k-Means_課題.ipynb

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   "cell_type": "markdown",
   "id": "b82a0b11-67f0-4df4-bd00-78e867739992",
   "metadata": {},
   "source": [
    "# k平均法(k-Means)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8fd76c12-6ee0-4406-b574-e56c4f921ce6",
   "metadata": {},
   "source": [
    "クラスタリングにおいて最もシンプルで一般的な手法であるk-Meansについて学びましょう。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2013c109-d3d3-430e-9adf-41050eb0803e",
   "metadata": {},
   "source": [
    "## k-Meansとは"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1d7a107a-3676-4887-a124-c5dbc119dd39",
   "metadata": {},
   "source": [
    "### 概要"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ac8257ac-811c-42e3-80f9-a11442f851f3",
   "metadata": {},
   "source": [
    "k-meansとは、教師なし学習の一種です。クラスタリングに利用されます。\n",
    "\n",
    "●k-NNの立ち位置\n",
    "\n",
    "- 機械学習\n",
    "    - 教師あり学習\n",
    "    - 教師なし学習\n",
    "        - クラスタリング\n",
    "            - 階層型クラスタリング\n",
    "            - 非階層型クラスタリング\n",
    "                - ハードクラスタリング\n",
    "                    - k-Means\n",
    "                - ソフトクラスタリング\n",
    "                \n",
    "さて、教師なし学習であるクラスタリングは教師あり学習とは異なり、パラメータの学習に「訓練ラベル（教師ラベル）」を利用しません。\n",
    "\n",
    "K-Meansのパラメータ学習段階では、何らかの指標に基づいて、データを任意の数のクラスタ（グループ）に振り分けます。  \n",
    "このクラスタ（cluster）はクラス（class）とは別物ですので注意してください。"
   ]
  },
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   "execution_count": 1,
   "id": "9c7c50e1-dee8-49a4-83ce-db3239533fd5",
   "metadata": {},
   "outputs": [
    {
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    "%%html\n",
    "<iframe width=\"560\" height=\"315\" src=\"https://www.youtube.com/embed/8yptHd0JDlw\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen></iframe>"
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   "id": "da54d326-7143-432a-92aa-62980f41d343",
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   "source": [
    "###  アルゴリズム\n",
    ">1. 各点$x_i$に対してランダムにクラスタを割り振る\n",
    ">1. 各クラスタに割り当てられた点について重心を計算する\n",
    ">1. 各点について上記で計算された重心からの距離を計算し、距離が一番近いクラスタに割り当て直す。\n",
    ">1. 2.と3.の工程を、割り当てられるクラスタが変化しなくなるまで行う\n",
    ">\n",
    "入力\n",
    "- X: データ数×特徴数 の行列\n",
    "- k: クラスタの数\n",
    "- max_iter: 最大更新回数\n",
    "- delta: 許容する誤差\n",
    "\n",
    "出力\n",
    "- cluster_labels: 与えられたデータに対するクラスタラベル\n",
    "\n",
    "function kmeans(array):\n",
    "    # 初期化\n",
    "\n",
    "    # メインループ\n",
    "    \n",
    "    # クラスタへの割り当て\n",
    "    for all element ← array do \n",
    "        \n",
    "    # クラスタ重心の更新\n",
    "\n",
    "\n",
    "\n",
    "\n",
    ">![](https://qiita-user-contents.imgix.net/https%3A%2F%2Fqiita-image-store.s3.ap-northeast-1.amazonaws.com%2F0%2F395230%2Ff690ea20-8e83-639d-9bd5-739a5e3fe57c.png?ixlib=rb-4.0.0&auto=format&gif-q=60&q=75&w=1400&fit=max&s=0050b27bf614d4c9940b5b8be2a85a48)\n",
    ">\n",
    ">(引用 https://qiita.com/g-k/items/0d5d22a12a4507ecbf11)\n",
    "\n",
    "このサイトもわかりやすい⇨ http://tech.nitoyon.com/ja/blog/2013/11/07/k-means/\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8e7ea7e8-3673-4767-80ee-e6f7407c588c",
   "metadata": {},
   "source": [
    "## k-MeansのScikit-Learn実装を使った演習"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6217a387-859e-4fca-9664-8aeeb9f14cc8",
   "metadata": {},
   "source": [
    "### パッケージの用意とデータの確認\n",
    "\n",
    "k-Meansをsklearnを使って試してみましょう。  \n",
    "\n",
    "インポートするパッケージは以下の通りです。(matplotlibとplotlyをimportしていますが、どちらか得意な方を利用すれば問題ありません）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "019b7e73-98f0-4e48-81d9-712c3263e267",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import plotly.express as px\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.datasets import load_wine\n",
    "from sklearn.cluster import KMeans\n",
    "\n",
    "SEED = 2022"
   ]
  },
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"
    }
   },
   "cell_type": "markdown",
   "id": "557a5fe8-7456-4aca-a5fd-73310e0d8492",
   "metadata": {},
   "source": [
    "さて、まずはデータを読み込みましょう。  \n",
    "今回はwine datasetを利用します。\n",
    "\n",
    "![image.png](attachment:64a2242d-c55e-4dca-a452-737b4a1d06f8.png)\n",
    "\n",
    "load_wine関数にはas_frameというオプションがあります。これをTrueにすることで、DataFrameを含んだ返り値をくれるので、使ってみましょう。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 449,
   "id": "edba8b5e-02b9-42e1-bf51-7cfe14414203",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>alcohol</th>\n",
       "      <th>malic_acid</th>\n",
       "      <th>ash</th>\n",
       "      <th>alcalinity_of_ash</th>\n",
       "      <th>magnesium</th>\n",
       "      <th>total_phenols</th>\n",
       "      <th>flavanoids</th>\n",
       "      <th>nonflavanoid_phenols</th>\n",
       "      <th>proanthocyanins</th>\n",
       "      <th>color_intensity</th>\n",
       "      <th>hue</th>\n",
       "      <th>od280/od315_of_diluted_wines</th>\n",
       "      <th>proline</th>\n",
       "      <th>target</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>14.23</td>\n",
       "      <td>1.71</td>\n",
       "      <td>2.43</td>\n",
       "      <td>15.6</td>\n",
       "      <td>127.0</td>\n",
       "      <td>2.80</td>\n",
       "      <td>3.06</td>\n",
       "      <td>0.28</td>\n",
       "      <td>2.29</td>\n",
       "      <td>5.64</td>\n",
       "      <td>1.04</td>\n",
