examples/tutorials/example_knowledge_graph.ipynb

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  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "bbM1kYgZbzWG"
      },
      "source": [
        "# Building a basic knowledge graph using NLP tools\n",
        "\n",
        "In this notebook, we show how to use a combination of NLP tools to build a knowledge graph from a text in Danish. \n",
        "\n",
        "The idea is to pick a text (in this example, a paragraph from a Wikipedia page), extract relevant information from it (e.g. entities, actions) and link it together in order to produce a readable graph which quickly conveys shallow events from the text. \n",
        "\n",
        "In practice, we show : \n",
        "* how to apply core NLP tools such as **named entity recognition**, **part-of-speech tagging**, **dependency parsing** and more advanced, such as **coreference resolution** \n",
        "* how to use and combine the output of these models to build a basic **knowledge graph**\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "gsDH1VUkb-CH",
        "outputId": "796f20fa-7001-436e-a989-ddb6cd0c5773"
      },
      "source": [
        "# Install libraries needed for running the notebook\n",
        "!pip install danlp\n",
        "!pip install allennlp"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
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          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "II9bgSECbzWK"
      },
      "source": [
        "# import the libraries needed for running the notebook\n",
        "import requests\n",
        "from danlp.models import load_spacy_model, load_xlmr_coref_model\n",
        "import networkx as nx\n",
        "import matplotlib.pyplot as plt"
      ],
      "execution_count": 3,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Z5NrAdxybzWL"
      },
      "source": [
        "## 1. Get some text from Wikipedia\n",
        "\n",
        "In this step, we collect some text from a selected Wikipedia page. \n",
        "If you wish to try the method on your own text, skip the two following cells and insert a line to indicate which is your text: \n",
        "\n",
        "`text = 'your text'`. "
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "jTgi2kRobzWM"
      },
      "source": [
        "# select the subject of your choice\n",
        "# examples : \n",
        "# subject = 'Viggo_Mortensen'\n",
        "# subject = 'Mads_Mikkelsen'\n",
        "subject = 'Mette_Frederiksen'\n",
        "\n",
        "# submit a request to Wikipedia API\n",
        "response = requests.get('https://dk.wikipedia.org/w/api.php', \n",
        "                    params={'action': 'query',\n",
        "                    'format': 'json',\n",
        "                    'titles': subject,\n",
        "                    'prop': 'extracts',\n",
        "                    'exintro': True,\n",
        "                    'explaintext': True,\n",
        "                    }).json()"
      ],
      "execution_count": 4,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "kmmTxwbTbzWM"
      },
      "source": [
        "# get the intro paragraph\n",
        "text = list(response['query']['pages'].values())[0]['extract']\n",
        "text = text.replace('\\n', ' ')"
      ],
      "execution_count": 5,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 141
        },
        "id": "9laWj-DNbzWN",
        "outputId": "abd5165d-be61-431c-afe1-cd4c7c4e5658"
      },
      "source": [
        "text"
      ],
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "string"
            },
            "text/plain": [
              "'Mette Frederiksen (født 19. november 1977 i Aalborg) er en dansk socialdemokratisk politiker, der siden 27. juni 2019 er Danmarks statsminister. Desuden har hun siden 28. juni 2015 været formand for Socialdemokratiet. Hun har været medlem af Folketinget siden den 20. november 2001. Den 20. juni 2015 blev hun konstitueret formand for Socialdemokratiet, indtil hun blev valgt af partiet som formand den 28. juni samme år, efter at Helle Thorning-Schmidt havde meddelt sin afgang på valgnatten efter folketingsvalget den 18. juni 2015. Mette Frederiksen har tidligere beklædt flere ordførerposter; i 2005 blev hun socialordfører og var fra 2005-2011 næstformand i folketingsgruppen. Fra 3. oktober 2011 til 10. oktober 2014 var hun beskæftigelsesminister i regeringen Helle Thorning-Schmidt I. Den 10. oktober 2014 tiltrådte hun posten som Justitsminister, efter at Karen Hækkerup havde meldt sin afgang, fordi hun havde fået jobbet som administrerende direktør i Landbrug & Fødevarer. Ved folketingsvalget i 2007 opnåede Mette Frederiksen et personligt stemmetal på 27.077 stemmer, hvilket placerede hende som nummer syv på