{
  "cells": [
    {
      "cell_type": "code",
      "source": [
        "!date\n",
        "!python --version"
      ],
      "metadata": {
        "id": "55i28xNNNd_q",
        "outputId": "a009222e-b40d-4d65-ebf5-a29c6a4c473a",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "execution_count": 1,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Fri May 31 06:17:12 AM UTC 2024\n",
            "Python 3.10.12\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "nwW4_C94NYOl"
      },
      "source": [
        "# Spacyの基本的な使い方\n",
        "- 代表的な処理\n",
        "    - 形態素解析\n",
        "    - 原形処理\n",
        "    - カウント\n",
        "    - 品詞推定\n",
        "        - [Universal POS tags](https://universaldependencies.org/u/pos/index.html)\n",
        "    - ストップワード\n",
        "    - 類義語処理（手動）\n",
        "    - 用例集\n",
        "    - n-grams\n",
        "    - 係り受け推定\n",
        "        - [Part-of-speech tags and dependencies](https://spacy.io/usage/spacy-101#annotations-pos-deps)\n",
        "    - 固有表現抽出\n",
        "    - 分散表現"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "YAO5gPgXNYOn"
      },
      "source": [
        "## 環境構築\n",
        "ginza, ja_ginza をインストールしておこう。spacyも自動でインストールされます。なお、Google Colabでも実行できますが、この環境は毎回1時間程度立つとリセットされるため、その度にインストールするところからやり直す必要があります。これは手間がかかりますので、なるべくなら自身のPC内に環境構築することをお勧めします。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "id": "YXK3LOj0NYOn",
        "outputId": "38fbd7f9-d3f5-48df-d31b-82b0645def39",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
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          ]
        }
      ],
      "source": [
        "# spacy, ginzaインストール\n",
        "!pip install -U ginza ja_ginza\n",
        "\n",
        "# matplotlib で日本語フォントを使うための環境構築\n",
        "!pip install japanize-matplotlib\n",
        "\n",
        "# 以下はこのコードでは使わないが、別例で使う予定のライブラリ\n",
        "#!pip install networkx # ネットワーク分析\n",
        "#!pip install pyviz    # グラフ描画ライブラリ。networkxと組み合わせて日本語化対応用。"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "QEw3HTeeNYOo"
      },
      "source": [
        "## 利用ライブラリの用意、データセット準備\n",
        "事前に、[load_r_assesment.ipynb](./load_r_assesment.ipynb) でデータセットを作成し、pkl形式でファイル保存(r_assesment.pkl)しておく。今回は作成済みファイルをダウンロードして利用することにする。\n",
        "\n",
        "r_assesment.pklは授業評価アンケートの自由記述欄をpd.DataFrame形式で保存したもので、授業名(title)、学年(grade)、必修か否か(required)、質問番号(q_id)、コメント(comment)で構成される。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "id": "97nK5CvwNYOo",
        "outputId": "3d23cd6f-32d1-4a47-c920-3c3365fa5d71",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "  % Total    % Received % Xferd  Average Speed   Time    Time     Time  Current\n",
            "                                 Dload  Upload   Total   Spent    Left  Speed\n",
            "100 34834  100 34834    0     0  11547      0  0:00:03  0:00:03 --:--:-- 11549\n"
          ]
        }
      ],
      "source": [
        "!curl -O https://ie.u-ryukyu.ac.jp/~tnal/2022/dm/static/r_assesment.pkl"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "id": "M_KsyUa6NYOo",
        "outputId": "d6e3bd56-f39d-498a-e65b-ea131a1c6d01",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 204
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   title  grade  required     q_id                       comment\n",
              "0  工業数学Ⅰ      1      True  Q21 (1)                          特になし\n",
              "1  工業数学Ⅰ      1      True  Q21 (2)            正直わかりずらい。むだに間があるし。\n",
              "2  工業数学Ⅰ      1      True  Q21 (2)          例題を取り入れて理解しやすくしてほしい。\n",
              "3  工業数学Ⅰ      1      True  Q21 (2)                          特になし\n",
              "4  工業数学Ⅰ      1      True  Q21 (2)  スライドに書く文字をもう少しわかりやすくして欲しいです。"
            ],
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              "    [theme=dark] .colab-df-convert {\n",
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              "        const element = document.querySelector('#df-0699c4c4-0105-4fe2-b156-e46e2299eaea');\n",
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              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-06a78fd8-f9ce-4075-bfcd-1cdf9b2bfca3 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "assesment_df",
              "summary": "{\n  \"name\": \"assesment_df\",\n  \"rows\": 170,\n  \"fields\": [\n    {\n      \"column\": \"title\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 16,\n        \"samples\": [\n          \"\\u5de5\\u696d\\u6570\\u5b66\\u2160\",\n          \"\\u6280\\u8853\\u8005\\u306e\\u502b\\u7406\",\n          \"\\u30a2\\u30eb\\u30b4\\u30ea\\u30ba\\u30e0\\u3068\\u30c7\\u30fc\\u30bf\\u69cb\\u9020\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"grade\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 1,\n        \"max\": 3,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          1,\n          2,\n          3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"required\",\n      \"properties\": {\n        \"dtype\": \"boolean\",\n        \"num_unique_values\": 2,\n        \"samples\": [\n          false,\n          true\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"q_id\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 5,\n        \"samples\": [\n          \"Q21 (2)\",\n          \"Q22\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"comment\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 153,\n        \"samples\": [\n          \"\\u30fb\\u6559\\u79d1\\u66f8\\u304c\\u5fc5\\u8981\\u306a\\u306e\\u304b\\u5fc5\\u8981\\u3067\\u306a\\u3044\\u306e\\u304b\\u304c\\u66d6\\u6627\\u306a\\u307e\\u307e\\u6388\\u696d\\u304c\\u59cb\\u307e\\u308a\\u3001\\u975e\\u5e38\\u306b\\u4e0d\\u5b89\\u3060\\u3063\\u305f\\u305f\\u3081\\u3001\\u6559\\u79d1\\u66f8\\u304c\\u5fc5\\u9808\\u304b\\u305d\\u3046\\u3067\\u306a\\u3044\\u306e\\u304b\\u306f\\u6700\\u521d\\u306b\\u306f\\u3063\\u304d\\u308a\\u3057\\u3066\\u6b32\\u3057\\u3044\\u3002\\r\\n\\u30fb\\u8ab2\\u984c\\u3092\\u51fa\\u3059\\u3060\\u3051\\u51fa\\u3055\\u305b\\u3066\\u304a\\u3044\\u3066\\u3001\\u63a1\\u70b9\\u3082\\u305b\\u305a\\u3001\\u3069\\u3046\\u3044\\u3063\\u305f\\u89e3\\u7b54\\u304c\\u6b63\\u3057\\u3044\\u306e\\u304b\\u3068\\u3044\\u3063\\u305f\\u6307\\u91dd\\u3082\\u51fa\\u3059\\u306e\\u304c\\u3068\\u3066\\u3082\\u9045\\u3044\\u3002\\u8ab2\\u984c\\u306f\\u89e3\\u304f\\u3060\\u3051\\u3067\\u306f\\u77e5\\u8b58\\u306e\\u5b9a\\u7740\\u306b\\u3064\\u306a\\u304c\\u3089\\u306a\\u3044\\u3068\\u601d\\u3044\\u307e\\u3059\\u304c\\u3001\\u305d\\u3053\\u3089\\u3078\\u3093\\u306f\\u3069\\u3046\\u306a\\u3093\\u3067\\u3057\\u3087\\u3046\\u304b\\u3002\\r\\n\\u30fb\\u914d\\u5e03\\u8cc7\\u6599\\u3068\\u3057\\u3066\\u3001\\u904e\\u53bb\\u554f\\u3082\\u914d\\u5e03\\u3057\\u3066\\u304f\\u308c\\u308b\\u3068\\u3068\\u3066\\u3082\\u52a9\\u304b\\u308b\\u306a\\u3001\\u3068\\u601d\\u3044\\u307e\\u3059\\u3002\\u3054\\u691c\\u8a0e\\u304a\\u9858\\u3044\\u3057\\u307e\\u3059\\u3002\",\n          \"\\u30fb\\u4e2d\\u9593\\u30c6\\u30b9\\u30c8\\u3092\\u5ef6\\u671f\\u3057\\u7d9a\\u3051\\u3001\\u6700\\u7d42\\u7684\\u306b\\u4e2d\\u9593\\u30fb\\u671f\\u672b\\u8a66\\u9a13\\u3092\\uff12\\u9031\\u7d9a\\u3051\\u3066\\u3084\\u308b\\u3053\\u3068\\u3068\\u306a\\u308a\\u3001\\u8a08\\u753b\\u6027\\u304c\\u6b20\\u3051\\u3066\\u3044\\u308b\\u3002\\r\\n\\u30fb\\u914d\\u5e03\\u8cc7\\u6599\\u306e\\u8aa4\\u5b57\\u8131\\u5b57\\u304c\\u591a\\u3059\\u304e\\u308b\\u3002\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 4
        }
      ],
      "source": [
        "import collections\n",
        "\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import spacy\n",
        "\n",
        "nlp = spacy.load(\"ja_ginza\")\n",
        "\n",
        "assesment_df = pd.read_pickle('r_assesment.pkl')\n",
        "assesment_df.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "id": "5atZ_WVjNYOp",
        "outputId": "72302e51-2b42-4c72-e309-893aac74cd14",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "総件数 =  170\n",
            "grade内訳:  Counter({2: 86, 1: 78, 3: 6})\n",
            "授業内訳:  Counter({'コンピュータシステム': 32, 'プログラミングⅠ': 19, '技術者の倫理': 18, '工業数学Ⅰ': 16, 'アルゴリズムとデータ構造': 15, 'データサイエンス基礎': 15, 'プログラミング演習Ⅰ': 13, '工学基礎演習': 12, 'プロジェクトデザイン': 9, '情報ネットワークⅠ': 7, '情報処理技術概論': 7, '知能情報実験Ⅲ': 3, 'ディジタル回路': 1, 'キャリアデザイン': 1, 'データマイニング': 1, 'ICT実践英語Ⅰ': 1})\n",
            "comment統計情報\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "count    170.000000\n",
              "mean      61.352941\n",
              "std       61.641492\n",
              "min        4.000000\n",
              "25%       21.000000\n",
              "50%       42.000000\n",
              "75%       79.750000\n",
              "max      414.000000\n",
              "dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 5
        }
      ],
      "source": [
        "# 全体像の観察\n",
        "print('総件数 = ', len(assesment_df))\n",
        "print('grade内訳: ', collections.Counter(assesment_df['grade']))\n",
        "print('授業内訳: ', collections.Counter(assesment_df['title']))\n",
        "\n",
        "print('comment統計情報')\n",
        "comments_length = [len(comment) for comment in assesment_df['comment']]\n",