       "      <td>3.92</td>\n",
       "      <td>1065.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>13.20</td>\n",
       "      <td>1.78</td>\n",
       "      <td>2.14</td>\n",
       "      <td>11.2</td>\n",
       "      <td>100.0</td>\n",
       "      <td>2.65</td>\n",
       "      <td>2.76</td>\n",
       "      <td>0.26</td>\n",
       "      <td>1.28</td>\n",
       "      <td>4.38</td>\n",
       "      <td>1.05</td>\n",
       "      <td>3.40</td>\n",
       "      <td>1050.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>13.16</td>\n",
       "      <td>2.36</td>\n",
       "      <td>2.67</td>\n",
       "      <td>18.6</td>\n",
       "      <td>101.0</td>\n",
       "      <td>2.80</td>\n",
       "      <td>3.24</td>\n",
       "      <td>0.30</td>\n",
       "      <td>2.81</td>\n",
       "      <td>5.68</td>\n",
       "      <td>1.03</td>\n",
       "      <td>3.17</td>\n",
       "      <td>1185.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>14.37</td>\n",
       "      <td>1.95</td>\n",
       "      <td>2.50</td>\n",
       "      <td>16.8</td>\n",
       "      <td>113.0</td>\n",
       "      <td>3.85</td>\n",
       "      <td>3.49</td>\n",
       "      <td>0.24</td>\n",
       "      <td>2.18</td>\n",
       "      <td>7.80</td>\n",
       "      <td>0.86</td>\n",
       "      <td>3.45</td>\n",
       "      <td>1480.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>13.24</td>\n",
       "      <td>2.59</td>\n",
       "      <td>2.87</td>\n",
       "      <td>21.0</td>\n",
       "      <td>118.0</td>\n",
       "      <td>2.80</td>\n",
       "      <td>2.69</td>\n",
       "      <td>0.39</td>\n",
       "      <td>1.82</td>\n",
       "      <td>4.32</td>\n",
       "      <td>1.04</td>\n",
       "      <td>2.93</td>\n",
       "      <td>735.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>14.20</td>\n",
       "      <td>1.76</td>\n",
       "      <td>2.45</td>\n",
       "      <td>15.2</td>\n",
       "      <td>112.0</td>\n",
       "      <td>3.27</td>\n",
       "      <td>3.39</td>\n",
       "      <td>0.34</td>\n",
       "      <td>1.97</td>\n",
       "      <td>6.75</td>\n",
       "      <td>1.05</td>\n",
       "      <td>2.85</td>\n",
       "      <td>1450.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>14.39</td>\n",
       "      <td>1.87</td>\n",
       "      <td>2.45</td>\n",
       "      <td>14.6</td>\n",
       "      <td>96.0</td>\n",
       "      <td>2.50</td>\n",
       "      <td>2.52</td>\n",
       "      <td>0.30</td>\n",
       "      <td>1.98</td>\n",
       "      <td>5.25</td>\n",
       "      <td>1.02</td>\n",
       "      <td>3.58</td>\n",
       "      <td>1290.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>14.06</td>\n",
       "      <td>2.15</td>\n",
       "      <td>2.61</td>\n",
       "      <td>17.6</td>\n",
       "      <td>121.0</td>\n",
       "      <td>2.60</td>\n",
       "      <td>2.51</td>\n",
       "      <td>0.31</td>\n",
       "      <td>1.25</td>\n",
       "      <td>5.05</td>\n",
       "      <td>1.06</td>\n",
       "      <td>3.58</td>\n",
       "      <td>1295.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>14.83</td>\n",
       "      <td>1.64</td>\n",
       "      <td>2.17</td>\n",
       "      <td>14.0</td>\n",
       "      <td>97.0</td>\n",
       "      <td>2.80</td>\n",
       "      <td>2.98</td>\n",
       "      <td>0.29</td>\n",
       "      <td>1.98</td>\n",
       "      <td>5.20</td>\n",
       "      <td>1.08</td>\n",
       "      <td>2.85</td>\n",
       "      <td>1045.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>13.86</td>\n",
       "      <td>1.35</td>\n",
       "      <td>2.27</td>\n",
       "      <td>16.0</td>\n",
       "      <td>98.0</td>\n",
       "      <td>2.98</td>\n",
       "      <td>3.15</td>\n",
       "      <td>0.22</td>\n",
       "      <td>1.85</td>\n",
       "      <td>7.22</td>\n",
       "      <td>1.01</td>\n",
       "      <td>3.55</td>\n",
       "      <td>1045.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>14.10</td>\n",
       "      <td>2.16</td>\n",
       "      <td>2.30</td>\n",
       "      <td>18.0</td>\n",
       "      <td>105.0</td>\n",
       "      <td>2.95</td>\n",
       "      <td>3.32</td>\n",
       "      <td>0.22</td>\n",
       "      <td>2.38</td>\n",
       "      <td>5.75</td>\n",
       "      <td>1.25</td>\n",
       "      <td>3.17</td>\n",
       "      <td>1510.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>14.12</td>\n",
       "      <td>1.48</td>\n",
       "      <td>2.32</td>\n",
       "      <td>16.8</td>\n",
       "      <td>95.0</td>\n",
       "      <td>2.20</td>\n",
       "      <td>2.43</td>\n",
       "      <td>0.26</td>\n",
       "      <td>1.57</td>\n",
       "      <td>5.00</td>\n",
       "      <td>1.17</td>\n",
       "      <td>2.82</td>\n",
       "      <td>1280.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>13.75</td>\n",
       "      <td>1.73</td>\n",
       "      <td>2.41</td>\n",
       "      <td>16.0</td>\n",
       "      <td>89.0</td>\n",
       "      <td>2.60</td>\n",
       "      <td>2.76</td>\n",
       "      <td>0.29</td>\n",
       "      <td>1.81</td>\n",
       "      <td>5.60</td>\n",
       "      <td>1.15</td>\n",