top ti-listen over danske politikere med flest personlige stemmer. I 2002 åbnede hun debatten omkring forbud mod prostitution og i 2009 stod hun bag kongressens beslutning om, at Socialdemokraterne ville \"arbejde for et forbud mod køb af seksuelle ydelser\".Som beskæftigelsesminister har hun bl.a. stået i spidsen for reformer af førtidspension, fleksjob og beskæftigelsessystemet. Ligeledes den omdiskuterede kontanthjælpsreform, der blandt andet betyder lavere kontanthjælp til unge arbejdsløse og giver samlevende gensidig forsørgelsespligt. Frederiksen modtog i 2002 Nina Bang-prisen for at have udvist politisk mod, virkelyst og gennemslagskraft med social fornemmelse. Desuden modtog i 2012 Ting-Prisen. Hun har været medforfatter til bøgerne Epostler (2003) og Fra kamp til kultur (2004).'"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "s19XbAtRbzWO"
      },
      "source": [
        "## 2. Segment the text into sentences and tokens\n",
        "\n",
        "We use the spaCy model for segmenting the text into sentences and segmenting each sentence into tokens."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "9TT3i8X3bzWP",
        "outputId": "6d5ee361-d1e0-4c00-bb53-7ff6509fd469"
      },
      "source": [
        "# load the spacy model\n",
        "nlp = load_spacy_model()"
      ],
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Downloading file /tmp/tmp8hkyjmtg\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "RytwwO1wbzWQ"
      },
      "source": [
        "# parse the text\n",
        "doc = nlp(text)\n",
        "# get the tokenized sentences and tokens\n",
        "sentences = [[t.text for t in sent] for sent in doc.sents]\n",
        "tokens = [t.text for t in doc]"
      ],
      "execution_count": 8,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "u0WASA9IbzWS"
      },
      "source": [
        "## 3. Build a basic knowledge graph from dependencies\n",
        "\n",
        "The Spacy model applied to the sentences also provides syntactical dependencies extracted from the text. \n",
        "We use this information to build a first knowledge graph (KG).\n",
        "\n",
        "For more details about dependency parsing see [our documentation](https://danlp-alexandra.readthedocs.io/en/latest/docs/tasks/dependency.html).\n",
        "\n",
        "In the following, we define the nodes ans edges of our KG. \n",
        "\n",
        "Nodes are subject and objects of verbs.\n",
        "For a subject `s`, an object `o` and a verb `v`, if it exists dependencies such as `s <- v` and `v -> o`, then we define an edge as a triplet: `(s,v,o)`. \n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "anjfCyk9bzWT"
      },
      "source": [
        "# get the verb phrase from the root token\n",
        "def get_verb_phrase(token):\n",
        "    rchil = []\n",
        "    lchil = []\n",
        "    for t in token.children:\n",
        "        if t.dep_ in [\"aux\"]:\n",
        "            if t.i<token.i:\n",
        "                rchil.append(t.text)\n",
        "            else:\n",
        "                lchil.append(t.text)\n",
        "    return \" \".join(rchil) + \" \" + token.text + \" \" + \" \".join(lchil)"
      ],
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "T6Jx9abTbzWT",
        "outputId": "2b7b3449-be82-4eab-d730-bf3772903f89"
      },
      "source": [
        "# Using pos-tags and dependencies to define nodes and edges of a knowledge graph\n",
        "\n",
        "nodes = {}\n",
        "functions = {}\n",
        "edges = []\n",
        "\n",
        "for token in doc:\n",
        "    # we only consider VERBs as relevant relations between the entities\n",
        "    if token.tag_ == \"VERB\":\n",
        "        subj = None\n",
        "        objs = []\n",
        "        obls = []\n",
        "        # we look for the children of the verb that are subjects and objects\n",
        "        for c in token.children:\n",
        "            if not c.tag_ in ['NOUN', 'PROPN', 'PRON']:\n",
        "                continue\n",
        "            if c.dep_ == 'nsubj':\n",
        "                subj = c\n",
        "            elif c.dep_ in ['obj','obl']:\n",
        "                objs.append(c)\n",
        "        if subj:\n",
        "            subj_text = subj.text\n",
        "            # the subject is a node\n",
        "            nodes[subj.i] = subj_text\n",
        "            verb_text = get_verb_phrase(token)\n",
        "            functions[token.i] = verb_text\n",
        "            for o in objs:\n",
        "                obj_text = o.text\n",
        "                # the object is a node\n",
        "                nodes[o.i] = obj_text\n",
        "                print(subj_text, '\\t--', verb_text, '-->\\t', '\\t', obj_text, o.tag_, o.dep_)\n",