        "pd.Series(comments_length).describe()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "fZjUc0cUNYOp"
      },
      "source": [
        "## spacyによる自然言語処理の全体像\n",
        "- 参考: [公式ページ:spaCy 101: Everything you need to know](https://spacy.io/usage/spacy-101)\n",
        "  - [Doc形式](https://spacy.io/api/doc)\n",
        "  - [Token形式](https://spacy.io/api/token)\n",
        "  - [Span形式](https://spacy.io/api/span)\n",
        "\n",
        "<img src=\"https://spacy.io/images/pipeline.svg\">\n",
        "\n",
        "基本的な使い方は、予め学習済み言語モデルを用意し、用意したモデルに対して文章を与えるだけで一通りの解析を実行してくれる。上図は公式ページのusageから引用したもの。中間部分の青い点線で囲まれている ``nlp`` 部分が解析部分に相当する。用意したnlpに文章を入力すると自動でtagger(品詞推定)、parser(依存関係推定)、ner(固有表現推定)等の処理を一括して行う。解析結果はDoc形式として保存されている。コードで示すと以下のようになる。\n",
        "\n",
        "```Python\n",
        "import spacy\n",
        "nlp = spacy.load('ja_ginza') # 事前学習済みモデルを用意\n",
        "doc = nlp('今回は自然言語処理ライブラリであるspaCyについて紹介します。') # nlpに文章を入力すると、その戻り値に解析結果が保存される。\n",
        "```\n",
        "\n",
        "<img src=\"https://spacy.io/images/architecture.svg\">\n",
        "\n",
        "上図はspacyによる処理の流れを示している。ここでは以下の流れを把握しよう。\n",
        "- 上部のText(文章)をnlp(事前学習済み言語モデル)に与えると、赤枠のTokenizer等が実行され、結果が紫枠の[Doc形式](https://spacy.io/api/doc)で保存される。\n",
        "- Doc形式は[Token形式](https://spacy.io/api/token)もしくは[Span形式](https://spacy.io/api/span)のシーケンスである。シーケンスになっているため、これに対してループ処理を実行することで文頭から文末までのTokenまたはSpanを一つずつ参照することで詳細を確認することができる。\n",
        "- 分かち書き結果を利用する場合にはTokenを利用する。\n",
        "- Token単位では扱い難い名詞句や固有表現を利用する場合にはSpanを利用する。\n",
        "\n",
        "一例をコードで示すと以下のようになる。\n",
        "\n",
        "```Python\n",
        "import spacy\n",
        "nlp = spacy.load('ja_ginza') # 事前学習済みモデルを用意。\n",
        "doc = nlp('今回は自然言語処理ライブラリであるspaCyについて紹介します。')   # nlpに文章を入力すると、その戻り値に解析結果が保存される。\n",
        "for token in doc:  # Token単位で処理結果を参照。\n",
        "  print(token.i, token.lemma_, token.pos_)\n",
        "```\n",
        "\n",
        "上記コードを実行すると以下のような結果が得られる。文章が単語に分割されていることを確認しよう。\n",
        "```\n",
        "0 今回 NOUN\n",
        "1 は ADP\n",
        "2 自然言語処理 ADV\n",
        "3 ライブラリ ADJ\n",
        "4 だ AUX\n",
        "5 ある VERB\n",
        "6 spacy NOUN\n",
        "7 に ADP\n",
        "8 つく VERB\n",
        "9 て SCONJ\n",
        "10 紹介 VERB\n",
        "11 する AUX\n",
        "12 ます AUX\n",
        "13 。 PUNCT\n",
        "```"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "vR8z7efqNYOp"
      },
      "source": [
        "## 形態素解析による分かち書き\n",
        "ここでは良く使う機能として分かち書き、原形処理、品詞推定、ストップワードを眺めるとともに、類語をまとめる例について紹介する。それ以外の[Token利用法についてはドキュメントを参照](https://spacy.io/api/token#attributes)しよう。\n",
        "\n",
        "- case 0: 形態素解析の基本\n",
        "- case 1: 分かち書き, 原形処理(lemmatize) + カウント\n",
        "- case 2: 分かち書き, 原形処理 + 品詞別カウント\n",
        "- case 3: 分かち書き, 原形処理 + ストップワード + 品詞別カウント\n",
        "- case 4: 分かち書き, 原形処理 + ストップワード + 手動類義語処理 + 品詞別カウント"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "z_G47aXzNYOp"
      },
      "source": [
        "### case 0: 形態素解析の基本\n",
        "nlpの解析結果をfor文で順序よく参照する。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "id": "_kIKfhvJNYOp",
        "outputId": "a67e1b85-6786-43ca-f9d8-7f11eacf38f6",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "機械トラブルの操作で授業が止まることがあった。\r\n",
            "新しいことが学べて大学って感じがした。\n",
            "0 機械 機械 NOUN compound 1\n",
            "1 トラブル トラブル NOUN nmod 3\n",
            "2 の の ADP case 1\n",
            "3 操作 操作 NOUN obl 7\n",
            "4 で で ADP case 3\n",
            "5 授業 授業 NOUN nsubj 7\n",
            "6 が が ADP case 5\n",
            "7 止まる 止まる VERB acl 8\n",
            "8 こと こと NOUN nsubj 10\n",
            "9 が が ADP case 8\n",
            "10 あっ ある VERB ROOT 10\n",
            "11 た た AUX aux 10\n",
            "12 。 。 PUNCT punct 10\n",
            "13 \r\n",
            " \r\n",
            " NOUN compound 14\n",
            "14 新しい 新しい ADJ acl 15\n",
            "15 こと こと NOUN nsubj 17\n",
            "16 が が ADP case 15\n",
            "17 学べ 学べる VERB acl 19\n",
            "18 て て SCONJ mark 17\n",
            "19 大学 大学 NOUN advcl 23\n",
            "20 って って AUX aux 19\n",
            "21 感じ 感じ NOUN nsubj 23\n",
            "22 が が ADP case 21\n",
            "23 し する VERB ROOT 23\n",
            "24 た た AUX aux 23\n",
            "25 。 。 PUNCT punct 23\n"
          ]
        }
      ],
      "source": [
        "# case 0: 形態素解析の基本\n",
        "#   token.i = 分かち書きされた単語のインデックス\n",
        "#   token.text = 分かち書きされた単語そのもの\n",
        "#   token.lemma_ = 単語を原形処理したもの\n",
        "#   token.pos_ = 品詞推定結果\n",
        "#   token.dep_ = 係り受け情報\n",
        "#   token.head.i = 係り受け元単語のインデックス\n",
        "\n",
        "sample_text = assesment_df['comment'][10]\n",
        "print(sample_text)\n",
        "\n",
        "doc = nlp(sample_text)\n",
        "for token in doc:\n",
        "    print(token.i, token.text, token.lemma_, token.pos_, token.dep_, token.head.i)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "id": "fn5XxEIRNYOq",
        "outputId": "da2052f7-db13-4396-da8d-e4ec44715c31",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "subordinating conjunction\n",
            "nominal subject\n"
          ]
        }
      ],
      "source": [
        "# 品詞、係り受け情報等の用語は spacy.explain で補足情報を確認できる。\n",
        "# 詳細はドキュメントページ参照。\n",
        "# Universal POS tags: https://universaldependencies.org/u/pos/index.html\n",
        "# Part-of-speech tags and dependencies: https://spacy.io/usage/spacy-101#annotations-pos-deps\n",
        "\n",
        "print(spacy.explain(\"SCONJ\"))\n",
        "print(spacy.explain(\"nsubj\"))"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "v9HEru2xNYOq"
      },
      "source": [
        "### case 1: 分かち書き, 原形処理(lemmatize) + カウント\n",
        "表記上は異なる同一語に活用する語がある。これらを表記によらず同一語として扱うために、原形処理結果(token.lemma_)を処理対象としよう。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "id": "3qrz8V-nNYOq",
        "outputId": "7b2aeb79-7146-4982-861d-a06ace89b2ca",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[('た', 337), ('の', 310), ('が', 260), ('て', 233), ('。', 231), ('だ', 211), ('、', 193), ('を', 166), ('に', 162), ('と', 147)]\n"
          ]
        }
      ],
      "source": [
        "# case 1: 分かち書き, 原形処理(lemmatize) + カウント\n",
        "\n",
        "def count_lemma(df, column):\n",
        "    '''分かち書き1：原形処理のみ。\n",
        "    args:\n",
        "      df (pd.DataFrame): 読み込み対象データフレーム。\n",
        "      column (str): データフレーム内の読み込み対象列名。\n",
        "    return\n",
        "      words_list ([token.lemma_,,,]): 原形処理済み単語のリスト。\n",
        "    '''\n",
        "    words_list = []\n",
        "    for comment in df[column]:\n",
        "        doc = nlp(comment)\n",
        "        for token in doc:\n",
        "            words_list.append(token.lemma_)\n",
        "    return words_list\n",
        "\n",
        "words_list = count_lemma(assesment_df, 'comment')\n",
        "words_count = collections.Counter(words_list)\n",
        "print(words_count.most_common(10))"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "dTBXb0AcNYOq"
      },
      "source": [
        "### case 2: 分かち書き, 原形処理 + 品詞別カウント\n",
        "多くの場合、データの全体像を観察するために処理結果をカウントする。分かち書き結果の場合には多くの文章で共通して現れる助詞が圧倒的多数となってしまうため、直接カウントするだけだとあまり意味のない結果になってしまう。そこで品詞別にカウントしてみることにしよう。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "id": "ZInkifZzNYOq",
        "outputId": "32a3f7e8-aa48-4ee7-e5cb-974f16c5080c",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "pos =  PROPN\n",
            "[('webclass', 5), ('和田', 2), ('沖縄', 1), ('工学部', 1), ('當間', 1), ('アルゴリズム', 1), ('解決策', 1), ('クソゲー', 1), ('キャンパス', 1), ('github', 1)]\n",
            "pos =  NOUN\n",
            "[('こと', 73), ('授業', 44), ('課題', 39), ('試験', 38), ('\\r\\n', 34), ('講義', 31), ('内容', 22), ('ため', 21), ('問題', 20), ('説明', 19)]\n",
            "pos =  VERB\n",
            "[('思う', 68), ('いる', 56), ('ある', 44), ('する', 35), ('なる', 31), ('わかる', 27), ('いう', 21), ('学ぶ', 20), ('できる', 18), ('出す', 17)]\n",
            "pos =  ADJ\n",
            "[('良い', 25), ('ない', 24), ('よい', 21), ('多い', 19), ('難しい', 13), ('楽しい', 11), ('非常', 10), ('いい', 9), ('新しい', 6), ('大変', 5)]\n",
            "pos =  ADV\n",
            "[('とても', 28), ('特に', 22), ('少し', 14), ('どう', 8), ('今後', 6), ('すぐ', 6), ('もう', 4), ('まだ', 4), ('初めて', 4), ('あまり', 4)]\n"
          ]
        }
      ],
      "source": [
        "# case 2: 分かち書き, 原形処理 + 品詞別カウント\n",
        "# 対象品詞\n",
        "#  名詞(NOUN), 動詞(VERB), 形容詞(ADJ), 副詞(ADV)\n",
        "# spacyによる品詞一覧: https://universaldependencies.org/u/pos/\n",
        "\n",
        "def count_lemma2(df, column, target_poses):\n",
        "    '''分かち書き2：原形処理し、品詞別にカウント。\n",
        "    args:\n",
        "      df (pd.DataFrame): 読み込み対象データフレーム。\n",
        "      column (str): データフレーム内の読み込み対象列名。\n",
        "      target_poses ([str]): カウント対象となる品詞名のリスト。\n",
        "    return\n",
        "      words_dict ({pos1:{token1.lemma_:i, token2.lemma_:j},\n",
        "                   pos2:{token3.lemma_:k, token4.lemma_:l}}): 品詞(pos)別に、単語をカウント。\n",
        "    '''\n",
        "    words_dict = {}\n",