       "      <td>2.90</td>\n",
       "      <td>1320.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>14.75</td>\n",
       "      <td>1.73</td>\n",
       "      <td>2.39</td>\n",
       "      <td>11.4</td>\n",
       "      <td>91.0</td>\n",
       "      <td>3.10</td>\n",
       "      <td>3.69</td>\n",
       "      <td>0.43</td>\n",
       "      <td>2.81</td>\n",
       "      <td>5.40</td>\n",
       "      <td>1.25</td>\n",
       "      <td>2.73</td>\n",
       "      <td>1150.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>14.38</td>\n",
       "      <td>1.87</td>\n",
       "      <td>2.38</td>\n",
       "      <td>12.0</td>\n",
       "      <td>102.0</td>\n",
       "      <td>3.30</td>\n",
       "      <td>3.64</td>\n",
       "      <td>0.29</td>\n",
       "      <td>2.96</td>\n",
       "      <td>7.50</td>\n",
       "      <td>1.20</td>\n",
       "      <td>3.00</td>\n",
       "      <td>1547.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>13.63</td>\n",
       "      <td>1.81</td>\n",
       "      <td>2.70</td>\n",
       "      <td>17.2</td>\n",
       "      <td>112.0</td>\n",
       "      <td>2.85</td>\n",
       "      <td>2.91</td>\n",
       "      <td>0.30</td>\n",
       "      <td>1.46</td>\n",
       "      <td>7.30</td>\n",
       "      <td>1.28</td>\n",
       "      <td>2.88</td>\n",
       "      <td>1310.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>14.30</td>\n",
       "      <td>1.92</td>\n",
       "      <td>2.72</td>\n",
       "      <td>20.0</td>\n",
       "      <td>120.0</td>\n",
       "      <td>2.80</td>\n",
       "      <td>3.14</td>\n",
       "      <td>0.33</td>\n",
       "      <td>1.97</td>\n",
       "      <td>6.20</td>\n",
       "      <td>1.07</td>\n",
       "      <td>2.65</td>\n",
       "      <td>1280.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>13.83</td>\n",
       "      <td>1.57</td>\n",
       "      <td>2.62</td>\n",
       "      <td>20.0</td>\n",
       "      <td>115.0</td>\n",
       "      <td>2.95</td>\n",
       "      <td>3.40</td>\n",
       "      <td>0.40</td>\n",
       "      <td>1.72</td>\n",
       "      <td>6.60</td>\n",
       "      <td>1.13</td>\n",
       "      <td>2.57</td>\n",
       "      <td>1130.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>14.19</td>\n",
       "      <td>1.59</td>\n",
       "      <td>2.48</td>\n",
       "      <td>16.5</td>\n",
       "      <td>108.0</td>\n",
       "      <td>3.30</td>\n",
       "      <td>3.93</td>\n",
       "      <td>0.32</td>\n",
       "      <td>1.86</td>\n",
       "      <td>8.70</td>\n",
       "      <td>1.23</td>\n",
       "      <td>2.82</td>\n",
       "      <td>1680.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>13.64</td>\n",
       "      <td>3.10</td>\n",
       "      <td>2.56</td>\n",
       "      <td>15.2</td>\n",
       "      <td>116.0</td>\n",
       "      <td>2.70</td>\n",
       "      <td>3.03</td>\n",
       "      <td>0.17</td>\n",
       "      <td>1.66</td>\n",
       "      <td>5.10</td>\n",
       "      <td>0.96</td>\n",
       "      <td>3.36</td>\n",
       "      <td>845.0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    alcohol  malic_acid   ash  alcalinity_of_ash  magnesium  total_phenols  \\\n",
       "0     14.23        1.71  2.43               15.6      127.0           2.80   \n",
       "1     13.20        1.78  2.14               11.2      100.0           2.65   \n",
       "2     13.16        2.36  2.67               18.6      101.0           2.80   \n",
       "3     14.37        1.95  2.50               16.8      113.0           3.85   \n",
       "4     13.24        2.59  2.87               21.0      118.0           2.80   \n",
       "5     14.20        1.76  2.45               15.2      112.0           3.27   \n",
       "6     14.39        1.87  2.45               14.6       96.0           2.50   \n",
       "7     14.06        2.15  2.61               17.6      121.0           2.60   \n",
       "8     14.83        1.64  2.17               14.0       97.0           2.80   \n",
       "9     13.86        1.35  2.27               16.0       98.0           2.98   \n",
       "10    14.10        2.16  2.30               18.0      105.0           2.95   \n",
       "11    14.12        1.48  2.32               16.8       95.0           2.20   \n",
       "12    13.75        1.73  2.41               16.0       89.0           2.60   \n",
       "13    14.75        1.73  2.39               11.4       91.0           3.10   \n",
       "14    14.38        1.87  2.38               12.0      102.0           3.30   \n",
       "15    13.63        1.81  2.70               17.2      112.0           2.85   \n",
       "16    14.30        1.92  2.72               20.0      120.0           2.80   \n",
       "17    13.83        1.57  2.62               20.0      115.0           2.95   \n",
       "18    14.19        1.59  2.48               16.5      108.0           3.30   \n",
       "19    13.64        3.10  2.56               15.2      116.0           2.70   \n",
       "\n",
       "    flavanoids  nonflavanoid_phenols  proanthocyanins  color_intensity   hue  \\\n",
       "0         3.06                  0.28             2.29             5.64  1.04   \n",