        "                # an edge is defined as a relation (verb) between a subject and an object\n",
        "                edges.append((subj.i, token.i, o.i))\n",
        "        "
      ],
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Mette \t--  født  -->\t \t november NOUN obj\n",
            "hun \t-- blev konstitueret  -->\t \t juni NOUN obl\n",
            "hun \t-- blev konstitueret  -->\t \t formand NOUN obj\n",
            "hun \t-- blev valgt  -->\t \t partiet NOUN obl\n",
            "hun \t-- blev valgt  -->\t \t juni NOUN obl\n",
            "Helle \t-- havde meddelt  -->\t \t afgang NOUN obj\n",
            "Helle \t-- havde meddelt  -->\t \t valgnatten NOUN obl\n",
            "Helle \t-- havde meddelt  -->\t \t folketingsvalget NOUN obl\n",
            "Mette \t-- har beklædt  -->\t \t ordførerposter NOUN obl\n",
            "hun \t--  tiltrådte  -->\t \t oktober NOUN obl\n",
            "hun \t--  tiltrådte  -->\t \t posten NOUN obj\n",
            "hun \t--  tiltrådte  -->\t \t Justitsminister NOUN obl\n",
            "Karen \t-- havde meldt  -->\t \t afgang NOUN obj\n",
            "hun \t-- havde fået  -->\t \t jobbet NOUN obj\n",
            "hun \t-- havde fået  -->\t \t direktør NOUN obl\n",
            "Mette \t--  opnåede  -->\t \t folketingsvalget NOUN obl\n",
            "Mette \t--  opnåede  -->\t \t stemmetal NOUN obj\n",
            "hvilket \t--  placerede  -->\t \t hende PRON obj\n",
            "hvilket \t--  placerede  -->\t \t nummer NOUN obl\n",
            "hun \t--  åbnede  -->\t \t debatten NOUN obj\n",
            "hun \t--  åbnede  -->\t \t forbud NOUN obl\n",
            "hun \t--  stod  -->\t \t beslutning NOUN obl\n",
            "hun \t-- har stået  -->\t \t spidsen NOUN obl\n",
            "der \t--  betyder  -->\t \t kontanthjælp NOUN obj\n",
            "der \t--  betyder  -->\t \t arbejdsløse NOUN obl\n",
            "Frederiksen \t--  modtog  -->\t \t Nina PROPN obj\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "F01H13kLbzWU"
      },
      "source": [
        "# building the graph\n",
        "G = nx.DiGraph()\n",
        "\n",
        "G.add_nodes_from(list(nodes.keys()))\n",
        "G.add_edges_from([(s,o) for (s,_,o) in edges])"
      ],
      "execution_count": 11,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 575
        },
        "id": "GCXhXsZ9bzWV",
        "outputId": "202cf16a-5078-44de-b91b-4af0dafd3f71"
      },
      "source": [
        "# visualising the graph\n",
        "fig, ax = plt.subplots(figsize=(20, 10))\n",
        "H = nx.relabel_nodes(G, nodes)\n",
        "pos = nx.spring_layout(H, k=1, iterations=100)\n",
        "nx.draw(H, pos, with_labels=True, node_size=2000,node_color='green', alpha=0.8)\n",
        "edge_labels = {(nodes[s], nodes[o]):functions[l] for (s,l,o) in edges}\n",
        "nx.draw_networkx_edge_labels(H, pos, font_size=10, edge_labels=edge_labels, font_color='red', font_weight=\"bold\")\n",
        "plt.axis('off')\n",
        "plt.show()"
      ],
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x720 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "-2Yldo4xbzWV"
      },
      "source": [
        "## 4. Enrich the nodes\n",
        "\n",
        "In the KG previously built, we notice that nodes are composed of single tokens. Instead of single tokens, we would like to enrich a node description with the span that corresponds to the complete entity or phrase in the original text (such `Mette Frederiksen` instead of `Frederiksen`).\n",
        "\n",
        "Using the output of spaCy as well, we extract enriched information for the nodes of our graph, in particular: \n",
        "* named entities (using [NER](https://danlp-alexandra.readthedocs.io/en/latest/docs/tasks/ner.html))\n",
        "* noun phrases (using [POS-tagging](https://danlp-alexandra.readthedocs.io/en/latest/docs/tasks/pos.html) and [dependency parsing](https://danlp-alexandra.readthedocs.io/en/latest/docs/tasks/dependency.html) -- [chunking](https://danlp-alexandra.readthedocs.io/en/latest/docs/tasks/dependency.html#noun-phrase-chunking) could also be used as an alternative)\n",
        "\n",
        "Named entities are person, organization or location names. \n",
        "Phrases are groups of tokens (usually following each other in the text). Here we focus on extracted nominal phrases (for which the core token is a noun and adjacent tokens can be adjectives, numbers...). \n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "kdDv0w23bzWW",
        "outputId": "f9c32df1-cec9-4a49-f73b-f0af14b1cfc6"
      },
      "source": [
        "# Using NER to find entities\n",
        "\n",
        "tok_id2entity_id = {}\n",
        "entities = {}\n",
        "\n",
        "for ent in doc.ents:\n",
