{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "I08sFJYCxR0Z" }, "source": [ "![JohnSnowLabs](https://nlp.johnsnowlabs.com/assets/images/logo.png)" ] }, { "cell_type": "markdown", "metadata": { "id": "FwJ-P56kq6FU" }, "source": [ "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/JohnSnowLabs/spark-nlp-workshop/blob/master/legal-nlp/05.3.ZeroShot_Legal_NER.ipynb)" ] }, { "cell_type": "markdown", "metadata": { "id": "Niy3mZAjoayg" }, "source": [ "#πŸ”Ž Zero-Shot Named Entity Recognition in Spark NLP\n", "\n", "In this notebook, you will find an example of Zero-Shot NER model (`legner_roberta_zeroshot`) that is the first of its kind and can detect any named entities without using any annotated dataset to train a model. \n", "\n", "`ZeroShotNerModel` annotator also allows extracting entities by crafting appropriate prompts to query **any RoBERTa Question Answering model**. \n", "\n", "\n", "You can check the model card here: [Models Hub](https://nlp.johnsnowlabs.com/2022/08/29/zero_shot_ner_roberta_en.html)" ] }, { "cell_type": "markdown", "metadata": { "collapsed": false, "id": "gk3kZHmNj51v" }, "source": [ "#🎬 Installation" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "_914itZsj51v", "pycharm": { "is_executing": true } }, "outputs": [], "source": [ "! pip install -q johnsnowlabs" ] }, { "cell_type": "markdown", "metadata": { "id": "YPsbAnNoPt0Z" }, "source": [ "##πŸ”— Automatic Installation\n", "Using my.johnsnowlabs.com SSO" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "fY0lcShkj51w", "pycharm": { "is_executing": true } }, "outputs": [], "source": [ "from johnsnowlabs import nlp, legal\n", "\n", "# nlp.install(force_browser=True)" ] }, { "cell_type": "markdown", "metadata": { "id": "hsJvn_WWM2GL" }, "source": [ "##πŸ”— Manual downloading\n", "If you are not registered in my.johnsnowlabs.com, you received a license via e-email or you are using Safari, you may need to do a manual update of the license.\n", "\n", "- Go to my.johnsnowlabs.com\n", "- Download your license\n", "- Upload it using the following command" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "i57QV3-_P2sQ" }, "outputs": [], "source": [ "from google.colab import files\n", "print('Please Upload your John Snow Labs License using the button below')\n", "license_keys = files.upload()" ] }, { "cell_type": "markdown", "metadata": { "id": "xGgNdFzZP_hQ" }, "source": [ "- Install it" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "OfmmPqknP4rR" }, "outputs": [], "source": [ "nlp.install()" ] }, { "cell_type": "markdown", "metadata": { "id": "DCl5ErZkNNLk" }, "source": [ "#πŸ“Œ Starting" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "wRXTnNl3j51w", "outputId": "af9ba04b-cf01-4edd-915a-b69fe20c70b2" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "πŸ‘Œ Detected license file /content/spark_nlp_for_healthcare_spark_ocr_7163 (2).json\n", "πŸ‘Œ Launched \u001b[92mcpu optimized\u001b[39m session with with: πŸš€Spark-NLP==4.2.4, πŸ’ŠSpark-Healthcare==4.2.4, running on ⚑ PySpark==3.1.2\n" ] } ], "source": [ "spark = nlp.start()" ] }, { "cell_type": "markdown", "metadata": { "collapsed": false, "id": "_Dk4cMb4ETjU" }, "source": [ "####πŸ“œ Answering Questions on Legal Texts\n", "One of the latests biggest outcomes in NLP are **Language Models** and their ability to answer questions, expressed in natural language.\n", "\n", "**Question Answeering (QA)** uses specific Language Models trained to carry out **Natural Language Inference (NLI)**\n", "\n", "**NLI** works as follows:\n", "- Given a text as a Premise (P);\n", "- Given a hypotheses (H) as a question to be solved;\n", " - Then, we ask the Language Model is H is `entailed`, `contradicted` or `not related` in P.\n", "\n", "For doing that, several examples (hypotheses) are provided and sent to the Language model, which will use `NLI (Natural Language Inference)` to check if the any information found in the text matches the examples (confirm the hypotheses).\n", "\n", "NLI usually works by trying to confirm or reject an hypotheses. The hypotheses are the `prompts` or examples we are going to provide. If any piece of information confirm the constructed hypotheses (answer the examples we are given), then the hypotheses is confirmed and the Zero-shot is triggered.