       "1         2.76                  0.26             1.28             4.38  1.05   \n",
       "2         3.24                  0.30             2.81             5.68  1.03   \n",
       "3         3.49                  0.24             2.18             7.80  0.86   \n",
       "4         2.69                  0.39             1.82             4.32  1.04   \n",
       "5         3.39                  0.34             1.97             6.75  1.05   \n",
       "6         2.52                  0.30             1.98             5.25  1.02   \n",
       "7         2.51                  0.31             1.25             5.05  1.06   \n",
       "8         2.98                  0.29             1.98             5.20  1.08   \n",
       "9         3.15                  0.22             1.85             7.22  1.01   \n",
       "10        3.32                  0.22             2.38             5.75  1.25   \n",
       "11        2.43                  0.26             1.57             5.00  1.17   \n",
       "12        2.76                  0.29             1.81             5.60  1.15   \n",
       "13        3.69                  0.43             2.81             5.40  1.25   \n",
       "14        3.64                  0.29             2.96             7.50  1.20   \n",
       "15        2.91                  0.30             1.46             7.30  1.28   \n",
       "16        3.14                  0.33             1.97             6.20  1.07   \n",
       "17        3.40                  0.40             1.72             6.60  1.13   \n",
       "18        3.93                  0.32             1.86             8.70  1.23   \n",
       "19        3.03                  0.17             1.66             5.10  0.96   \n",
       "\n",
       "    od280/od315_of_diluted_wines  proline  target  \n",
       "0                           3.92   1065.0       0  \n",
       "1                           3.40   1050.0       0  \n",
       "2                           3.17   1185.0       0  \n",
       "3                           3.45   1480.0       0  \n",
       "4                           2.93    735.0       0  \n",
       "5                           2.85   1450.0       0  \n",
       "6                           3.58   1290.0       0  \n",
       "7                           3.58   1295.0       0  \n",
       "8                           2.85   1045.0       0  \n",
       "9                           3.55   1045.0       0  \n",
       "10                          3.17   1510.0       0  \n",
       "11                          2.82   1280.0       0  \n",
       "12                          2.90   1320.0       0  \n",
       "13                          2.73   1150.0       0  \n",
       "14                          3.00   1547.0       0  \n",
       "15                          2.88   1310.0       0  \n",
       "16                          2.65   1280.0       0  \n",
       "17                          2.57   1130.0       0  \n",
       "18                          2.82   1680.0       0  \n",
       "19                          3.36    845.0       0  "
      ]
     },
     "execution_count": 449,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wine = load_wine(as_frame=True)\n",
    "wine_df = pd.DataFrame(wine.frame)\n",
    "wine_df.head(20)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 450,
   "id": "33fa4319-a0a5-4ab8-9018-fdc0a833f26b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 178 entries, 0 to 177\n",
      "Data columns (total 14 columns):\n",
      " #   Column                        Non-Null Count  Dtype  \n",
      "---  ------                        --------------  -----  \n",
      " 0   alcohol                       178 non-null    float64\n",
      " 1   malic_acid                    178 non-null    float64\n",
      " 2   ash                           178 non-null    float64\n",
      " 3   alcalinity_of_ash             178 non-null    float64\n",
      " 4   magnesium                     178 non-null    float64\n",
      " 5   total_phenols                 178 non-null    float64\n",
      " 6   flavanoids                    178 non-null    float64\n",
      " 7   nonflavanoid_phenols          178 non-null    float64\n",
      " 8   proanthocyanins               178 non-null    float64\n",
      " 9   color_intensity               178 non-null    float64\n",
      " 10  hue                           178 non-null    float64\n",
      " 11  od280/od315_of_diluted_wines  178 non-null    float64\n",
      " 12  proline                       178 non-null    float64\n",
      " 13  target                        178 non-null    int32  \n",
      "dtypes: float64(13), int32(1)\n",
      "memory usage: 18.9 KB\n"
     ]
    }
   ],
   "source": [
    "wine_df.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 451,
   "id": "287ed4e5-24eb-47de-abeb-71b8cede0fbe",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>alcohol</th>\n",
       "      <th>malic_acid</th>\n",
       "      <th>ash</th>\n",
       "      <th>alcalinity_of_ash</th>\n",
       "      <th>magnesium</th>\n",
       "      <th>total_phenols</th>\n",
       "      <th>flavanoids</th>\n",
       "      <th>nonflavanoid_phenols</th>\n",
       "      <th>proanthocyanins</th>\n",
       "      <th>color_intensity</th>\n",