        "    if ent.label_ == 'MISC':\n",
        "        continue\n",
        "    ent_id = len(entities)+1\n",
        "    entities[ent_id] = ent.text\n",
        "    for i in range(ent.start, ent.end):\n",
        "        tok_id2entity_id[i] = ent_id \n",
        "\n",
        "for e in entities.values():\n",
        "    print(e)"
      ],
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Mette Frederiksen\n",
            "Aalborg\n",
            "Danmarks\n",
            "Socialdemokratiet\n",
            "Folketinget\n",
            "Socialdemokratiet\n",
            "Helle Thorning-Schmidt\n",
            "Mette Frederiksen\n",
            "Helle Thorning-Schmidt\n",
            "Justitsminister\n",
            "Karen Hækkerup\n",
            "Landbrug & Fødevarer\n",
            "Mette Frederiksen\n",
            "Frederiksen\n",
            "Nina Bang-prisen\n",
            "2012 Ting-Prisen\n",
            "Epostler\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Dn6zBlflbzWW",
        "outputId": "4d758cbe-1e80-4f2b-c083-6c03800af58b"
      },
      "source": [
        "# basic phrase extraction using pos-tags and dependencies\n",
        "tok_id2phrase_id = {}\n",
        "phrases = {}\n",
        "\n",
        "for tok in doc:\n",
        "    if tok.tag_ == 'NOUN':\n",
        "        # collect neighboring children tokens\n",
        "        phrase = [t for t in tok.subtree if tok.i-1 <= t.i <= tok.i+1 and t.tag_ in ['ADJ', 'NOUN', 'NUM', 'PROPN',]]\n",
        "        text_phrase = \" \".join([t.text for t in phrase])\n",
        "        print(text_phrase)\n",
        "        \n",
        "        phr_id = len(phrases)+1\n",
        "        phrases[phr_id] = text_phrase\n",
        "        for t in phrase:\n",
        "            tok_id2phrase_id[t.i] = phr_id\n"
      ],
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "19. november 1977\n",
            "socialdemokratisk politiker\n",
            "27. juni 2019\n",
            "Danmarks statsminister\n",
            "28. juni 2015\n",
            "formand\n",
            "Socialdemokratiet\n",
            "medlem\n",
            "Folketinget\n",
            "20. november 2001\n",
            "20. juni 2015\n",
            "formand\n",
            "Socialdemokratiet\n",
            "partiet\n",
            "formand\n",
            "28. juni samme\n",
            "samme år\n",
            "afgang\n",
            "valgnatten\n",
            "folketingsvalget\n",
            "18. juni 2015\n",
            "flere ordførerposter\n",
            "socialordfører\n",
            "2005-2011 næstformand\n",
            "folketingsgruppen\n",
            "3. oktober 2011\n",
            "10. oktober 2014\n",
            "beskæftigelsesminister\n",
            "regeringen Helle\n",
            "10. oktober 2014\n",
            "posten\n",
            "Justitsminister\n",
            "afgang\n",
            "jobbet\n",
            "direktør\n",
            "Fødevarer\n",
            "folketingsvalget\n",
            "personligt stemmetal\n",
            "27.077 stemmer\n",
            "nummer syv\n",
            "ti-listen\n",
            "danske politikere\n",
            "personlige stemmer\n",
            "debatten\n",
            "forbud\n",
            "prostitution\n",
            "kongressens\n",
            "kongressens beslutning\n",
            "Socialdemokraterne\n",
            "arbejde\n",
            "forbud\n",
            "køb\n",
            "ydelser\".Som\n",
            "beskæftigelsesminister\n",
            "spidsen\n",
            "reformer\n",
            "førtidspension\n",
            "fleksjob\n",
            "beskæftigelsessystemet\n",
            "kontanthjælpsreform\n",
            "lavere kontanthjælp\n",
            "unge arbejdsløse\n",
            "gensidig forsørgelsespligt\n",
            "Bang-prisen\n",
            "virkelyst\n",
            "gennemslagskraft\n",
            "social fornemmelse\n",
            "medforfatter\n",
            "bøgerne Epostler\n",
            "Epostler\n",
            "kamp\n",
            "kultur\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "na9zKb7IbzWX"
      },
      "source": [
        "# Chunking is an alternative for finding noun phrases\n",
        "\n",
        "#from danlp.models import load_spacy_chunking_model\n",
        "#chunker = load_spacy_chunking_model(nlp)\n",
        "#np_chunks = chunker.predict(text, bio=False)\n",
        "#for (s,e, _) in np_chunks:\n",
        "#    print(\" \".join([tokens[i] for i in range(s,e)]))"
      ],
      "execution_count": 15,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "NIXy8GnWbzWX"
      },
      "source": [
        "# an entity (or a keyphrase) is often a span over multiple tokens\n",