\n", "\n", "> *In February 2017, the Company entered into an asset purchase agreement with NetSeer, Inc.\n", "...\n", " The Company hereby grants to Seller a perpetual, non-exclusive, royalty-free license.\n", "...\n", "On March 12, 2020, we closed a Loan and Security Agreement with Hitachi Capital American Corp (also known as \"Hitachi\")\n", "...*" ] }, { "cell_type": "markdown", "metadata": { "collapsed": false, "id": "HvBGy5GQETjV" }, "source": [ 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)" ] }, { "cell_type": "markdown", "metadata": { "collapsed": false, "id": "wGiqJji4ETja" }, "source": [ "We have built our `Zero-shot` NER and Relation Extraction models on top of Language Models and Question Answering, applying NLI. Since it's a QA model, Zero-shot does not require any training data, just a context and a series of questions.\n", "\n", "\n", "Let's see it in action." ] }, { "cell_type": "markdown", "metadata": { "collapsed": false, "id": "lU0XIb4dETja" }, "source": [ "##πŸ”Ž Zero-shot Learning: NER\n", "\n", "Named Entity Recognition is the NLP task aimed to tag chunks of information with specific labels.\n", "\n", "NER has been historically carried out using rule-based approaches, machine learning and more recently, Deep Learning models, including transformers.\n", "\n", "If we ignore the traditional rule-based approach, which consisted on having Subject Matter Experts (SME) creating rules using regular expressions, vocabularies, ontologies, etc., the common steps for the rest of Machine Learning based NER approaches were:\n", "\n", "1. Collect and clean data\n", "2. Having SME annotating many documents;\n", "3. Create features (only if using ML approaches, since Deep Learning does that feature extraction for you in most cases);\n", "4. Train a model on a training dataset;\n", "5. Evaluate on a test test;\n", "\n", "If it is not accurate, go to step number 1.\n", "\n", "This process takes a long time, specially if the nature of the use case is complex and requires many examples for the model to learn.\n", "\n", "Thankfully, **Zero-shot** comes to help, since it does not require any training data, drastically speeding up the process. *Zero-shot* models can be:\n", "\n", "- It can be a model on it’s own, with average accuracy;\n", "- It can be used to preannotate the documents and speed up the process of annotations by SME;\n", "- **Legal NLP** includes *Zero-shot* NER, which uses prompts in form of questions, and retrieves the answers to those questions as tagged chunks of information.\n", "\n", "*This is an example of Entity labels and some prompts.*\n" ] }, { "cell_type": "markdown", "metadata": { "collapsed": false, "id": "NdaYKZCGETja" }, "source": [ "```\n", "- What is the type of agreement?\n", "- What is the type of license?\n", "- What are the companies in the agreement?\n", "- What is also known as the different compaines?\n", "- Who is the recipient of a license?\n", "````" ] }, { "cell_type": "markdown", "metadata": { "collapsed": false, "id": "iyiX-V0AETjb" }, "source": [ 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)" ] }, { "cell_type": "markdown", "metadata": { "collapsed": false, "id": "6_SlCQTDETjd" }, "source": [ "## How is this achieved❓\n", "- We check if the question/prompt (Hypotheses) returns `entailment` for any token in the premise (context/text)\n", "- If several tokens in a row entail the hypotheses, the tokens are merged and returned as one `ner_chunk`" ] }, { "cell_type": "markdown", "metadata": { "collapsed": false, "id": "ofR6Df7VETjd" }, "source": [ "#πŸš€ Let's start!" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "eWa-7CKaETjd", "outputId": "07e281df-d1be-49f3-cb62-12a977385518" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "legner_roberta_zeroshot download started this may take some time.\n", "[OK!]