       "      <th>hue</th>\n",
       "      <th>od280/od315_of_diluted_wines</th>\n",
       "      <th>proline</th>\n",
       "      <th>target</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "      <td>178.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>13.000618</td>\n",
       "      <td>2.336348</td>\n",
       "      <td>2.366517</td>\n",
       "      <td>19.494944</td>\n",
       "      <td>99.741573</td>\n",
       "      <td>2.295112</td>\n",
       "      <td>2.029270</td>\n",
       "      <td>0.361854</td>\n",
       "      <td>1.590899</td>\n",
       "      <td>5.058090</td>\n",
       "      <td>0.957449</td>\n",
       "      <td>2.611685</td>\n",
       "      <td>746.893258</td>\n",
       "      <td>0.938202</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>0.811827</td>\n",
       "      <td>1.117146</td>\n",
       "      <td>0.274344</td>\n",
       "      <td>3.339564</td>\n",
       "      <td>14.282484</td>\n",
       "      <td>0.625851</td>\n",
       "      <td>0.998859</td>\n",
       "      <td>0.124453</td>\n",
       "      <td>0.572359</td>\n",
       "      <td>2.318286</td>\n",
       "      <td>0.228572</td>\n",
       "      <td>0.709990</td>\n",
       "      <td>314.907474</td>\n",
       "      <td>0.775035</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>11.030000</td>\n",
       "      <td>0.740000</td>\n",
       "      <td>1.360000</td>\n",
       "      <td>10.600000</td>\n",
       "      <td>70.000000</td>\n",
       "      <td>0.980000</td>\n",
       "      <td>0.340000</td>\n",
       "      <td>0.130000</td>\n",
       "      <td>0.410000</td>\n",
       "      <td>1.280000</td>\n",
       "      <td>0.480000</td>\n",
       "      <td>1.270000</td>\n",
       "      <td>278.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>12.362500</td>\n",
       "      <td>1.602500</td>\n",
       "      <td>2.210000</td>\n",
       "      <td>17.200000</td>\n",
       "      <td>88.000000</td>\n",
       "      <td>1.742500</td>\n",
       "      <td>1.205000</td>\n",
       "      <td>0.270000</td>\n",
       "      <td>1.250000</td>\n",
       "      <td>3.220000</td>\n",
       "      <td>0.782500</td>\n",
       "      <td>1.937500</td>\n",
       "      <td>500.500000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>13.050000</td>\n",
       "      <td>1.865000</td>\n",
       "      <td>2.360000</td>\n",
       "      <td>19.500000</td>\n",
       "      <td>98.000000</td>\n",
       "      <td>2.355000</td>\n",
       "      <td>2.135000</td>\n",
       "      <td>0.340000</td>\n",
       "      <td>1.555000</td>\n",
       "      <td>4.690000</td>\n",
       "      <td>0.965000</td>\n",
       "      <td>2.780000</td>\n",
       "      <td>673.500000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>13.677500</td>\n",
       "      <td>3.082500</td>\n",
       "      <td>2.557500</td>\n",
       "      <td>21.500000</td>\n",
       "      <td>107.000000</td>\n",
       "      <td>2.800000</td>\n",
       "      <td>2.875000</td>\n",
       "      <td>0.437500</td>\n",
       "      <td>1.950000</td>\n",
       "      <td>6.200000</td>\n",
       "      <td>1.120000</td>\n",
       "      <td>3.170000</td>\n",
       "      <td>985.000000</td>\n",
       "      <td>2.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>14.830000</td>\n",
       "      <td>5.800000</td>\n",
       "      <td>3.230000</td>\n",
       "      <td>30.000000</td>\n",
       "      <td>162.000000</td>\n",
       "      <td>3.880000</td>\n",
       "      <td>5.080000</td>\n",
       "      <td>0.660000</td>\n",
       "      <td>3.580000</td>\n",
       "      <td>13.000000</td>\n",
       "      <td>1.710000</td>\n",
       "      <td>4.000000</td>\n",
       "      <td>1680.000000</td>\n",
       "      <td>2.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          alcohol  malic_acid         ash  alcalinity_of_ash   magnesium  \\\n",
       "count  178.000000  178.000000  178.000000         178.000000  178.000000   \n",
       "mean    13.000618    2.336348    2.366517          19.494944   99.741573   \n",
       "std      0.811827    1.117146    0.274344           3.339564   14.282484   \n",
       "min     11.030000    0.740000    1.360000          10.600000   70.000000   \n",
       "25%     12.362500    1.602500    2.210000          17.200000   88.000000   \n",
       "50%     13.050000    1.865000    2.360000          19.500000   98.000000   \n",
       "75%     13.677500    3.082500    2.557500          21.500000  107.000000   \n",
       "max     14.830000    5.800000    3.230000          30.000000  162.000000   \n",
       "\n",
       "       total_phenols  flavanoids  nonflavanoid_phenols  proanthocyanins  \\\n",
       "count     178.000000  178.000000            178.000000       178.000000   \n",
       "mean        2.295112    2.029270              0.361854         1.590899   \n",
       "std         0.625851    0.998859              0.124453         0.572359   \n",
       "min         0.980000    0.340000              0.130000         0.410000   \n",
       "25%         1.742500    1.205000              0.270000         1.250000   \n",
       "50%         2.355000    2.135000              0.340000         1.555000   \n",