        "# from the id of one of the tokens, we return the entire text span\n",
        "def get_full_span(idx, original_text):\n",
        "    if idx in tok_id2entity_id:\n",
        "        return entities[tok_id2entity_id[idx]]\n",
        "    elif idx in tok_id2phrase_id:\n",
        "        return phrases[tok_id2phrase_id[idx]]\n",
        "    else:\n",
        "        return original_text"
      ],
      "execution_count": 16,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "h76xwX57bzWX"
      },
      "source": [
        "# replace the text of each node by the complete entity or phrase when it exists\n",
        "\n",
        "for node_id, single_token_text in nodes.items():\n",
        "    nodes[node_id] = get_full_span(node_id, single_token_text)"
      ],
      "execution_count": 17,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 575
        },
        "id": "a_kMHEL9bzWX",
        "outputId": "f6743536-c415-4dd0-c5d7-3f67f4d550d1"
      },
      "source": [
        "# building the graph\n",
        "G = nx.Graph()\n",
        "\n",
        "G.add_nodes_from(list(nodes.keys()))\n",
        "G.add_edges_from([(s,o) for (s,_,o) in edges])\n",
        "\n",
        "# visualising the graph\n",
        "fig, ax = plt.subplots(figsize=(20, 10))\n",
        "H = nx.relabel_nodes(G, nodes)\n",
        "pos = nx.spring_layout(H, k=1, iterations=100)\n",
        "nx.draw(H, pos, with_labels=True, node_size=2000,node_color='green', alpha=0.8)\n",
        "edge_labels = {(nodes[s], nodes[o]):functions[l] for (s,l,o) in edges}\n",
        "nx.draw_networkx_edge_labels(H, pos, font_size=8, edge_labels=edge_labels, font_color='red', font_weight=\"bold\")\n",
        "plt.axis('off')\n",
        "plt.show()"
      ],
      "execution_count": 41,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x720 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Vaal-DcVbzWY"
      },
      "source": [
        "## 5. Connect the entities using coreference resolution\n",
        "\n",
        "In the previous graph, we can see that some references (`Mette Frederiksen`, `hun`) that refers to the same entity are considered as independant entities.\n",
        "We now use coreference resolution to find which references refer to the same entity and merge them in the resulting KG. \n",
        "\n",
        "See our documentation on [coreference resolution](https://danlp-alexandra.readthedocs.io/en/latest/docs/tasks/coreference.html) for more details."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 288,
          "referenced_widgets": [
            "31a0815b25e54b569835bfc6dca5bc17",
            "db96efc9b09a4c28bfbc24407586f80a",
            "2cb7b351f28847769fd9f5b2eeeacfda",
            "ca8a0123bfdf4213978690e9db666af8",
            "a9309fa350724c24aaf2895dfa8f344a",
            "9e49b070b6fb4e949e448a1d9ed8b831",
            "97ed1c8fa70c44a491f266e523c726e8",
            "cb5a605d71bb40698f1a87ff686b6406",
            "e43bf8cbedee444198915416c8f1ffe5",
            "3dd8273b70ff439cbffbd8858620921e",
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        },
        "id": "fXINwEoabzWY",
        "outputId": "11becb53-83b5-4db8-f68c-f14ad048c90d"
      },
      "source": [
        "# loading the model\n",
        "coref_model = load_xlmr_coref_model()"
      ],
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Downloading file /tmp/tmpnjhqubt9\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/allennlp/tango/__init__.py:18: UserWarning: AllenNLP Tango is an experimental API and parts of it might change or disappear every time we release a new version.\n",
            "  \"AllenNLP Tango is an experimental API and parts of it might change or disappear \"\n"
          ]
        },
        {
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            "text/plain": [
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            "text/plain": [
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            "text/plain": [
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          "metadata": {}
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        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Some weights of the model checkpoint at xlm-roberta-base were not used when initializing XLMRobertaModel: ['lm_head.decoder.weight', 'lm_head.layer_norm.weight', 'lm_head.layer_norm.bias', 'lm_head.dense.bias', 'lm_head.dense.weight', 'lm_head.bias']\n",
            "- This IS expected if you are initializing XLMRobertaModel from the checkpoint of a model trained on another task or with another architecture (e.g. initializing a BertForSequenceClassification model from a BertForPreTraining model).\n",