        "    for pos in target_poses:\n",
        "        words_dict[pos] = {}\n",
        "\n",
        "    for comment in df[column]:\n",
        "        doc = nlp(comment)\n",
        "        for token in doc:\n",
        "            if token.pos_ in target_poses:\n",
        "                if token.lemma_ not in words_dict[token.pos_]:\n",
        "                    words_dict[token.pos_].update({token.lemma_: 1})\n",
        "                else:\n",
        "                    words_dict[token.pos_][token.lemma_] += 1\n",
        "    return words_dict\n",
        "\n",
        "target_poses = ['PROPN', 'NOUN', 'VERB', 'ADJ', 'ADV']\n",
        "words_dict = count_lemma2(assesment_df, 'comment', target_poses)\n",
        "\n",
        "for pos in target_poses:\n",
        "    print('pos = ', pos)\n",
        "    words_count[pos] = collections.Counter(words_dict[pos])\n",
        "    print(words_count[pos].most_common(10))\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "iBxN3Qo5NYOq"
      },
      "source": [
        "### case 3: 分かち書き, 原形処理 + ストップワード + 品詞別カウント\n",
        "品詞別カウントのお陰である程度は概要を掴みやすくなったが、それでも「こと」「ため」「いる」のような頻出語が上位に位置してしまう。見たくない単語（ストップワード）を指定し、削除してしまおう。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "id": "-357LsRANYOr",
        "outputId": "a6e0c3aa-6354-4713-8af7-d43d004b9485",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "pos =  PROPN\n",
            "[('webclass', 5), ('和田', 2), ('沖縄', 1), ('工学部', 1), ('當間', 1), ('アルゴリズム', 1), ('解決策', 1), ('クソゲー', 1), ('キャンパス', 1), ('github', 1)]\n",
            "pos =  NOUN\n",
            "[('授業', 44), ('課題', 39), ('試験', 38), ('講義', 31), ('内容', 22), ('問題', 20), ('説明', 19), ('なし', 18), ('資料', 16), ('先生', 15)]\n",
            "pos =  VERB\n",
            "[('わかる', 27), ('いう', 21), ('学ぶ', 20), ('できる', 18), ('出す', 17), ('書く', 16), ('ござる', 13), ('つく', 13), ('理解', 12), ('見る', 11)]\n",
            "pos =  ADJ\n",
            "[('良い', 25), ('ない', 24), ('よい', 21), ('多い', 19), ('難しい', 13), ('楽しい', 11), ('非常', 10), ('いい', 9), ('新しい', 6), ('大変', 5)]\n",
            "pos =  ADV\n",
            "[('とても', 28), ('特に', 22), ('少し', 14), ('どう', 8), ('今後', 6), ('すぐ', 6), ('もう', 4), ('まだ', 4), ('初めて', 4), ('あまり', 4)]\n"
          ]
        }
      ],
      "source": [
        "# case 3: 分かち書き, 原形処理 + ストップワード + 品詞別カウント\n",
        "def count_lemma3(df, column, target_poses, stop_words):\n",
        "    '''分かち書き3：原形処理し、ストップワードを除き、品詞別にカウント。\n",
        "    args:\n",
        "      df (pd.DataFrame): 読み込み対象データフレーム。\n",
        "      column (str): データフレーム内の読み込み対象列名。\n",
        "      target_poses ([str]): カウント対象となる品詞名のリスト。\n",
        "      stop_words ([str]): 削除したい単語のリスト。\n",
        "    return\n",
        "      words_dict ({pos1:{token1.lemma_:i, token2.lemma_:j},\n",
        "                   pos2:{token3.lemma_:k, token4.lemma_:l}}): 品詞(pos)別に、単語をカウント。\n",
        "    '''\n",
        "    words_dict = {}\n",
        "    for pos in target_poses:\n",
        "        words_dict[pos] = {}\n",
        "\n",
        "    for comment in df[column]:\n",
        "        doc = nlp(comment)\n",
        "        for token in doc:\n",
        "            if token.lemma_ not in stop_words:\n",
        "                if token.pos_ in target_poses:\n",
        "                    if token.lemma_ not in words_dict[token.pos_]:\n",
        "                        words_dict[token.pos_].update({token.lemma_: 1})\n",
        "                    else:\n",
        "                        words_dict[token.pos_][token.lemma_] += 1\n",
        "    return words_dict\n",
        "\n",
        "target_poses = ['PROPN', 'NOUN', 'VERB', 'ADJ', 'ADV']\n",
        "stop_words = ['こと', '\\r\\n', 'ため', '思う', 'いる', 'ある', 'する', 'なる']\n",
        "words_dict = count_lemma3(assesment_df, 'comment', target_poses, stop_words)\n",
        "\n",
        "for pos in target_poses:\n",
        "    print('pos = ', pos)\n",
        "    words_count[pos] = collections.Counter(words_dict[pos])\n",
        "    print(words_count[pos].most_common(10))\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "kQbe0mc5NYOr"
      },
      "source": [
        "### case 4: 分かち書き, 原形処理 + ストップワード + 手動類義語処理 + 品詞別カウント\n",
        "名詞別カウントを眺めてみると「授業,44回」「講義,31回」とあるが、これらは同一単語としてカウントしたほうが良いだろう。しかしながら直接spacyでそのように処理することは出来ない。ここではまとめてしまいたい単語群（類義語）とその代表語を手動で用意し、類義語が出現したら代表語に置き換えてしまうことで対処してみよう。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "id": "hSRPn8l1NYOr",
        "outputId": "d03e19bd-c761-42fa-ff83-a8d3dc3b3d87",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "pos =  PROPN\n",
            "[('webclass', 5), ('和田', 2), ('沖縄', 1), ('工学部', 1), ('當間', 1), ('アルゴリズム', 1), ('解決策', 1), ('クソゲー', 1), ('キャンパス', 1), ('github', 1)]\n",
            "pos =  NOUN\n",
            "[('授業', 75), ('課題', 39), ('試験', 38), ('内容', 22), ('問題', 20), ('説明', 19), ('なし', 18), ('資料', 16), ('先生', 15), ('お', 14)]\n",
            "pos =  VERB\n",
            "[('わかる', 27), ('いう', 21), ('学ぶ', 20), ('できる', 18), ('出す', 17), ('書く', 16), ('ござる', 13), ('つく', 13), ('理解', 12), ('見る', 11)]\n",
            "pos =  ADJ\n",
            "[('良い', 55), ('ない', 24), ('多い', 19), ('難しい', 13), ('楽しい', 11), ('非常', 10), ('新しい', 6), ('大変', 5), ('高い', 5), ('必要', 4)]\n",
            "pos =  ADV\n",
            "[('とても', 50), ('少し', 14), ('どう', 8), ('今後', 6), ('すぐ', 6), ('もう', 4), ('まだ', 4), ('初めて', 4), ('あまり', 4), ('しっかり', 4)]\n"
          ]
        }
      ],
      "source": [
        "# case 4: 分かち書き, 原形処理 + ストップワード + 手動類義語処理 + 品詞別カウント\n",
        "\n",
        "def reverse_dict(dict_with_list):\n",
        "    result = {}\n",
        "    for k, v_list in dict_with_list.items():\n",
        "        for v in v_list:\n",
        "            result[v] = k\n",
        "    return result\n",
        "\n",
        "def count_lemma4(df, column, target_poses, stop_words, similar_words):\n",
        "    '''分かち書き4：原形処理し、ストップワードを除き、類義語を代表語に置き換え、品詞別にカウント。\n",
        "    args:\n",
        "      df (pd.DataFrame): 読み込み対象データフレーム。\n",
        "      column (str): データフレーム内の読み込み対象列名。\n",
        "      target_poses ([str]): カウント対象となる品詞名のリスト。\n",
        "      stop_words ([str]): 削除したい単語のリスト。\n",
        "      similar_words ({similar_word1:representive_word1, similar_word2:representive_word1,,}):\n",
        "        類義語辞書。keyをvalueに置き換える。\n",
        "    return\n",
        "      words_dict ({pos1:{token1.lemma_:i, token2.lemma_:j},\n",
        "                   pos2:{token3.lemma_:k, token4.lemma_:l}}): 品詞(pos)別に、単語をカウント。\n",
        "    '''\n",
        "    words_dict = {}\n",
        "    for pos in target_poses:\n",
        "        words_dict[pos] = {}\n",
        "\n",
        "    for comment in df[column]:\n",
        "        doc = nlp(comment)\n",
        "        for token in doc:\n",
        "            if token.lemma_ not in stop_words:\n",
        "                if token.lemma_ in similar_words.keys():\n",
        "                    word = similar_words[token.lemma_]\n",
        "                else:\n",
        "                    word = token.lemma_\n",
        "\n",
        "                if token.pos_ in target_poses:\n",
        "                    if word not in words_dict[token.pos_]:\n",
        "                        words_dict[token.pos_].update({word: 1})\n",
        "                    else:\n",
        "                        words_dict[token.pos_][word] += 1\n",
        "    return words_dict\n",
        "\n",
        "target_poses = ['PROPN', 'NOUN', 'VERB', 'ADJ', 'ADV']\n",
        "stop_words = ['こと', '\\r\\n', 'ため', '思う', 'いる', 'ある', 'する', 'なる']\n",
        "similar_words = {'授業':['講義'], '良い':['よい', 'いい'], 'とても':['特に']}\n",
        "similar_words = reverse_dict(similar_words)\n",
        "words_dict = count_lemma4(assesment_df, 'comment', target_poses, stop_words, similar_words)\n",
        "\n",
        "for pos in target_poses:\n",
        "    print('pos = ', pos)\n",
        "    words_count[pos] = collections.Counter(words_dict[pos])\n",
        "    print(words_count[pos].most_common(10))\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "d3mFs-rNNYOr"
      },
      "source": [
        "### 授業別単語頻出傾向の観察\n",
        "全コメントを対象とした頻出語は確認できたが、授業毎の違いはないのだろうか。固有名詞(PROPN)と名詞(NOUN)に限定して、授業毎にカウント＆積み上げ棒グラフとして描画してみよう。全体の流れは以下の通りである。\n",
        "\n",
        "- 頻出語上位20件を用意。\n",
        "- 授業毎に頻出語が出現した回数をカウント。数えた結果を「単語x授業行列(pd.DataFrame形式)」として整形する。\n",
        "- pd.DataFrameをmatplotlibで描画する。"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "XO3dTFYlNYOr"
      },
      "source": [
        "#### 頻出語上位20件を用意。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "id": "8dUwxPkpNYOr",
        "outputId": "59a81eaf-24aa-404a-9499-6cf7b5163a27",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "10 425 434\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[('授業', 75),\n",
              " ('課題', 39),\n",
              " ('試験', 38),\n",
              " ('内容', 22),\n",
              " ('問題', 20),\n",
              " ('説明', 19),\n",
              " ('なし', 18),\n",
              " ('資料', 16),\n",
              " ('先生', 15),\n",