\n" ] } ], "source": [ "documentAssembler = nlp.DocumentAssembler()\\\n", " .setInputCol(\"text\")\\\n", " .setOutputCol(\"document\")\n", "\n", "textSplitter = legal.TextSplitter()\\\n", " .setInputCols([\"document\"])\\\n", " .setOutputCol(\"sentence\")\n", "\n", "sparktokenizer = nlp.Tokenizer()\\\n", " .setInputCols(\"sentence\")\\\n", " .setOutputCol(\"token\")\n", "\n", "zero_shot_ner = legal.ZeroShotNerModel.pretrained(\"legner_roberta_zeroshot\", \"en\", \"legal/models\")\\\n", " .setInputCols([\"sentence\", \"token\"])\\\n", " .setOutputCol(\"zero_shot_ner\")\\\n", " .setEntityDefinitions(\n", " {\n", " \"DATE\": ['When was the company acquisition?', 'When was the company purchase agreement?', \"When was the agreement?\"],\n", " \"ORG\": [\"Which company?\"],\n", " \"STATE\": [\"Which state?\"],\n", " \"AGREEMENT\": [\"What kind of agreement?\"],\n", " \"LICENSE\": [\"What kind of license?\"],\n", " \"LICENSE_RECIPIENT\": [\"To whom the license is granted?\"]\n", " })\n", "\n", "\n", "nerconverter = nlp.NerConverter()\\\n", " .setInputCols([\"sentence\", \"token\", \"zero_shot_ner\"])\\\n", " .setOutputCol(\"ner_chunk\")\n", "\n", "pipeline = nlp.Pipeline(stages=[\n", " documentAssembler,\n", " textSplitter,\n", " sparktokenizer,\n", " zero_shot_ner,\n", " nerconverter\n", " ]\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "cKhHKvFtPsLF" }, "outputs": [], "source": [ "from pyspark.sql.types import StructType,StructField, StringType\n", "\n", "sample_text = [\"\"\"In March 2012, as part of a longer-term strategy, the Company acquired Vertro, Inc., which owned and operated the ALOT product portfolio.\"\"\",\n", " \"\"\"In February 2017, the Company entered into an asset purchase agreement with NetSeer, Inc.\"\"\",\n", " \"\"\"This INTELLECTUAL PROPERTY AGREEMENT, dated as of December 31, 2018 (the 'Effective Date') is entered into by and between Armstrong Flooring, Inc., a Delaware corporation ('Seller') and AFI Licensing LLC, a Delaware company (the 'Licensee')\"\"\",\n", " \"\"\"The Company hereby grants to Seller a perpetual, non- exclusive, royalty-free license\"\"\"]\n", "\n", "p_model = pipeline.fit(spark.createDataFrame([[\"\"]]).toDF(\"text\"))\n", "\n", "res = p_model.transform(spark.createDataFrame(sample_text, StringType()).toDF(\"text\"))" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "9_v09TvWQgbg", "outputId": "23595107-18b7-4a26-e6a0-2a4d82517667" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+-------------------------------------+-----------------+\n", "|chunk |ner_label |\n", "+-------------------------------------+-----------------+\n", "|March 2012 |DATE |\n", "|Vertro, Inc |ORG |\n", "|February 2017 |DATE |\n", "|asset purchase agreement |AGREEMENT |\n", "|NetSeer |ORG |\n", "|INTELLECTUAL PROPERTY |AGREEMENT |\n", "|December 31, 2018 |DATE |\n", "|Armstrong Flooring |LICENSE_RECIPIENT|\n", "|Delaware |STATE |\n", "|AFI Licensing LLC, a Delaware company|LICENSE_RECIPIENT|\n", "|Seller |LICENSE_RECIPIENT|\n", "|perpetual |LICENSE |\n", "|non- exclusive |LICENSE |\n", "|royalty-free |LICENSE |\n", "+-------------------------------------+-----------------+\n", "\n" ] } ], "source": [ "from pyspark.sql import functions as F\n", "\n", "res.select(F.explode(F.arrays_zip(res.ner_chunk.result, res.ner_chunk.begin, res.ner_chunk.end, res.ner_chunk.metadata)).alias(\"cols\")) \\\n", " .select(F.expr(\"cols['0']\").alias(\"chunk\"),\n", " F.expr(\"cols['3']['entity']\").alias(\"ner_label\"))\\\n", " .filter(\"ner_label!='O'\")\\\n", " .show(truncate=False)" ] }, { "cell_type": "markdown", "metadata": { "id": "WIp_4iFTSjpx" }, "source": [ "#### We have just seen how simple it is to obtain the output without having to deal with the hassle of model training.\n", "\n", "#### Let's now look at how to enhance the model's predictions in scenarios where there may be incorrectly identified labels or fewer labels overall." ] }, { "cell_type": "markdown", "metadata": { "id": "yglxuB_pJKoQ" }, "source": [ "πŸ“Œ**Let's look at an instance where the text's predictions are incorrect and discuss how to make them better:**" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 370 }, "id": "5c4zHTJvQhWL", "outputId": "c8e43224-0308-410e-ed76-bfa713800716" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "****************************************************************************************** Text Number - 1\n" ] }, { "data": { "text/html": [ "\n", "\n", " The maximum penalty for a first-time DUI LICENSE offense in California STATE is up to six months in jail and a fine of up to $1,000 , according to state law. DATE" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "****************************************************************************************** Text Number - 2\n" ] }, { "data": { "text/html": [ "\n", "\n", " The company is required to file its annual report with the state of California STATE by March 31st of each year. DATE Failure to do so may result in fines of $1,000 . LICENSE_RECIPIENT" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "****************************************************************************************** Text Number - 3\n" ] }, { "data": { "text/html": [ "\n", "\n", " Pursuant to the laws of the State of Delaware STATE, the company ORG XYZ, Inc. ORG was properly organized and is currently in good standing with its principal place of business located at 123 Main Street, Anytown, USA 12345." ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "****************************************************************************************** Text Number - 4\n" ] }, { "data": { "text/html": [ "\n", "\n", " The corporation known as DEF Inc. ORG was incorporated under the laws of the State of Illinois STATE on April 1, 2018 DATE and has its principal place of business at 456 Main Street, Anytown, USA STATE 54321 ." ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "lp = nlp.LightPipeline(p_model)\n", "sample_text = [\"The maximum penalty for a first-time DUI offense in California is up to six months in jail and a fine of up to $1,000 , according to state law.\", \"The company is required to file its annual report with the state of California by March 31st of each year. Failure to do so may result in fines of $1,000 .\", \"Pursuant to the laws of the State of Delaware, the company XYZ, Inc. was properly organized and is currently in good standing with its principal place of business located at 123 Main Street, Anytown, USA 12345.\",\"The corporation known as DEF Inc. was incorporated under the laws of the State of Illinois on April 1, 2018 and has its principal place of business at 456 Main Street, Anytown, USA 54321 .\"]\n", "\n", "# from sparknlp_display import NerVisualizer\n", "for i in range(len(sample_text)):\n", " print('***'*30,f'Text Number - {i+1}')\n", " visualiser = nlp.viz.NerVisualizer()\n", " lp_res_1 = lp.fullAnnotate(sample_text[i])\n", " visualiser.display(lp_res_1[0], label_col='ner_chunk', document_col='document')" ] }, { "cell_type": "markdown", "metadata": { "id": "b2y7U_wj2tHS" }, "source": [ "####πŸ“š Here, it is clear that many of the model-identified text entities are incorrect.\n", "\n", "\n", "\n", "\n", "1. We can observe that the **DATE** label has been misidentified in the first text.\n", "2. The label **LICENSE RECEPIENT** on the second text shouldn't be used to refer to it.\n", "3. In the 4th text `USA` has been identified as text but it should rather be identified as `ADDRESS`. \n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "paIktnWLTd1p" }, "source": [ "*Let's try to fix these by modifying and including some prompts:*" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "9zPpLPr_RM_V", "outputId": "b2e13c17-6eca-487e-93e0-53a4dce52f67" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "legner_roberta_zeroshot download started this may take some time.\n", "[OK!]\n" ] } ], "source": [ "zero_shot_ner = legal.ZeroShotNerModel.pretrained(\"legner_roberta_zeroshot\", \"en\", \"legal/models\")\\\n", " .setInputCols([\"sentence\", \"token\"])\\\n", " .setOutputCol(\"zero_shot_ner\")\\\n", " .setEntityDefinitions(\n", " {\n", " \"DATE\": ['When was the company acquisition?', 'When was the company purchase agreement?', \"When was the agreement?\"],\n", " \"ORG\": [\"Which company?\"],\n", " \"STATE\": [\"Which state?\"],\n", " \"AGREEMENT\": [\"What kind of agreement?\"],\n", " \"LICENSE\": [\"What kind of license?\"],\n", " \"LICENSE_RECIPIENT\": [\"To whom the license is granted?\"],\n", " \"ADDRESS\": ['What is the address of the company'],\n", " \"FINE_RECEPIENT\": ['How much fine?']