            "- This IS NOT expected if you are initializing XLMRobertaModel from the checkpoint of a model that you expect to be exactly identical (initializing a BertForSequenceClassification model from a BertForSequenceClassification model).\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Use coarse to fine: True\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "MgQPmL6NbzWZ"
      },
      "source": [
        "# applying the coreference resolution model on the tokenized sentences\n",
        "preds = coref_model.predict(sentences)"
      ],
      "execution_count": 20,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "IknqdR7EbzWZ"
      },
      "source": [
        "clusters = preds['clusters']"
      ],
      "execution_count": 21,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "bifD_ax4bzWZ",
        "outputId": "193afea1-ba3c-40f5-be21-346c32575299"
      },
      "source": [
        "# printing the top spans\n",
        "\n",
        "for span in preds['top_spans']:\n",
        "    ref = tokens[span[0]:span[1]]\n",
        "    if len(ref)>0:\n",
        "        print(ref)"
      ],
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "['Mette']\n",
            "['Mette', 'Frederiksen', '(', 'født', '19.', 'november', '1977', 'i', 'Aalborg']\n",
            "['Mette', 'Frederiksen', '(', 'født', '19.', 'november', '1977', 'i', 'Aalborg', ')', 'er', 'en', 'dansk', 'socialdemokratisk']\n",
            "['en', 'dansk', 'socialdemokratisk']\n",
            "['Danmarks']\n",
            "['har', 'hun', 'siden', '28.', 'juni', '2015', 'været', 'formand', 'for']\n",
            "['28.', 'juni', '2015', 'været', 'formand', 'for']\n",
            "['formand', 'for']\n",
            "['den', '20.', 'november']\n",
            "['hun', 'konstitueret', 'formand', 'for']\n",
            "['formand', 'for']\n",
            "['Helle']\n",
            "['sin', 'afgang', 'på', 'valgnatten', 'efter', 'folketingsvalget', 'den', '18.', 'juni']\n",
            "['valgnatten', 'efter', 'folketingsvalget', 'den', '18.', 'juni']\n",
            "['folketingsvalget', 'den', '18.', 'juni']\n",
            "['Mette']\n",
            "['flere']\n",
            "['2005', 'blev', 'hun', 'socialordfører', 'og', 'var', 'fra', '2005-2011', 'næstformand', 'i']\n",
            "['blev', 'hun']\n",
            "['blev', 'hun', 'socialordfører', 'og', 'var', 'fra', '2005-2011', 'næstformand', 'i']\n",
            "['3.', 'oktober']\n",
            "['10.', 'oktober']\n",
            "['10.', 'oktober', '2014', 'var', 'hun', 'beskæftigelsesminister', 'i', 'regeringen', 'Helle', 'Thorning-Schmidt']\n",
            "['var', 'hun', 'beskæftigelsesminister', 'i', 'regeringen', 'Helle']\n",
            "['var', 'hun', 'beskæftigelsesminister', 'i', 'regeringen', 'Helle', 'Thorning-Schmidt']\n",
            "['hun', 'beskæftigelsesminister', 'i', 'regeringen', 'Helle']\n",
            "['beskæftigelsesminister', 'i', 'regeringen', 'Helle']\n",
            "['beskæftigelsesminister', 'i', 'regeringen', 'Helle', 'Thorning-Schmidt']\n",
            "['regeringen', 'Helle']\n",
            "['regeringen', 'Helle', 'Thorning-Schmidt']\n",
            "['tiltrådte', 'hun', 'posten', 'som']\n",
            "['hun', 'posten', 'som']\n",
            "['posten', 'som']\n",
            "['Karen']\n",
            "['sin']\n",
            "['jobbet', 'som', 'administrerende', 'direktør', 'i', 'Landbrug', '&']\n",
            "['administrerende', 'direktør', 'i', 'Landbrug', '&']\n",
            "['folketingsvalget', 'i']\n",
            "['folketingsvalget', 'i', '2007', 'opnåede', 'Mette']\n",
            "['folketingsvalget', 'i', '2007', 'opnåede', 'Mette', 'Frederiksen', 'et', 'personligt', 'stemmetal', 'på', '27.077']\n",
            "['opnåede', 'Mette', 'Frederiksen', 'et', 'personligt', 'stemmetal', 'på', '27.077']\n",
            "['Mette']\n",
            "['Mette', 'Frederiksen', 'et', 'personligt', 'stemmetal', 'på', '27.077']\n",
            "['et', 'personligt', 'stemmetal', 'på', '27.077']\n",
            "['27.077']\n",
            "['hende', 'som', 'nummer', 'syv', 'på', 'top', 'ti-listen', 'over', 'danske', 'politikere', 'med', 'flest', 'personlige']\n",
            "['top', 'ti-listen', 'over', 'danske', 'politikere', 'med', 'flest', 'personlige']\n",
            "['2002', 'åbnede', 'hun', 'debatten', 'omkring', 'forbud', 'mod']\n",
            "['åbnede', 'hun', 'debatten', 'omkring', 'forbud', 'mod']\n",
            "['hun', 'debatten', 'omkring', 'forbud', 'mod']\n",
            "['debatten', 'omkring', 'forbud', 'mod']\n",
            "['forbud', 'mod']\n",
            "['hun', 'bag', 'kongressens', 'beslutning', 'om', ',', 'at', 'Socialdemokraterne', 'ville', '\"', 'arbejde', 'for', 'et', 'forbud', 'mod', 'køb', 'af', 'seksuelle', 'ydelser\".Som']\n",
            "['kongressens', 'beslutning', 'om', ',', 'at']\n",