       "75%         2.800000    2.875000              0.437500         1.950000   \n",
       "max         3.880000    5.080000              0.660000         3.580000   \n",
       "\n",
       "       color_intensity         hue  od280/od315_of_diluted_wines      proline  \\\n",
       "count       178.000000  178.000000                    178.000000   178.000000   \n",
       "mean          5.058090    0.957449                      2.611685   746.893258   \n",
       "std           2.318286    0.228572                      0.709990   314.907474   \n",
       "min           1.280000    0.480000                      1.270000   278.000000   \n",
       "25%           3.220000    0.782500                      1.937500   500.500000   \n",
       "50%           4.690000    0.965000                      2.780000   673.500000   \n",
       "75%           6.200000    1.120000                      3.170000   985.000000   \n",
       "max          13.000000    1.710000                      4.000000  1680.000000   \n",
       "\n",
       "           target  \n",
       "count  178.000000  \n",
       "mean     0.938202  \n",
       "std      0.775035  \n",
       "min      0.000000  \n",
       "25%      0.000000  \n",
       "50%      1.000000  \n",
       "75%      2.000000  \n",
       "max      2.000000  "
      ]
     },
     "execution_count": 451,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wine_df.describe()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f017dd67-0d1e-4eac-9c8a-2659a4d514ad",
   "metadata": {},
   "source": [
    "このDataFrameを自分で操作して、データがどのような形なのかを確認してください。  \n",
    "データは全部で178個、3クラス。 irisと異なりクラスごとのデータの数はバラバラです。  \n",
    "確認してみましょう。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 452,
   "id": "3af9c380-897e-48f3-b6a8-6452ab482741",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "クラス0のデータ数: 59個\n",
      "クラス1のデータ数: 71個\n",
      "クラス2のデータ数: 48個\n"
     ]
    }
   ],
   "source": [
    "for i in range(3):\n",
    "    n_items = (wine_df[\"target\"] == i).sum()\n",
    "    print(f\"クラス{i}のデータ数: {n_items}個\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c5d8ab1f-a82e-42e1-92c2-b044463d6e5d",
   "metadata": {},
   "source": [
    "ちなみに、クラスを基準に可視化するとこのようになります。"
   ]
  },
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   "execution_count": 517,
   "id": "10f3fc78-826f-4e31-a4e2-07cdfe284ccb",
   "metadata": {},
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",
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       "\n",
       "// Listen for the removal of the full notebook cells\n",
       "var notebookContainer = gd.closest('#notebook-container');\n",
       "if (notebookContainer) {{\n",
       "    x.observe(notebookContainer, {childList: true});\n",
       "}}\n",
       "\n",
       "// Listen for the clearing of the current output cell\n",
       "var outputEl = gd.closest('.output');\n",
       "if (outputEl) {{\n",
       "    x.observe(outputEl, {childList: true});\n",
       "}}\n",
       "\n",
       "                        })                };                });            </script>        </div>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "px.scatter_matrix(wine_df, \n",
    "                  dimensions=wine_df.columns[:5], \n",
    "                  color=wine_df[\"target\"],\n",
    "                  height=700,width=800,\n",
    "                  title=\"一部の説明変数ペアを使ったクラスの確認\"\n",
    "                 )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2001be36-f55c-4f77-a156-945de2e038e5",
   "metadata": {},
   "source": [
    "train_test_splitはdataframeを渡すこともできます。確認してみましょう。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 540,
   "id": "cf2654cc-bc4e-46f7-9308-39634182ee42",
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train,X_test, y_train, y_test = train_test_split(wine_df.iloc[:,:-1], # 分割したいデータを列挙\n",
    "                                                   wine_df.target, # 分割したいデータを列挙\n",
    "                                                   test_size=0.3, # テストデータの割合\n",
    "                                                   stratify=wine_df.target, # 層化サンプリングの指針になるlabelを指定\n",
    "                                                   random_state=SEED # 乱数シードの設定\n",
    "                                                  )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 482,
   "id": "d1a3a1ba-1ccd-4a6e-baff-29a726ad4d38",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>alcohol</th>\n",
       "      <th>malic_acid</th>\n",
       "      <th>ash</th>\n",
       "      <th>alcalinity_of_ash</th>\n",
       "      <th>magnesium</th>\n",
       "      <th>total_phenols</th>\n",
       "      <th>flavanoids</th>\n",
       "      <th>nonflavanoid_phenols</th>\n",
       "      <th>proanthocyanins</th>\n",
       "      <th>color_intensity</th>\n",
       "      <th>hue</th>\n",
       "      <th>od280/od315_of_diluted_wines</th>\n",
       "      <th>proline</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>118</th>\n",
       "      <td>12.77</td>\n",
       "      <td>3.43</td>\n",
       "      <td>1.98</td>\n",
       "      <td>16.0</td>\n",
       "      <td>80.0</td>\n",
       "      <td>1.63</td>\n",
       "      <td>1.25</td>\n",
       "      <td>0.43</td>\n",
       "      <td>0.83</td>\n",
       "      <td>3.40</td>\n",