\n", " })" ] }, { "cell_type": "markdown", "metadata": { "id": "jI-VnBlHEmAc" }, "source": [ "#### To make the model predictions better, We could think of adding new labels or rephrasing the texts so that the model can better identify the entities inside the text.\n", "\n", "From the sentences, it is clear that there are other valuable entities that can improve the model's ability to predict: `FINE RECEPIENT`, `ADDRESS`.\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 370 }, "id": "mkWVF3dntnEQ", "outputId": "373168d7-a6f5-49e6-ff72-09f2920b8647" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "****************************************************************************************** Text Number - 1\n" ] }, { "data": { "text/html": [ "\n", "\n", " The maximum penalty for a first-time DUI LICENSE offense in California STATE is up to six months in jail and a fine of up to $1,000 FINE_RECEPIENT , according to state law." ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "****************************************************************************************** Text Number - 2\n" ] }, { "data": { "text/html": [ "\n", "\n", " The company is required to file its annual report with the state of California STATE by March 31st of each year. DATE Failure to do so may result in fines of $1,000 FINE_RECEPIENT ." ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "****************************************************************************************** Text Number - 3\n" ] }, { "data": { "text/html": [ "\n", "\n", " Pursuant to the laws of the State of Delaware STATE, the company ORG XYZ, Inc. ORG was properly organized and is currently in good standing with its principal place of business located at 123 Main Street, Anytown, USA 12345. ADDRESS" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "****************************************************************************************** Text Number - 4\n" ] }, { "data": { "text/html": [ "\n", "\n", " The corporation known as DEF Inc. ORG was incorporated under the laws of the State of Illinois STATE on April 1, 2018 DATE and has its principal place of business at 456 Main Street ADDRESS, Anytown, USA 54321 ADDRESS ." ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pipeline = nlp.Pipeline(stages=[\n", " documentAssembler,\n", " sen,\n", " sparktokenizer,\n", " zero_shot_ner,\n", " nerconverter\n", " ]\n", ")\n", "\n", "p_model = pipeline.fit(spark.createDataFrame([[\"\"]]).toDF(\"text\"))\n", "\n", "lp = nlp.LightPipeline(p_model)\n", "\n", "sample_text = [\"The maximum penalty for a first-time DUI offense in California is up to six months in jail and a fine of up to $1,000 , according to state law.\", \"The company is required to file its annual report with the state of California by March 31st of each year. Failure to do so may result in fines of $1,000 .\", \"Pursuant to the laws of the State of Delaware, the company XYZ, Inc. was properly organized and is currently in good standing with its principal place of business located at 123 Main Street, Anytown, USA 12345.\",\"The corporation known as DEF Inc. was incorporated under the laws of the State of Illinois on April 1, 2018 and has its principal place of business at 456 Main Street, Anytown, USA 54321 .\"]\n", "\n", "# from sparknlp_display import NerVisualizer\n", "for i in range(len(sample_text)):\n", " print('***'*30,f'Text Number - {i+1}')\n", " visualiser = nlp.viz.NerVisualizer()\n", " lp_res_1 = lp.fullAnnotate(sample_text[i])\n", " visualiser.display(lp_res_1[0], label_col='ner_chunk', document_col='document')" ] }, { "cell_type": "markdown", "metadata": { "id": "37bb8ae4" }, "source": [ "##πŸ“Œ Automatic Prompt Generation" ] }, { "cell_type": "markdown", "metadata": { "collapsed": false, "id": "5l1HLTTPETjf" }, "source": [ "If you are curious if prompts can be generated automatically, the answer is - *Yes!* Please check the **Automatic Question Generation** notebook in this workshop." ] } ], "metadata": { "colab": { "provenance": [] }, "gpuClass": "standard", "kernelspec": { "display_name": "Python 3", "name": "python3" }, "language_info": { "name": "python" } }, "nbformat": 4, "nbformat_minor": 0 }