            "['kongressens', 'beslutning', 'om', ',', 'at', 'Socialdemokraterne', 'ville', '\"', 'arbejde', 'for', 'et', 'forbud', 'mod', 'køb', 'af', 'seksuelle', 'ydelser\".Som']\n",
            "['at', 'Socialdemokraterne', 'ville', '\"', 'arbejde', 'for', 'et', 'forbud', 'mod', 'køb', 'af', 'seksuelle', 'ydelser\".Som']\n",
            "['Socialdemokraterne', 'ville', '\"', 'arbejde', 'for', 'et', 'forbud', 'mod', 'køb', 'af', 'seksuelle', 'ydelser\".Som']\n",
            "['Socialdemokraterne', 'ville', '\"', 'arbejde', 'for', 'et', 'forbud', 'mod', 'køb', 'af', 'seksuelle', 'ydelser\".Som', 'beskæftigelsesminister', 'har', 'hun', 'bl.a.', 'stået', 'i', 'spidsen', 'for', 'reformer', 'af', 'førtidspension', ',', 'fleksjob', 'og']\n",
            "['ville', '\"', 'arbejde', 'for', 'et', 'forbud', 'mod', 'køb', 'af', 'seksuelle', 'ydelser\".Som']\n",
            "['ville', '\"', 'arbejde', 'for', 'et', 'forbud', 'mod', 'køb', 'af', 'seksuelle', 'ydelser\".Som', 'beskæftigelsesminister', 'har']\n",
            "['ville', '\"', 'arbejde', 'for', 'et', 'forbud', 'mod', 'køb', 'af', 'seksuelle', 'ydelser\".Som', 'beskæftigelsesminister', 'har', 'hun', 'bl.a.', 'stået', 'i', 'spidsen', 'for', 'reformer', 'af', 'førtidspension', ',', 'fleksjob', 'og']\n",
            "['\"', 'arbejde', 'for', 'et', 'forbud', 'mod', 'køb', 'af', 'seksuelle', 'ydelser\".Som']\n",
            "['har', 'hun', 'bl.a.', 'stået', 'i', 'spidsen', 'for', 'reformer', 'af', 'førtidspension', ',', 'fleksjob', 'og']\n",
            "['den', 'omdiskuterede']\n",
            "['giver', 'samlevende', 'gensidig']\n",
            "['Frederiksen', 'modtog', 'i', '2002', 'Nina']\n",
            "['Frederiksen', 'modtog', 'i', '2002', 'Nina', 'Bang-prisen', 'for', 'at', 'have', 'udvist', 'politisk', 'mod', ',', 'virkelyst', 'og', 'gennemslagskraft', 'med', 'social']\n",
            "['modtog', 'i', '2002', 'Nina']\n",
            "['modtog', 'i', '2002', 'Nina', 'Bang-prisen', 'for', 'at', 'have', 'udvist', 'politisk', 'mod', ',', 'virkelyst', 'og', 'gennemslagskraft', 'med', 'social']\n",
            "['2002']\n",
            "['2002', 'Nina']\n",
            "['2002', 'Nina', 'Bang-prisen', 'for', 'at', 'have', 'udvist', 'politisk', 'mod', ',', 'virkelyst', 'og', 'gennemslagskraft', 'med', 'social']\n",
            "['Nina']\n",
            "['Nina', 'Bang-prisen', 'for', 'at', 'have', 'udvist', 'politisk', 'mod', ',', 'virkelyst', 'og', 'gennemslagskraft', 'med', 'social']\n",
            "['at', 'have', 'udvist', 'politisk', 'mod', ',', 'virkelyst', 'og', 'gennemslagskraft', 'med', 'social']\n",
            "['have', 'udvist', 'politisk', 'mod', ',', 'virkelyst', 'og', 'gennemslagskraft', 'med', 'social']\n",
            "['politisk', 'mod', ',', 'virkelyst', 'og', 'gennemslagskraft', 'med', 'social']\n",
            "['modtog', 'i', '2012']\n",
            "['bøgerne', 'Epostler', '(', '2003', ')', 'og', 'Fra', 'kamp', 'til']\n",
            "['bøgerne', 'Epostler', '(', '2003', ')', 'og', 'Fra', 'kamp', 'til', 'kultur', '(', '2004']\n",
            "['Fra', 'kamp', 'til']\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DizgDNeYbzWZ",
        "outputId": "428f7bc4-1552-4d4f-debf-25ec2d4568fb"
      },
      "source": [
        "# printing the clusters \n",
        "\n",
        "for clust_id, cluster in enumerate(clusters):\n",
        "    print(\"[ Cluster\", clust_id, \"]\")\n",
        "    for ref_idx in cluster:\n",
        "        ref = tokens[ref_idx[0]:ref_idx[1]+1]\n",
        "        if len(ref)>0:\n",
        "            print(\"token id = \",ref_idx[0], \"\\t\\t\", \" \".join(ref))\n",
        "    print()"
      ],
      "execution_count": 23,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[ Cluster 0 ]\n",
            "token id =  0 \t\t Mette Frederiksen\n",
            "token id =  16 \t\t der\n",
            "token id =  27 \t\t hun\n",
            "token id =  37 \t\t Hun\n",
            "token id =  54 \t\t hun\n",
            "token id =  61 \t\t hun\n",
            "token id =  91 \t\t Mette Frederiksen\n",
            "token id =  102 \t\t hun\n",
            "token id =  121 \t\t hun\n",
            "token id =  133 \t\t hun\n",
            "token id =  165 \t\t Mette Frederiksen\n",
            "token id =  176 \t\t hende\n",
            "token id =  194 \t\t hun\n",
            "token id =  204 \t\t hun\n",
            "token id =  225 \t\t hun\n",
            "token id =  259 \t\t Frederiksen\n",
            "token id =  285 \t\t Hun\n",
            "\n",
            "[ Cluster 1 ]\n",
            "token id =  35 \t\t Socialdemokratiet\n",
            "token id =  58 \t\t Socialdemokratiet\n",
            "token id =  65 \t\t partiet\n",
            "token id =  211 \t\t Socialdemokraterne\n",
            "\n",