              " ('お', 14),\n",
              " ('難易度', 12),\n",
              " ('解答', 11),\n",
              " ('実際', 11),\n",
              " ('方', 10),\n",
              " ('テスト', 10),\n",
              " ('知識', 9),\n",
              " ('機会', 9),\n",
              " ('生徒', 9),\n",
              " ('中間', 9),\n",
              " ('期末', 9)]"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ],
      "source": [
        "# 講義名のユニーク名一覧\n",
        "titles = assesment_df['title'].unique()\n",
        "\n",
        "# 固有名詞＋名詞の上位20単語一覧\n",
        "top_n = 20\n",
        "total_words = {**words_dict['PROPN'], **words_dict['NOUN']}\n",
        "print(len(words_dict['PROPN']), len(words_dict['NOUN']), len(total_words))\n",
        "top_n_words = collections.Counter(total_words).most_common(top_n)\n",
        "top_n_words"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jm7n1zRHNYOr"
      },
      "source": [
        "#### 授業毎に頻出語が出現した回数をカウント。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "id": "HsSAy_SFNYOs",
        "outputId": "75deecf4-0f4a-4414-c462-119c2a10b453",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "     工業数学Ⅰ  技術者の倫理  工学基礎演習  プログラミングⅠ  プログラミング演習Ⅰ  アルゴリズムとデータ構造  情報ネットワークⅠ  \\\n",
              "授業       3       3       2         0           1             2          1   \n",
              "課題       2       0       0         6           3             0          0   \n",
              "試験       0       0       0         0           0             3          0   \n",
              "内容       0       2       0         1           0             2          0   \n",
              "問題       1       0       0         0           0             4          0   \n",
              "説明       2       0       0         2           0             3          0   \n",
              "なし       3       4       4         4           3             0          0   \n",
              "資料       0       0       0         0           0             3          1   \n",
              "先生       0       3       0         1           0             1          0   \n",
              "お        1       2       0         2           1             0          3   \n",
              "難易度      0       0       0         1           0             0          0   \n",
              "解答       0       0       0         0           1             0          0   \n",
              "実際       0       0       0         0           1             0          1   \n",
              "方        0       0       1         0           1             0          2   \n",
              "テスト      0       0       0         0           0             1          1   \n",
              "知識       0       1       0         1           1             0          0   \n",
              "機会       0       0       3         0           0             0          1   \n",
              "生徒       0       0       0         0           0             1          0   \n",
              "中間       0       0       0         0           0             0          2   \n",
              "期末       0       0       0         0           0             0          0   \n",
              "\n",
              "     コンピュータシステム  データサイエンス基礎  ディジタル回路  情報処理技術概論  プロジェクトデザイン  キャリアデザイン  \\\n",
              "授業           19           4        1         2           5         0   \n",
              "課題           23           3        0         0           1         0   \n",
              "試験           29           4        0         2           0         0   \n",
              "内容           12           4        0         0           1         0   \n",
              "問題           12           2        0         1           0         0   \n",
              "説明            7           2        1         1           0         0   \n",
              "なし            0           0        0         0           0         0   \n",
              "資料            8           0        1         2           1         0   \n",
              "先生            6           2        0         1           0         1   \n",
              "お             4           1        0         0           0         0   \n",
              "難易度           8           2        0         1           0         0   \n",
              "解答            7           3        0         0           0         0   \n",
              "実際            3           1        0         3           2         0   \n",
              "方             0           2        0         2           2         0   \n",
              "テスト           6           0        0         2           0         0   \n",
              "知識            2           4        0         0           0         0   \n",
              "機会            0           0        0         0           5         0   \n",
              "生徒            8           0        0         0           0         0   \n",
              "中間            7           0        0         0           0         0   \n",
              "期末            6           0        0         3           0         0   \n",
              "\n",
              "     データマイニング  ICT実践英語Ⅰ  知能情報実験Ⅲ  \n",
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              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-f40581a7-dbf8-40a7-8c7b-fc2d23294497 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df_title_vs_word",
              "summary": "{\n  \"name\": \"df_title_vs_word\",\n  \"rows\": 20,\n  \"fields\": [\n    {\n      \"column\": \"\\u5de5\\u696d\\u6570\\u5b66\\u2160\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 0,\n        \"max\": 3,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          2,\n          1,\n          3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u6280\\u8853\\u8005\\u306e\\u502b\\u7406\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 0,\n        \"max\": 4,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          0,\n          1,\n          2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u5de5\\u5b66\\u57fa\\u790e\\u6f14\\u7fd2\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 0,\n        \"max\": 4,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          0,\n          3,\n          4\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u30d7\\u30ed\\u30b0\\u30e9\\u30df\\u30f3\\u30b0\\u2160\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 0,\n        \"max\": 6,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          6,\n          4,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u30d7\\u30ed\\u30b0\\u30e9\\u30df\\u30f3\\u30b0\\u6f14\\u7fd2\\u2160\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 3,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          1,\n          3,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u30a2\\u30eb\\u30b4\\u30ea\\u30ba\\u30e0\\u3068\\u30c7\\u30fc\\u30bf\\u69cb\\u9020\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 0,\n        \"max\": 4,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          0,\n          1,\n          3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u60c5\\u5831\\u30cd\\u30c3\\u30c8\\u30ef\\u30fc\\u30af\\u2160\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 3,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          0,\n          2,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u30b3\\u30f3\\u30d4\\u30e5\\u30fc\\u30bf\\u30b7\\u30b9\\u30c6\\u30e0\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 7,\n        \"min\": 0,\n        \"max\": 29,\n        \"num_unique_values\": 11,\n        \"samples\": [\n          0,\n          19,\n          3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u30c7\\u30fc\\u30bf\\u30b5\\u30a4\\u30a8\\u30f3\\u30b9\\u57fa\\u790e\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 0,\n        \"max\": 4,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          3,\n          1,\n          2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u30c7\\u30a3\\u30b8\\u30bf\\u30eb\\u56de\\u8def\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          0,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u60c5\\u5831\\u51e6\\u7406\\u6280\\u8853\\u6982\\u8ad6\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 0,\n        \"max\": 3,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          0,\n          3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u30d7\\u30ed\\u30b8\\u30a7\\u30af\\u30c8\\u30c7\\u30b6\\u30a4\\u30f3\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 0,\n        \"max\": 5,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          1,\n          2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u30ad\\u30e3\\u30ea\\u30a2\\u30c7\\u30b6\\u30a4\\u30f3\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u30c7\\u30fc\\u30bf\\u30de\\u30a4\\u30cb\\u30f3\\u30b0\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ICT\\u5b9f\\u8df5\\u82f1\\u8a9e\\u2160\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 0,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"\\u77e5\\u80fd\\u60c5\\u5831\\u5b9f\\u9a13\\u2162\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 13