       "      <td>0.70</td>\n",
       "      <td>2.12</td>\n",
       "      <td>372.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47</th>\n",
       "      <td>13.90</td>\n",
       "      <td>1.68</td>\n",
       "      <td>2.12</td>\n",
       "      <td>16.0</td>\n",
       "      <td>101.0</td>\n",
       "      <td>3.10</td>\n",
       "      <td>3.39</td>\n",
       "      <td>0.21</td>\n",
       "      <td>2.14</td>\n",
       "      <td>6.10</td>\n",
       "      <td>0.91</td>\n",
       "      <td>3.33</td>\n",
       "      <td>985.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>14.38</td>\n",
       "      <td>1.87</td>\n",
       "      <td>2.38</td>\n",
       "      <td>12.0</td>\n",
       "      <td>102.0</td>\n",
       "      <td>3.30</td>\n",
       "      <td>3.64</td>\n",
       "      <td>0.29</td>\n",
       "      <td>2.96</td>\n",
       "      <td>7.50</td>\n",
       "      <td>1.20</td>\n",
       "      <td>3.00</td>\n",
       "      <td>1547.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>13.05</td>\n",
       "      <td>1.65</td>\n",
       "      <td>2.55</td>\n",
       "      <td>18.0</td>\n",
       "      <td>98.0</td>\n",
       "      <td>2.45</td>\n",
       "      <td>2.43</td>\n",
       "      <td>0.29</td>\n",
       "      <td>1.44</td>\n",
       "      <td>4.25</td>\n",
       "      <td>1.12</td>\n",
       "      <td>2.51</td>\n",
       "      <td>1105.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>174</th>\n",
       "      <td>13.40</td>\n",
       "      <td>3.91</td>\n",
       "      <td>2.48</td>\n",
       "      <td>23.0</td>\n",
       "      <td>102.0</td>\n",
       "      <td>1.80</td>\n",
       "      <td>0.75</td>\n",
       "      <td>0.43</td>\n",
       "      <td>1.41</td>\n",
       "      <td>7.30</td>\n",
       "      <td>0.70</td>\n",
       "      <td>1.56</td>\n",
       "      <td>750.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     alcohol  malic_acid   ash  alcalinity_of_ash  magnesium  total_phenols  \\\n",
       "118    12.77        3.43  1.98               16.0       80.0           1.63   \n",
       "47     13.90        1.68  2.12               16.0      101.0           3.10   \n",
       "14     14.38        1.87  2.38               12.0      102.0           3.30   \n",
       "37     13.05        1.65  2.55               18.0       98.0           2.45   \n",
       "174    13.40        3.91  2.48               23.0      102.0           1.80   \n",
       "\n",
       "     flavanoids  nonflavanoid_phenols  proanthocyanins  color_intensity   hue  \\\n",
       "118        1.25                  0.43             0.83             3.40  0.70   \n",
       "47         3.39                  0.21             2.14             6.10  0.91   \n",
       "14         3.64                  0.29             2.96             7.50  1.20   \n",
       "37         2.43                  0.29             1.44             4.25  1.12   \n",
       "174        0.75                  0.43             1.41             7.30  0.70   \n",
       "\n",
       "     od280/od315_of_diluted_wines  proline  \n",
       "118                          2.12    372.0  \n",
       "47                           3.33    985.0  \n",
       "14                           3.00   1547.0  \n",
       "37                           2.51   1105.0  \n",
       "174                          1.56    750.0  "
      ]
     },
     "execution_count": 482,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print(type(X_train))\n",
    "X_train.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 483,
   "id": "617f4b02-e721-4a46-afe7-126dc111312f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>alcohol</th>\n",
       "      <th>malic_acid</th>\n",
       "      <th>ash</th>\n",
       "      <th>alcalinity_of_ash</th>\n",
       "      <th>magnesium</th>\n",
       "      <th>total_phenols</th>\n",
       "      <th>flavanoids</th>\n",
       "      <th>nonflavanoid_phenols</th>\n",
       "      <th>proanthocyanins</th>\n",
       "      <th>color_intensity</th>\n",
       "      <th>hue</th>\n",
       "      <th>od280/od315_of_diluted_wines</th>\n",
       "      <th>proline</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>115</th>\n",
       "      <td>11.03</td>\n",
       "      <td>1.51</td>\n",
       "      <td>2.20</td>\n",
       "      <td>21.5</td>\n",
       "      <td>85.0</td>\n",
       "      <td>2.46</td>\n",
       "      <td>2.17</td>\n",
       "      <td>0.52</td>\n",
       "      <td>2.01</td>\n",
       "      <td>1.900000</td>\n",
       "      <td>1.71</td>\n",
       "      <td>2.87</td>\n",
       "      <td>407.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>158</th>\n",
       "      <td>14.34</td>\n",
       "      <td>1.68</td>\n",
       "      <td>2.70</td>\n",
       "      <td>25.0</td>\n",
       "      <td>98.0</td>\n",
       "      <td>2.80</td>\n",
       "      <td>1.31</td>\n",
       "      <td>0.53</td>\n",
       "      <td>2.70</td>\n",
       "      <td>13.000000</td>\n",
       "      <td>0.57</td>\n",
       "      <td>1.96</td>\n",
       "      <td>660.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>171</th>\n",
       "      <td>12.77</td>\n",
       "      <td>2.39</td>\n",
