicitContentDataClass", "default": null } }, "title": "imageexplicit_contentResponseModel", "type": "object" }, "imageface_compareFaceCompareDataClass": { "properties": { "items": { "items": { "$ref": "#/components/schemas/FaceMatch" }, "title": "Items", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "imageface_compareFaceCompareDataClass", "type": "object" }, "imageface_compareFaceCompareRequest": { "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." }, "file1": { "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file1_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "file2": { "type": "string", "format": "binary", "description": "File to analyse in binary format to be used with *content-type*: **multipart/form-data**
**Does not work with application/json !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file2_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." } }, "required": [ "providers" ] }, "imageface_compareResponseModel": { "properties": { "facepp": { "$ref": "#/components/schemas/imageface_compareFaceCompareDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/imageface_compareFaceCompareDataClass", "default": null }, "base64": { "$ref": "#/components/schemas/imageface_compareFaceCompareDataClass", "default": null } }, "title": "imageface_compareResponseModel", "type": "object" }, "imageface_detectionFaceDetectionDataClass": { "properties": { "items": { "items": { "$ref": "#/components/schemas/FaceItem" }, "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" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "imageface_detectionFaceDetectionDataClass", "type": "object" }, "imageface_detectionFaceDetectionRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." } }, "required": [ "providers" ] }, "imageface_detectionResponseModel": { "properties": { "clarifai": { "$ref": "#/components/schemas/imageface_detectionFaceDetectionDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/imageface_detectionFaceDetectionDataClass", "default": null }, "microsoft": { "$ref": "#/components/schemas/imageface_detectionFaceDetectionDataClass", "default": null }, "api4ai": { "$ref": "#/components/schemas/imageface_detectionFaceDetectionDataClass", "default": null }, "google": { "$ref": "#/components/schemas/imageface_detectionFaceDetectionDataClass", "default": null } }, "title": "imageface_detectionResponseModel", "type": "object" }, "imageface_recognitionFaceRecognitionAddFaceDataClass": { "properties": { "face_ids": { "items": { "type": "string" }, "title": "Face Ids", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "face_ids", "status" ], "title": "imageface_recognitionFaceRecognitionAddFaceDataClass", "type": "object" }, "imageface_recognitionResponseModel": { "properties": { "microsoft": { "$ref": "#/components/schemas/imageface_recognitionFaceRecognitionAddFaceDataClass", "default": null }, "facepp": { "$ref": "#/components/schemas/imageface_recognitionFaceRecognitionAddFaceDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/imageface_recognitionFaceRecognitionAddFaceDataClass", "default": null } }, "title": "imageface_recognitionResponseModel", "type": "object" }, "imageface_recognitionadd_faceFaceRecognitionAddFaceRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|bmp)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." } }, "required": [ "providers" ] }, "imageface_recognitiondelete_faceFaceRecognitionDeleteFaceRequest": { "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." }, "face_id": { "type": "string", "minLength": 1, "description": "ID of face to delete" } }, "required": [ "face_id", "providers" ] }, "imageface_recognitionrecognizeFaceRecognitionDetectFaceRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|bmp)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." } }, "required": [ "providers" ] }, "imagegenerationGenerationDataClass": { "properties": { "items": { "items": { "$ref": "#/components/schemas/GeneratedImageDataClass" }, "title": "Items", "type": "array" }, "usage": { "additionalProperties": true, "default": null, "title": "Usage", "type": "object" }, "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": "imagegenerationGenerationDataClass", "type": "object" }, "imagegenerationGenerationRequest": { "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." }, "text": { "type": "string", "minLength": 1, "description": "Description of the desired image(s)." }, "resolution": { "type": "string", "minLength": 1, "description": "The image resolution (ex: 512x512, 1024x1024)", "maxLength": 50 }, "num_images": { "type": "integer", "maximum": 10, "minimum": 1, "default": 1, "description": "The number of images to generate. Must be between 1 and 10." } }, "required": [ "providers", "resolution", "text" ] }, "imagegenerationResponseModel": { "properties": { "minimax": { "$ref": "#/components/schemas/imagegenerationGenerationDataClass", "default": null }, "deepai": { "$ref": "#/components/schemas/imagegenerationGenerationDataClass", "default": null }, "openai": { "$ref": "#/components/schemas/imagegenerationGenerationDataClass", "default": null }, "leonardo": { "$ref": "#/components/schemas/imagegenerationGenerationDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/imagegenerationGenerationDataClass", "default": null }, "stabilityai": { "$ref": "#/components/schemas/imagegenerationGenerationDataClass", "default": null }, "bytedance": { "$ref": "#/components/schemas/imagegenerationGenerationDataClass", "default": null }, "google": { "$ref": "#/components/schemas/imagegenerationGenerationDataClass", "default": null }, "replicate": { "$ref": "#/components/schemas/imagegenerationGenerationDataClass", "default": null } }, "title": "imagegenerationResponseModel", "type": "object" }, "imagelandmark_detectionLandmarkDetectionDataClass": { "properties": { "items": { "items": { "$ref": "#/components/schemas/LandmarkItem" }, "title": "Items", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "imagelandmark_detectionLandmarkDetectionDataClass", "type": "object" }, "imagelandmark_detectionResponseModel": { "properties": { "microsoft": { "$ref": "#/components/schemas/imagelandmark_detectionLandmarkDetectionDataClass", "default": null }, "google": { "$ref": "#/components/schemas/imagelandmark_detectionLandmarkDetectionDataClass", "default": null } }, "title": "imagelandmark_detectionResponseModel", "type": "object" }, "imagelogo_detectionLogoDetectionDataClass": { "properties": { "items": { "description": "List of the detected brands logo from the image.", "items": { "$ref": "#/components/schemas/LogoItem" }, "title": "Items", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "imagelogo_detectionLogoDetectionDataClass", "type": "object" }, "imagelogo_detectionLogoDetectionRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." } }, "required": [ "providers" ] }, "imagelogo_detectionResponseModel": { "properties": { "openai": { "$ref": "#/components/schemas/imagelogo_detectionLogoDetectionDataClass", "default": null }, "clarifai": { "$ref": "#/components/schemas/imagelogo_detectionLogoDetectionDataClass", "default": null }, "microsoft": { "$ref": "#/components/schemas/imagelogo_detectionLogoDetectionDataClass", "default": null }, "anthropic": { "$ref": "#/components/schemas/imagelogo_detectionLogoDetectionDataClass", "default": null }, "api4ai": { "$ref": "#/components/schemas/imagelogo_detectionLogoDetectionDataClass", "default": null }, "google": { "$ref": "#/components/schemas/imagelogo_detectionLogoDetectionDataClass", "default": null }, "smartclick": { "$ref": "#/components/schemas/imagelogo_detectionLogoDetectionDataClass", "default": null } }, "title": "imagelogo_detectionResponseModel", "type": "object" }, "imageobject_detectionObjectDetectionDataClass": { "properties": { "items": { "items": { "$ref": "#/components/schemas/ObjectItem" }, "title": "Items", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "imageobject_detectionObjectDetectionDataClass", "type": "object" }, "imageobject_detectionObjectDetectionRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." } }, "required": [ "providers" ] }, "imageobject_detectionResponseModel": { "properties": { "clarifai": { "$ref": "#/components/schemas/imageobject_detectionObjectDetectionDataClass", "default": null }, "amazon": { "$ref": "#/components/schemas/imageobject_detectionObjectDetectionDataClass", "default": null }, "microsoft": { "$ref": "#/components/schemas/imageobject_detectionObjectDetectionDataClass", "default": null }, "api4ai": { "$ref": "#/components/schemas/imageobject_detectionObjectDetectionDataClass", "default": null }, "sentisight": { "$ref": "#/components/schemas/imageobject_detectionObjectDetectionDataClass", "default": null }, "google": { "$ref": "#/components/schemas/imageobject_detectionObjectDetectionDataClass", "default": null } }, "title": "imageobject_detectionResponseModel", "type": "object" }, "imagequestion_answerQuestionAnswerDataClass": { "properties": { "answers": { "items": { "type": "string" }, "title": "Answers", "type": "array" }, "original_response": { "default": null, "description": "original response sent by the provider, hidden by default, show it by passing the `show_original_response` field to `true` in your request", "title": "Original Response" }, "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" } }, "required": [ "status" ], "title": "imagequestion_answerQuestionAnswerDataClass", "type": "object" }, "imagequestion_answerQuestionAnswerRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "temperature": { "type": "number", "format": "double", "maximum": 1, "minimum": 0, "default": 0.0, "description": "Higher values mean the model will take more risks and value 0 (argmax sampling) works better for scenarios with a well-defined answer." }, "question": { "type": "string", "minLength": 1, "description": "Question about the image" }, "max_tokens": { "type": "integer", "maximum": 2048, "minimum": 1, "default": 1000, "description": "The maximum number of tokens to generate in the completion. The token count of your prompt plus max_tokens cannot exceed the model's context length." } }, "required": [ "providers" ] }, "imagequestion_answerResponseModel": { "properties": { "alephalpha": { "$ref": "#/components/schemas/imagequestion_answerQuestionAnswerDataClass", "default": null }, "openai": { "$ref": "#/components/schemas/imagequestion_answerQuestionAnswerDataClass", "default": null }, "google": { "$ref": "#/components/schemas/imagequestion_answerQuestionAnswerDataClass", "default": null } }, "title": "imagequestion_answerResponseModel", "type": "object" }, "imagesearchResponseModel": { "properties": { "sentisight": { "$ref": "#/components/schemas/imagesearchSearchDeleteImageDataClass", "default": null }, "nyckel": { "$ref": "#/components/schemas/imagesearchSearchDeleteImageDataClass", "default": null } }, "title": "imagesearchResponseModel", "type": "object" }, "imagesearchSearchDeleteImageDataClass": { "properties": { "status": { "allOf": [ { "$ref": "#/components/schemas/StatusEnum" } ], "title": "Status" }, "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" } }, "required": [ "status" ], "title": "imagesearchSearchDeleteImageDataClass", "type": "object" }, "imagesearchdelete_imageDeleteImageRequest": { "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." }, "image_name": { "type": "string", "minLength": 1 } }, "required": [ "image_name", "providers" ] }, "imagesearchlaunch_similaritySearchImageRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "n": { "type": "integer", "minimum": 1, "default": 10, "description": "The `n` parameter specifies the number of images you want to be returned in the response. It determines the count of the most similar images to the input image that will be included in the response. By default, it is set to 10." } }, "required": [ "providers" ] }, "imagesearchupload_imageUploadImageRequest": { "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 !**", "pattern": "(?:jpg|jpeg|png|tiff)$" }, "file_url": { "type": "string", "format": "uri", "nullable": true, "description": "File **URL** to analyse to be used with with *content-type*: **application/json**." }, "image_name": { "type": "string", "minLength": 1, "description": "The image name need to have the extension of the file." } }, "required": [ "image_name", "providers" ] } }, "securitySchemes": { "FeatureApiAuth": { "type": "http", "scheme": "bearer", "bearerFormat": "JWT" } } }, "servers": [ { "url": "https://api.edenai.run/v2" } ] }