        }
      ],
      "source": [
        "# 授業別に top_n_words が出現した回数をカウント\n",
        "words = [k for k,v in top_n_words]\n",
        "zero_matrix = np.zeros((len(words), len(titles)), dtype=int)\n",
        "df_title_vs_word = pd.DataFrame(zero_matrix, columns=titles, index=words)\n",
        "\n",
        "# 授業別にコメントを前処理しておく\n",
        "title_comments = {}\n",
        "for title in titles:\n",
        "    comments = assesment_df[assesment_df['title'] == title]['comment']\n",
        "    tokens = []\n",
        "    comments = ' '.join(comments)\n",
        "    doc = nlp(comments)\n",
        "    for token in doc:\n",
        "        if token.pos_ == 'PROPN' or token.pos_ == 'NOUN':\n",
        "            if token.lemma_ in words:\n",
        "                df_title_vs_word.loc[token.lemma_, title] += 1\n",
        "\n",
        "df_title_vs_word"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "m30gRLbPNYOs"
      },
      "source": [
        "#### 積み上げ棒グラフ1"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "id": "N7yNPS7eNYOs",
        "outputId": "b07c5b2c-9685-42cf-fc1f-b39c356c3bfe",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 356
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 3500x1500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import japanize_matplotlib\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(35, 15))\n",
        "for i in range(len(df_title_vs_word)):\n",
        "    ax.bar(df_title_vs_word.columns, df_title_vs_word.iloc[i], bottom=df_title_vs_word.iloc[:i].sum())\n",
        "\n",
        "ax.legend(df_title_vs_word.index)\n",
        "ax.set_title(f'授業別高頻度単語(top_n={top_n})の内訳（出現回数）', size=20)\n",
        "ax.set_xlabel('授業一覧')\n",
        "ax.set_ylabel('出現回数')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "JLlU3NFENYOs"
      },
      "source": [
        "#### 積み上げ棒グラフ2（横）\n",
        "縦に積み上げる形式（ax.bar）だと確認しづらいので、横方向に積み上げ（ax.barh）よう。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "id": "rbzIhuoSNYOs",
        "outputId": "241a9595-50c6-4bb7-9f67-01fb9f79472d",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 339
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 3500x1500 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "fig, ax = plt.subplots(figsize=(35, 15))\n",
        "for i in range(len(df_title_vs_word)):\n",
        "    ax.barh(df_title_vs_word.columns, df_title_vs_word.iloc[i], left=df_title_vs_word.iloc[:i].sum())\n",
        "\n",
        "ax.legend(df_title_vs_word.index)\n",
        "ax.set_title(f'授業別高頻度単語(top_n={top_n})の内訳（出現回数）', size=20)\n",
        "ax.set_xlabel('授業一覧')\n",
        "ax.set_ylabel('出現回数')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "OkUQjMrlNYOs"
      },
      "source": [
        "#### 積み上げ棒グラフ3（横+正規化）\n",
        "一部の授業が突出しているため他の傾向を掴みづらい。出現回数をそのまま扱うのではなく、授業毎の出現割合に変換してから描画してみよう。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {
        "id": "DCABa2UQNYOs",
        "outputId": "598799a7-dd97-4a1f-a4a9-42b9464c0bb4",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 335
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 3500x1500 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "normalize_df = df_title_vs_word.div(df_title_vs_word.sum(axis=0), axis=1)\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(35, 15))\n",
        "for i in range(len(df_title_vs_word)):\n",
        "    bar = ax.barh(normalize_df.columns, normalize_df.iloc[i], left=normalize_df.iloc[:i].sum())\n",
        "    for rect in bar:\n",
        "        center_x = rect.get_x() + rect.get_width() / 2\n",
        "        center_y = rect.get_y() + rect.get_height() / 2\n",
        "        if np.isnan(center_x) == False and np.isnan(center_y) == False:\n",
        "            ax.text(center_x, center_y, normalize_df.index[i], ha='center', va='center', size=20)\n",
        "\n",
        "ax.set_title(f'授業別高頻度単語(top_n={top_n})の内訳（割合）', size=20)\n",
        "ax.set_xlabel('授業一覧')\n",
        "ax.set_ylabel('出現割合')\n",
        "#ax.legend(normalize_df.index)\n",
        "plt.show()\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "o0nKbTZcNYOs"
      },
      "source": [
        "#### 積み上げ棒グラフ（横＋正規化＋色調整）\n",
        "一部の色が被っていて誤解してしまう。標準では10色までしか用意されておらず、使い終えると再び同じ色が利用されるようだ。これを避けるために[colormap](https://matplotlib.org/3.5.0/tutorials/colors/colormaps.html)を指定して色重複されないようにしよう。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {
        "id": "7x_xmz5YNYOs",
        "outputId": "2ab837f8-70e7-4ce3-fc07-8ca1b3deafeb",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 389
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-17-658c67e06614>:4: MatplotlibDeprecationWarning: The get_cmap function was deprecated in Matplotlib 3.7 and will be removed two minor releases later. Use ``matplotlib.colormaps[name]`` or ``matplotlib.colormaps.get_cmap(obj)`` instead.\n",
            "  cm = plt.cm.get_cmap('tab20')\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 3500x1500 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "normalize_df = df_title_vs_word.div(df_title_vs_word.sum(axis=0), axis=1)\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(35, 15))\n",
        "cm = plt.cm.get_cmap('tab20')\n",
        "for i in range(len(df_title_vs_word)):\n",
        "    bar = ax.barh(normalize_df.columns, normalize_df.iloc[i], left=normalize_df.iloc[:i].sum(), color=cm.colors[i])\n",
        "    for rect in bar:\n",
        "        center_x = rect.get_x() + rect.get_width() / 2\n",
        "        center_y = rect.get_y() + rect.get_height() / 2\n",
        "        if np.isnan(center_x) == False and np.isnan(center_y) == False:\n",
        "            ax.text(center_x, center_y, normalize_df.index[i], ha='center', va='center', size=20)\n",
        "\n",
        "ax.set_title(f'授業別高頻度単語(top_n={top_n})の内訳（割合）', size=20)\n",
        "ax.set_xlabel('授業一覧')\n",
        "ax.set_ylabel('出現割合')\n",
        "#ax.legend(normalize_df.index)\n",
        "plt.show()\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "qyShV5QuNYOt"
      },
      "source": [
        "## 用例集\n",
        "「ござる」？？　これを含む文例を探してみよう。[pd.Series.str.contains](https://pandas.pydata.org/docs/reference/api/pandas.Series.str.contains.html)を使えば良いだけなんだけど、微妙に使いづらいので関数として用意してみる。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {
        "id": "RGTorIeVNYOt",
        "outputId": "ff517ca9-f8ac-4f64-ecbf-507f23359afe",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "14     新しく触れる分野だったので不安はあったのですが、自分なりに解釈して理解することができたと思い...\n",
              "31     良い技術者になるためには、道徳の分野が重要だということがわかりました。和田先生の講義内容は私...\n",
              "44     この講義のおかげで、周りの人と話すことができたのでとてもよかったです。この講義がなければ私は...\n",
              "64     私は今までプログラミングに触れたことがなかったので新しいことを覚えるのに必死でした。ですが、...\n",
              "75     最初はターミナルの使い方すら分からなくてとても焦りました。ですが、コマンドやコードの意味、書...\n",
              "90                                           ありがとうございました\n",
              "97     企業の方を招待してお話を聞かせていただいてありがとうございました。とてもためになるお話が聞け...\n",
              "141    講義を通して、確率統計に関する知識を獲得することができたと思います。これらの知識を利用して個...\n",
              "145                               とても良かったです．ありがとうございました．\n",
              "152    実際にIT機器や技術がどのように使われているかを学ぶことができて良かったです。\\r\\nありが...\n",
              "159    CM楽しかったです。実際に講義で学んだ手法を使うと、スムーズにグループワーク ができることを...\n",
              "165    課題が難しいものが多く、時間を多くとってもらえたのは非常に良かったですがかなりきつかったです...\n",
              "Name: comment, dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 18
        }
      ],
      "source": [
        "def get_examples(df, column, text):\n",
        "    return df[df[column].str.contains(text)][column]\n",
        "\n",
        "#assesment_df['comment'].str.contains('例題')\n",
        "df = get_examples(assesment_df, 'comment', 'ござ')\n",
        "df"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "上記はちょっとわかりにくい。この用途ではNLTKが便利。"
      ],
      "metadata": {
        "id": "BRidlpF0Ossh"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import nltk\n",
        "\n",
        "# テキスト一覧を用意\n",
        "text_list = assesment_df[\"comment\"].tolist()\n",
        "text_data = ' '.join(text_list)\n",
        "\n",
        "# トークン化\n",
        "tokens = []\n",
        "doc = nlp(text_data)\n",
        "for token in doc:\n",
        "  tokens.append(token.lemma_)\n",
        "\n",
        "# nltkでテキスト処理\n",
        "nltk_text = nltk.Text(tokens)\n",
        "\n",
        "# コンコーダンス出力\n",
        "target = \"ござる\"\n",
        "nltk_text.concordance(target, width=50, lines=5)\n"
      ],
      "metadata": {
        "id": "xdfmLLL4OwvJ",
        "outputId": "1a0649b1-2f44-46de-d4b7-94d537d6d6d1",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Displaying 5 of 13 matches:\n",
            "ぶ の は 楽しい た です 。 ありがとう ござる ます た 。 数学 だ けど 数学 っぽい \n",
            " ます た 。 貴重 だ お 話 ありがとう ござる ます た 。 元気 が ある 先生 で 、 \n",
            " 機会 を 設ける て くださる ありがとう ござる ます た 。 今後 の グループ 活動 や \n",
            " 講義 は 楽しい た です 。 ありがとう ござる ます た 。 後期 の 講義 で も お世話\n",
            "る やすい 教える て くださる ありがとう ござる ます た 。 コロナ の 影響 で 仕方ない\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "gi4CHH2XNYOt"
      },