            "[ Cluster 2 ]\n",
            "token id =  76 \t\t Helle Thorning-Schmidt\n",
            "token id =  80 \t\t sin\n",
            "\n",
            "[ Cluster 3 ]\n",
            "token id =  140 \t\t Karen Hækkerup\n",
            "token id =  144 \t\t sin\n",
            "token id =  148 \t\t hun\n",
            "\n",
            "[ Cluster 4 ]\n",
            "token id =  85 \t\t folketingsvalget\n",
            "token id =  161 \t\t folketingsvalget\n",
            "\n",
            "[ Cluster 5 ]\n",
            "token id =  164 \t\t opnåede Mette Frederiksen et personligt stemmetal på 27.077 stemmer\n",
            "token id =  174 \t\t hvilket\n",
            "\n",
            "[ Cluster 6 ]\n",
            "token id =  240 \t\t den omdiskuterede kontanthjælpsreform\n",
            "token id =  244 \t\t der\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "y1KKieDtbzWa"
      },
      "source": [
        "# merging the nodes of the KG that refer to the same entity\n",
        "\n",
        "coref_nodes = {}\n",
        "coref_edges = []\n",
        "\n",
        "tok_id2clust_id = {}\n",
        "for cid, cluster in enumerate(clusters):\n",
        "\n",
        "    ids = []\n",
        "    # finding the name of the cluster \n",
        "    # (an entity) among the references \n",
        "    clust_name = None\n",
        "    for ref_idx in cluster:\n",
        "        if clust_name == None and doc[ref_idx[0]].ent_type_ != \"\":\n",
        "            clust_name = \" \".join(tokens[ref_idx[0]:ref_idx[1]+1])\n",
        "        ids += range(ref_idx[0], ref_idx[1]+1)\n",
        "    # when the cluster refers to an entity\n",
        "    # we create a node\n",
        "    if clust_name is None:\n",
        "        continue\n",
        "    coref_nodes[cid] = clust_name\n",
        "    \n",
        "    for i in ids:\n",
        "        tok_id2clust_id[i] = cid\n",
        "\n",
        "# we create the new edges based on the previous ones\n",
        "# merging the nodes\n",
        "for (s,l,o) in edges: \n",
        "\n",
        "    if s in tok_id2clust_id:\n",
        "        c_s = tok_id2clust_id[s]\n",
        "    else:\n",
        "        c_s = len(coref_nodes)+1\n",
        "        coref_nodes[c_s] = nodes[s]\n",
        "\n",
        "    if o in tok_id2clust_id:\n",
        "        c_o = tok_id2clust_id[o]\n",
        "    else:\n",
        "        c_o = len(coref_nodes)+1\n",
        "        coref_nodes[c_o] = nodes[o]\n",
        "\n",
        "    coref_edges.append((c_s, l, c_o))"
      ],
      "execution_count": 24,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "3hdLPwLqbzWa"
      },
      "source": [
        "# optional\n",
        "# removing edges that do not link an entity\n",
        "\n",
        "coref_edges = [(s,l,o) for (s,l,o) in coref_edges if s in tok_id2entity_id or o in tok_id2entity_id]\n",
        "linked_nodes = [s for (s,_,_) in coref_edges] + [o for (_,_,o) in coref_edges]\n",
        "coref_nodes = {i:t for (i,t) in coref_nodes.items() if i in linked_nodes}"
      ],
      "execution_count": 25,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 575
        },
        "id": "3RwKN-rrbzWb",
        "outputId": "eeb014c2-5e90-4d94-ea16-ded09fecdfc0"
      },
      "source": [
        "# building the graph\n",
        "G = nx.Graph()\n",
        "\n",
        "G.add_nodes_from(list(coref_nodes.keys()))\n",
        "G.add_edges_from([(s,o) for (s,_,o) in coref_edges])\n",
        "\n",
        "# visualising the graph\n",
        "fig, ax = plt.subplots(figsize=(20, 10))\n",
        "H = nx.relabel_nodes(G, coref_nodes)\n",
        "pos = nx.spring_layout(H, k=1, iterations=100)\n",
        "nx.draw(H, pos, with_labels=True, node_size=2000,node_color='green', alpha=0.8)\n",
        "edge_labels = {(coref_nodes[s], coref_nodes[o]):functions[l] for (s,l,o) in coref_edges}\n",
        "nx.draw_networkx_edge_labels(H, pos, edge_labels=edge_labels, font_color='red', font_weight=\"bold\")\n",
        "plt.axis('off')\n",
        "plt.show()"
      ],
      "execution_count": 28,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x720 with 1 Axes>"
            ]
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "pfjq9J-sbzWb"
      },
      "source": [
        "### Final note\n",
        "\n",
        "We built a knowledge graph from a short paragraph in Danish using standard tools available for Danish NLP, combining the output of these models into a meaningul representation using very simple algorithms. \n",
        "With more thorough algorithms, focusing for example on specific syntactic depencies or type of entities it would be possible to build a graph that is more accurate and adapted to your needs without much more efforts. "
      ]
    }
  ]
}