      "source": [
        "## n-gramsを利用した用例検索\n",
        "個々の単語をカウントして上位確認することでおおよその概要を掴みやすくなった。しかしこれだけだと複数の連続語として出現しやすい表現（フレーズ）や、同時に現れやすい単語（共起語）については把握しづらい。\n",
        "\n",
        "このような複数語を観察しやすくする一つの方法として **n-gram** で観察してみよう。n-gramとは、「n個の連続した単語」を特徴として扱う考え方であり、これまでの「個々の単語を独立してカウント」していたものは ``1-gram`` に相当する。n=2の ``2-gram（bi-gramとも呼ばれる）`` ならば「2個の連続した語」を基本特徴とする。何個まで考慮するかはケース・バイ・ケースである。増やすほどより細かな特徴を対象とすることが可能だが、それだけ処理が重くなってしまうため多くの場合は2〜5-gramに留めることが多いかもしれない。例として2007年にGoogleにより公開された[大規模日本語n-gramデータ](https://japan.googleblog.com/2007/11/n-gram.html)では1〜7-gramまで対応している。より大規模な英語コーパスに対しては[Google Books Ngram Viewer](https://books.google.com/ngrams)として1〜5-gramまで対応しており、こちらは品詞指定なども可能となっている。\n",
        "\n",
        "ここではn-gramを自前で解析してみよう。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 20,
      "metadata": {
        "id": "atx0I6qjNYOt",
        "outputId": "119b9680-a8af-4d27-9367-e3ad0b4a1d95",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[('と 思う ます', 46),\n",
              " ('た の だ', 38),\n",
              " ('ます た 。', 37),\n",
              " ('思う ます 。', 35),\n",
              " ('た です 。', 30),\n",
              " ('た と 思う', 28),\n",
              " ('こと が できる', 21),\n",
              " ('です が 、', 17),\n",
              " ('が できる た', 16),\n",
              " ('の だ 、', 15)]"
            ]
          },
          "metadata": {},
          "execution_count": 20
        }
      ],
      "source": [
        "def count_ngrams(df, column, n=3):\n",
        "    '''分かち書き4：原形処理し、ストップワードを除き、類義語を代表語に置き換え、品詞別にカウント。\n",
        "    args:\n",
        "      df (pd.DataFrame): 読み込み対象データフレーム。\n",
        "      column (str): データフレーム内の読み込み対象列名。\n",
        "      n (int): n-gramとしてカウントする連続語数n。\n",
        "    return\n",
        "      result ({n_gram_text:count}): 出現したn-gram毎の出現回数を保持した辞書。\n",
        "    '''\n",
        "    if n <= 1:\n",
        "        return None\n",
        "\n",
        "    stop_words = ['', '\\r\\n']\n",
        "    result = {}\n",
        "    for comment in df[column]:\n",
        "        doc = nlp(comment)\n",
        "        token_list = []\n",
        "        for token in doc:\n",
        "            if token.lemma_ not in stop_words:\n",
        "                token_list.append(token.lemma_)\n",
        "\n",
        "        if len(token_list) < n:\n",
        "            pass\n",
        "\n",
        "        for index in range(len(token_list)-n+1):\n",
        "            ngram = ' '.join(token_list[index:index+n]) # n-gramをスペース区切り文字列として用意\n",
        "            if ngram not in result:\n",
        "                result[ngram] = 1\n",
        "            else:\n",
        "                result[ngram] += 1\n",
        "    return result\n",
        "\n",
        "ngrams = count_ngrams(assesment_df, 'comment', 3)\n",
        "ngrams_count = collections.Counter(ngrams)\n",
        "ngrams_count.most_common(10)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 21,
      "metadata": {
        "id": "s1R28QJ7NYOt",
        "outputId": "e8ae4fa3-ff90-4fc9-dc99-46c24c01bdfb",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[('ありがとう ござる ます', 13),\n",
              " ('ござる ます た', 13),\n",
              " ('。 ありがとう ござる', 7),\n",
              " ('くださる ありがとう ござる', 2),\n",
              " ('話 ありがとう ござる', 1),\n",
              " ('て ありがとう ござる', 1),\n",
              " ('. ありがとう ござる', 1)]"
            ]
          },
          "metadata": {},
          "execution_count": 21
        }
      ],
      "source": [
        "def filter_dict(ngrams_count_dict, text):\n",
        "    '''指定した語を含むngramを検索。\n",
        "    args:\n",
        "      ngrams_count_dict (dict): count_ngrams()で作成したn-gram解析結果の辞書。\n",
        "      text (str): 検索語。\n",
        "    '''\n",
        "    return dict(filter(lambda item: text in item[0], ngrams_count_dict.items()))\n",
        "\n",
        "examples = filter_dict(ngrams_count, 'ござ')\n",
        "examples_count = collections.Counter(examples)\n",
        "examples_count.most_common(10)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "1GsqF1aLNYOt"
      },
      "source": [
        "## 係り受け情報を利用した検索\n",
        "n-gramはn個の連続した語、もしくはその範疇にある共起語に対してはうまく機能する。nを増やせば理論的にはあらゆる共起を参照できるが計算コスト的には現実的ではない上に「共起＝それらの語が密接に結びついている」とは限らないこともある。\n",
        "\n",
        "例えば「授業用スライドが丁寧に作られていてわかりやすかった。」という文を例に上げると、わかりやすかったのは「授業」もしくは「授業用スライド」だろう。このような関係は係り受け構造を考慮した方が良い。しかしながら係り受け関係は複雑であり、全てを網羅して処理するのは苦労する。例えば今回の例では aux, mark が出現する。これらは補助的に使われる関係（Non-core dependents）であり、主要な情報ではない。実際「作る」に係る関係のうち、auxは「に」、markは「て」であり、今回の共起語としては扱いたくない。そこで以下の例では「使いたくない関係を指定」した上で抽出するとしよう。\n",
        "\n",
        "- 参考\n",
        "  - [Universal Dependencies](https://universaldependencies.org), spacyで採用している汎用(言語を問わない)係り受け関係。\n",
        "  - [Universal Dependency Relations](https://universaldependencies.org/u/dep/), 係り受けタグの一覧。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 22,
      "metadata": {
        "id": "HMbHxuluNYOu",
        "outputId": "436d1e02-93b8-4f1c-8eda-1ce395bf96e2",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 478
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<IPython.core.display.HTML object>"
            ],
            "text/html": [
              "<span class=\"tex2jax_ignore\"><svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" xml:lang=\"ja\" id=\"a8ff24ad18a24618af7c02a7ac293eda-0\" class=\"displacy\" width=\"2150\" height=\"437.0\" direction=\"ltr\" style=\"max-width: none; height: 437.0px; color: #000000; background: #ffffff; font-family: Arial; direction: ltr\">\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"50\">授業</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"50\">NOUN</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"200\">用</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"200\">NOUN</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"350\">スライド</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"350\">NOUN</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"500\">が</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"500\">ADP</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"650\">丁寧</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"650\">ADJ</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"800\">に</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"800\">AUX</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"950\">作ら</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"950\">VERB</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"1100\">れ</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"1100\">AUX</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"1250\">て</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"1250\">SCONJ</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"1400\">い</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"1400\">VERB</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"1550\">て</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"1550\">SCONJ</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"1700\">わかり</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"1700\">VERB</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"1850\">やすかっ</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"1850\">AUX</tspan>\n",
              "</text>\n",
              "\n",
              "<text class=\"displacy-token\" fill=\"currentColor\" text-anchor=\"middle\" y=\"347.0\">\n",
              "    <tspan class=\"displacy-word\" fill=\"currentColor\" x=\"2000\">た。</tspan>\n",
              "    <tspan class=\"displacy-tag\" dy=\"2em\" fill=\"currentColor\" x=\"2000\">AUX</tspan>\n",
              "</text>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-0\" stroke-width=\"2px\" d=\"M62,302.0 62,252.0 344.0,252.0 344.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-0\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">compound</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M62,304.0 L58,296.0 66,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-1\" stroke-width=\"2px\" d=\"M212,302.0 212,277.0 341.0,277.0 341.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-1\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">compound</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M212,304.0 L208,296.0 216,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-2\" stroke-width=\"2px\" d=\"M362,302.0 362,227.0 947.0,227.0 947.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-2\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">nsubj</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M362,304.0 L358,296.0 366,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-3\" stroke-width=\"2px\" d=\"M362,302.0 362,277.0 491.0,277.0 491.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-3\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">case</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M491.0,304.0 L495.0,296.0 487.0,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-4\" stroke-width=\"2px\" d=\"M662,302.0 662,252.0 944.0,252.0 944.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-4\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">advcl</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M662,304.0 L658,296.0 666,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-5\" stroke-width=\"2px\" d=\"M662,302.0 662,277.0 791.0,277.0 791.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-5\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">aux</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M791.0,304.0 L795.0,296.0 787.0,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-6\" stroke-width=\"2px\" d=\"M962,302.0 962,202.0 1700.0,202.0 1700.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-6\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">advcl</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M962,304.0 L958,296.0 966,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-7\" stroke-width=\"2px\" d=\"M962,302.0 962,277.0 1091.0,277.0 1091.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-7\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">aux</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M1091.0,304.0 L1095.0,296.0 1087.0,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-8\" stroke-width=\"2px\" d=\"M962,302.0 962,252.0 1244.0,252.0 1244.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-8\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">mark</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M1244.0,304.0 L1248.0,296.0 1240.0,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-9\" stroke-width=\"2px\" d=\"M1262,302.0 1262,277.0 1391.0,277.0 1391.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-9\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">fixed</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M1391.0,304.0 L1395.0,296.0 1387.0,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-10\" stroke-width=\"2px\" d=\"M962,302.0 962,227.0 1547.0,227.0 1547.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-10\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">mark</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M1547.0,304.0 L1551.0,296.0 1543.0,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-11\" stroke-width=\"2px\" d=\"M1712,302.0 1712,277.0 1841.0,277.0 1841.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-11\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">aux</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M1841.0,304.0 L1845.0,296.0 1837.0,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "\n",
              "<g class=\"displacy-arrow\">\n",
              "    <path class=\"displacy-arc\" id=\"arrow-a8ff24ad18a24618af7c02a7ac293eda-0-12\" stroke-width=\"2px\" d=\"M1712,302.0 1712,252.0 1994.0,252.0 1994.0,302.0\" fill=\"none\" stroke=\"currentColor\"/>\n",
              "    <text dy=\"1.25em\" style=\"font-size: 0.8em; letter-spacing: 1px\">\n",
              "        <textPath xlink:href=\"#arrow-a8ff24ad18a24618af7c02a7ac293eda-0-12\" class=\"displacy-label\" startOffset=\"50%\" side=\"left\" fill=\"currentColor\" text-anchor=\"middle\">aux</textPath>\n",
              "    </text>\n",
              "    <path class=\"displacy-arrowhead\" d=\"M1994.0,304.0 L1998.0,296.0 1990.0,296.0\" fill=\"currentColor\"/>\n",
              "</g>\n",
              "</svg></span>"
            ]
          },
          "metadata": {}
        }
      ],
      "source": [
        "from spacy import displacy\n",
        "\n",
        "doc = nlp(assesment_df['comment'][13])\n",
        "displacy.render(doc, style=\"dep\", options={\"compact\":True})"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 23,
      "metadata": {
        "id": "qq-lgmRVNYOv",
        "outputId": "ca6dcb6b-d55f-4cd5-e8d5-508bf4d84779",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "0 授業 compound 2\n",
            "1 用 compound 2\n",
            "2 スライド nsubj 6\n",
            "3 が case 2\n",
            "4 丁寧 advcl 6\n",
            "5 に aux 4\n",
            "6 作ら advcl 11\n",
            "7 れ aux 6\n",
            "8 て mark 6\n",
            "9 い fixed 8\n",
            "10 て mark 6\n",
            "11 わかり ROOT 11\n",
            "12 やすかっ aux 11\n",
            "13 た aux 11\n",
            "14 。 punct 11\n"
          ]
        }
      ],
      "source": [
        "# 係り受け情報の確認\n",
        "doc = nlp(assesment_df['comment'][13])\n",
        "for token in doc:\n",
        "    print(token.i, token.text, token.dep_, token.head.i)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 24,
      "metadata": {
        "id": "lSkpCimaNYOv",
        "outputId": "4541b4be-fc57-407f-b887-99d3aef91ec4",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "['スライド', '丁寧']"
            ]
          },
          "metadata": {},
          "execution_count": 24
        }
      ],
      "source": [
        "# 指定単語に係る元の単語を探してみる\n",
        "\n",
        "def find_pre_token(text, target_word, deps=['aux', 'mark']):\n",
        "    '''指定単語に係る元の単語集合を探す。ただし特定関係は除外する。\n",
        "    args:\n",
        "      text (str): 解析対象文。\n",
        "      target_word (str): 指定単語。\n",
        "      deps ([str]): 除外したい係り受け関係。\n",
        "    return\n",
        "      result ([str]): target_wordに係る単語のリスト。\n",
        "    '''\n",
        "\n",
        "    # 係り受け情報を保存\n",
        "    doc = nlp(text)\n",
        "    dependencies = {}\n",
        "    for token in doc:\n",
        "        dependencies.update({token.i:[token.text, token.dep_, token.head.i]})\n",
        "        if token.text == target_word:\n",
        "            target_index = token.i # 検索語のインデックス\n",
        "\n",
        "    # 係り受け元探し\n",
        "    result = []\n",
        "    for key, value in dependencies.items():\n",
        "        if value[2] == target_index:\n",
        "            if value[1] not in deps:\n",
        "                result.append(value[0])\n",
        "    return result\n",
        "\n",
        "text = assesment_df['comment'][13]\n",
        "pre_tokens = find_pre_token(text, '作ら')\n",
        "pre_tokens"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "koDzAZNpNYOv"
      },
      "source": [
        "## 固有表現抽出\n",
        "場所や人名、日付、時間等の特定対象を指す表現を固有表現 (Named Entity) と呼ぶ。実際の定義はツール毎に異なる点に注意。\n",
        "- 参考: [Wikipedia:固有表現抽出](https://ja.wikipedia.org/wiki/固有表現抽出)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 25,
      "metadata": {
        "id": "AVHL-ImFNYOv",
        "outputId": "7a3e8473-74ba-4866-9ad6-19da8d201c5f",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "一度 Frequency\n",
            "3つ Countx_Other\n",
            "１ずつ N_Product\n",
            "１年次 Countx_Other\n",
            "線形代数 Academic\n",
            "線形代数 Academic\n",
            "第２Q Ordinal_Number\n",
            "コロナ Company\n",
            "教授 Position_Vocation\n",
            "COVID１９ Product_Other\n",
            "沖縄 Province\n",
            "技術者 Position_Vocation\n",
            "和田 Person\n",
            "先生 Position_Vocation\n",
            "和田 Person\n",
            "先生 Position_Vocation\n",
            "先生 Position_Vocation\n",
            "4年間 Period_Year\n",
            "1Q Pro_Sports_Organization\n",
            "社会人 Position_Vocation\n",
            "企業人インタビュー Position_Vocation\n",
            "工学部 Organization_Other\n",
            "7つ Countx_Other\n",
            "一つ Countx_Other\n",
            "ネット Doctrine_Method_Other\n",
            "プログラミングII Game\n",
            "夏休み Date\n",
            "２学期 Date\n",
            "GOOD Dish\n",
            "一人 N_Person\n",
            "當間 Person\n",
            "先生 Position_Vocation\n",
            "１週間 Period_Week\n",
            "２週間 Period_Week\n",
            "プログラミング１ Game\n",
            "コロナ Company\n",
            "黄色 Nature_Color\n",
            "先生 Position_Vocation\n",
            "生徒 Position_Vocation\n",
            "成績評価 Position_Vocation\n",
            "２週 Period_Year\n",
            "先生 Position_Vocation\n",
            "webclass Person\n",
            "webclass Person\n",
            "1ページ Countx_Other\n",
            "4枚 N_Product\n",
            "1ページ N_Product\n",
            "1枚 N_Product\n",
            "1ページ Countx_Other\n",
            "4枚分 N_Product\n",
            "先生 Position_Vocation\n",
            "mattermost Food_Other\n",
            "生徒 Position_Vocation\n",
            "先生 Position_Vocation\n",
            "先生 Position_Vocation\n",
            "生徒 Position_Vocation\n",
            "1ページ N_Product\n",
            "4分割 Percent\n",
            "頭 Animal_Part\n",
            "1, Countx_Other\n",
            "2週間ほど Period_Week\n",
            "2週連続 Period_Year\n",
            "webclass Company\n",
            "２週 Period_Week\n",
            "20% Percent\n",
            "40+40=80% Time\n",
            "学生全員 Position_Vocation\n",
            "技術者 Position_Vocation\n",
            "頭 Animal_Part\n",
            "0点 Point\n",
            "一週間前 Period_Week\n",
            "webclass Person\n",
            "学生 Position_Vocation\n",
            "学生 Position_Vocation\n",
            "２週 Timex_Other\n",
            "Webclass Product_Other\n",
            "Zoom Product_Other\n",
            "Zoom Company\n",
            "生徒 Position_Vocation\n",
            "生徒側 Position_Vocation\n",
            "先生 Position_Vocation\n",
            "先生 Position_Vocation\n",
            "5月 Date\n",
            "次年度 Date\n",
            "最後３ Ordinal_Number\n",
            "４週間 Period_Week\n",
            "30分前後 Period_Time\n",
            "2時間 Period_Time\n",
            "朝 Time\n",
            "２時間 Period_Time\n",
            "先生 Position_Vocation\n",
            "先生 Position_Vocation\n",
            "100% Percent\n",
            "100% Percent\n",
            "試験100% Percent\n",
            "100% Percent\n",
            "100% Percent\n",
            "先生 Position_Vocation\n",
            "1週間以上 Countx_Other\n",
            "PM Doctrine_Method_Other\n",
            "グループメンバー Position_Vocation\n",
            "キャンパス School\n",
            "学生 Position_Vocation\n",
            "先生 Position_Vocation\n",
            "unity Doctrine_Method_Other\n",
            "班員 Position_Vocation\n",
            "モバイルアプリ班 Company\n",
            "JavaScript Product_Other\n",
            "メンバー Position_Vocation\n",
            "GitHub Show_Organization\n"
          ]
        }
      ],
      "source": [
        "for comment in assesment_df['comment']:\n",
        "    doc = nlp(comment)\n",
        "    for entity in doc.ents:\n",
        "        print(entity.text, entity.label_)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "vECSShfANYOw"
      },
      "source": [
        "## 単語の特徴ベクトル（分散表現）\n",
        "分かち書きされたTokenを対象として処理する際の問題の一つに、単語表記を元にした処理をしようとした際の柔軟性が低いことがあげられる。例えば類義語処理においては「授業」と「講義」を同一視するために直接それらを列挙する必要があった。実際問題として手動でやる手間をゼロにすることは困難だが、ある程度の自動化については[分散表現](https://ledge.ai/word2vec/)が機能しつつある。分散表現の詳細は後日扱うとして、ここでは「単語の意味をベクトルとして表現する」ぐらいに捉え、実例を眺めてみよう。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 26,
      "metadata": {
        "id": "JZL6pEkfNYOw",
        "outputId": "a0b04ea7-41fe-4cfc-98c7-f23107b16e8c",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(26000, 300)"
            ]
          },
          "metadata": {},
          "execution_count": 26
        }
      ],
      "source": [
        "# ja_ginza (5.1.0) の標準モデルでは2万6千語が300次元のベクトルとして登録されている。\n",
        "# Transformersモデルとして構築し直された ja_ginza_electra は ja_ginzaよりも高精度だが、\n",
        "# メモリ16GB以上が必要だ。\n",
        "\n",
        "nlp.vocab.vectors.shape"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "z2BOHewjNYOw"
      },
      "source": [
        "### tokenやdocからベクトルを得る\n",
        "単にベクトルを得るだけならば、nlpで解析後に doc.vector や token.vectorとするだけで得られる。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 27,
      "metadata": {
        "id": "ub6D_geVNYOw",
        "outputId": "f6de6695-8c86-43f5-d304-ca189736886b",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(300,)\n",
            "[ 0.03997449 -0.12051773 -0.04468929 -0.12576343 -0.11509937]\n"
          ]
        }
      ],
      "source": [
        "text = assesment_df['comment'][0]\n",
        "doc = nlp(text)\n",
        "print(doc.vector.shape)\n",
        "print(doc.vector[:5]) # 冒頭5次元目まで"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 28,
      "metadata": {
        "id": "V1dd-89ANYOw",
        "outputId": "6fecc502-277c-4d59-862e-c649094607cd",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "特に [ 0.19660935 -0.06194177  0.00594446 -0.23807472 -0.10820279]\n",
            "なし [-0.11666037 -0.17909369 -0.09532304 -0.01345213 -0.12199596]\n"
          ]
        }
      ],
      "source": [
        "for token in doc:\n",
        "    print(token.text, token.vector[:5])"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "q1Az9TPoNYOw"
      },
      "source": [
        "### 直接単語や文章からベクトルを得る\n",
        "nlpで解析せずとも、内部モデルからベクトルを参照することも可能。ただし単語を直接指定するのではなく、``nlp.vocab.strings('単語')`` により単語のハッシュ値を求め、そのハッシュ値に対応するベクトルを参照するという手順を踏む必要がある。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 29,
      "metadata": {
        "id": "sW5UpltBNYOw",
        "outputId": "2db2577f-115b-43ac-d0c9-de2e7202ff53",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "4452343185052482328\n",
            "特に =>  [ 0.19660935 -0.06194177  0.00594446 -0.23807472 -0.10820279]\n"
          ]
        }
      ],
      "source": [
        "print(nlp.vocab.strings['特に'])\n",
        "word_vector = nlp.vocab.vectors[nlp.vocab.strings['特に']]\n",
        "print('特に => ', word_vector[:5])"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ewPcUdJ3NYOw"
      },
      "source": [
        "### 類似語を探してみる\n",
        "今回のコメント一覧だけを対象として類似語参照してみよう。"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 30,
      "metadata": {
        "id": "1yobJjN8NYOw",
        "outputId": "ba818ce4-c9c0-4bc8-a18d-87502d40d82e",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "914 914\n",
            "[特に, なし, 正直, わかり, ずらい] ['特に', 'なし', '正直', 'わかる', 'ずらい']\n",
            "<class 'spacy.tokens.token.Token'> <class 'str'>\n"
          ]
        }
      ],
      "source": [
        "def get_uniq_token(df, column):\n",
        "    '''ユニークなTokenのみを収集。\n",
        "    args:\n",
        "      df (pd.DataFrame): 読み込み対象データフレーム。\n",
        "      column (str): データフレーム内の読み込み対象列名。\n",
        "    return\n",
        "      uniq_tokens ([token]): ユニークTokenのリスト。\n",
        "      uniq_words ([token.lemma_]): ユニークToken.lemma_のリスト。\n",
        "    '''\n",
        "    uniq_tokens = []\n",
        "    uniq_words = []\n",
        "    for comment in df[column]:\n",
        "        doc = nlp(comment)\n",
        "        for token in doc:\n",
        "            if token.lemma_ not in uniq_words:\n",
        "                uniq_tokens.append(token)\n",
        "                uniq_words.append(token.lemma_)\n",
        "    return uniq_tokens, uniq_words\n",
        "\n",
        "uniq_tokens, uniq_words = get_uniq_token(assesment_df, 'comment')\n",
        "print(len(uniq_tokens), len(uniq_words))\n",
        "print(uniq_tokens[:5], uniq_words[:5])\n",
        "print(type(uniq_tokens[0]), type(uniq_words[0]))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 31,
      "metadata": {
        "id": "TCK79pLtNYOx",
        "outputId": "35fbda6d-ec82-482b-8134-324a35e9857a",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[特に, なし, 正直]\n",
            "特に1.0000002, 0.4533139, 0.5239588, \n",
            "なし0.4533139, 0.99999976, 0.39796996, \n",
            "正直0.5239588, 0.39796996, 1.0000001, \n"
          ]
        }
      ],
      "source": [
        "from sklearn.metrics.pairwise import cosine_similarity\n",
        "\n",
        "def calc_similarity_matrix(tokens):\n",
        "    '''トークン同士の類似度（コサイン類似度）を計算。\n",
        "    args:\n",
        "      tokens ([token]): トークン一覧のリスト。\n",
        "    return\n",
        "      result ([[similarity1, similarity2,,,],,,]): トークン同士の類似度行列。\n",
        "    '''\n",
        "    target_vectors = [token.vector for token in tokens]\n",
        "    result = cosine_similarity(target_vectors, target_vectors)\n",
        "    return result\n",
        "\n",
        "similarity_matrix = calc_similarity_matrix(uniq_tokens)\n",
        "\n",
        "print(uniq_tokens[:3])\n",
        "for i in range(3):\n",
        "    print(uniq_tokens[i], end='')\n",
        "    for j in range(3):\n",
        "        print(similarity_matrix[i][j], end=', ')\n",
        "    print()\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 32,
      "metadata": {
        "id": "rL6dPTEmNYOx",
        "outputId": "ec861785-0bdd-4579-fcf7-039be096cb88",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[ 71 551 736  54 847]\n",
            "授業 1.0000001\n",
            "板書 1.0000001\n",
            "自学 1.0000001\n",
            "講義 0.8029713\n",
            "学校 0.7283687\n"
          ]
        }
      ],
      "source": [
        "def most_similar(similarity_matrix, tokens, words, word, n=3):\n",
        "    '''類似度行列から指定単語と類似している単語上位n個を出力。\n",
        "    args:\n",
        "      similarity_matrix: calc_similarity_matrix()で算出した類似度行別。\n",
        "      tokens ([token]): ユニークなトークンのリスト。\n",
        "      words ([word]): ユニークな単語のリスト。\n",
        "      word (str): 検索対象語。\n",
        "      n (int): 出力件数。\n",
        "    return\n",
        "      None\n",
        "    '''\n",
        "    word_index = words.index(word)\n",
        "    similar_indices = np.argsort(similarity_matrix[word_index])[::-1][:n]\n",
        "    print(similar_indices)\n",
        "\n",
        "    for i in range(n):\n",
        "        target_index = similar_indices[i]\n",
        "        print(tokens[target_index].lemma_, similarity_matrix[word_index][target_index])\n",
        "\n",
        "most_similar(similarity_matrix, uniq_tokens, uniq_words, '授業', n=5)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 32,
      "metadata": {
        "id": "9XXpTFCuNYOx"
      },
      "outputs": [],
      "source": []
    }
  ],
  "metadata": {
    "interpreter": {
      "hash": "880b2a8c90f9e6beae80b56829e3f671fedd58b6d14887184ddce26124cedfbd"
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    "kernelspec": {
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      "file_extension": ".py",
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