       "      <td>2.28</td>\n",
       "      <td>19.5</td>\n",
       "      <td>86.0</td>\n",
       "      <td>1.39</td>\n",
       "      <td>0.51</td>\n",
       "      <td>0.48</td>\n",
       "      <td>0.64</td>\n",
       "      <td>9.899999</td>\n",
       "      <td>0.57</td>\n",
       "      <td>1.63</td>\n",
       "      <td>470.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>14.19</td>\n",
       "      <td>1.59</td>\n",
       "      <td>2.48</td>\n",
       "      <td>16.5</td>\n",
       "      <td>108.0</td>\n",
       "      <td>3.30</td>\n",
       "      <td>3.93</td>\n",
       "      <td>0.32</td>\n",
       "      <td>1.86</td>\n",
       "      <td>8.700000</td>\n",
       "      <td>1.23</td>\n",
       "      <td>2.82</td>\n",
       "      <td>1680.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>108</th>\n",
       "      <td>12.22</td>\n",
       "      <td>1.29</td>\n",
       "      <td>1.94</td>\n",
       "      <td>19.0</td>\n",
       "      <td>92.0</td>\n",
       "      <td>2.36</td>\n",
       "      <td>2.04</td>\n",
       "      <td>0.39</td>\n",
       "      <td>2.08</td>\n",
       "      <td>2.700000</td>\n",
       "      <td>0.86</td>\n",
       "      <td>3.02</td>\n",
       "      <td>312.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     alcohol  malic_acid   ash  alcalinity_of_ash  magnesium  total_phenols  \\\n",
       "115    11.03        1.51  2.20               21.5       85.0           2.46   \n",
       "158    14.34        1.68  2.70               25.0       98.0           2.80   \n",
       "171    12.77        2.39  2.28               19.5       86.0           1.39   \n",
       "18     14.19        1.59  2.48               16.5      108.0           3.30   \n",
       "108    12.22        1.29  1.94               19.0       92.0           2.36   \n",
       "\n",
       "     flavanoids  nonflavanoid_phenols  proanthocyanins  color_intensity   hue  \\\n",
       "115        2.17                  0.52             2.01         1.900000  1.71   \n",
       "158        1.31                  0.53             2.70        13.000000  0.57   \n",
       "171        0.51                  0.48             0.64         9.899999  0.57   \n",
       "18         3.93                  0.32             1.86         8.700000  1.23   \n",
       "108        2.04                  0.39             2.08         2.700000  0.86   \n",
       "\n",
       "     od280/od315_of_diluted_wines  proline  \n",
       "115                          2.87    407.0  \n",
       "158                          1.96    660.0  \n",
       "171                          1.63    470.0  \n",
       "18                           2.82   1680.0  \n",
       "108                          3.02    312.0  "
      ]
     },
     "execution_count": 483,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print(type(X_test))\n",
    "X_test.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 484,
   "id": "d9dc5352-9790-4087-8198-0c95df0dc621",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.series.Series'>\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "118    1\n",
       "47     0\n",
       "14     0\n",
       "37     0\n",
       "174    2\n",
       "Name: target, dtype: int32"
      ]
     },
     "execution_count": 484,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print(type(y_train))\n",
    "y_train.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 485,
   "id": "4bb08d0e-57dd-4f86-891f-8a1483bb4665",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.series.Series'>\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "115    1\n",
       "158    2\n",
       "171    2\n",
       "18     0\n",
       "108    1\n",
       "Name: target, dtype: int32"
      ]
     },
     "execution_count": 485,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print(type(y_test))\n",
    "y_test.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "007e40cd-3462-41c9-b153-4a40b9bfb8cb",
   "metadata": {},
   "source": [
    "sklearnはDataFrameを入力に受け取っても正しく動作するので、今回はこのまま利用していくことにしましょう。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "02cdd425-3db1-498b-9e44-534ca58d8104",
   "metadata": {},
   "source": [
    "### データの前処理\n",
    "\n",
    "それではsklearnのk-Meansを利用してみましょう。\n",
    "\n",
    "1. クラスからインスタンスを生成\n",
    "2. `fit`で訓練\n",
    "3. 各種評価指標でクラスタリングの性能を評価\n",
    "\n",
    "この流れにそって、実験を行います。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e0d29d8c-89f2-4cf0-ac96-847ff558287b",
   "metadata": {},
   "source": [
    "しかしその前に、データの前処理を行います。\n",
    "\n",
    "参考: https://www.rm48.net/post/python-k-means%E3%82%AF%E3%83%A9%E3%82%B9%E3%82%BF%E3%83%AA%E3%83%B3%E3%82%B0%E3%82%92%E3%81%99%E3%82%8B%E3%81%A8%E3%81%8D%E3%81%AF%E3%83%87%E3%83%BC%E3%82%BF%E3%81%AE%E8%A6%8F%E6%A0%BC%E5%8C%96%E3%80%81%E6%A8%99%E6%BA%96%E5%8C%96%E3%82%92%E3%81%99%E3%82%8B"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 486,
   "id": "ba46a600-0447-46a5-bcb3-ec158993686c",
   "metadata": {},
   "outputs": [],
   "source": [
    "scaler =  StandardScaler()\n",
    "scaled_X_train = scaler.fit_transform(X_train)\n",
    "scaled_X_test = scaler.transform(X_test)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5bd3aedb-f8ba-4d53-9e71-6ccf8685bded",
   "metadata": {},
   "source": [
    "### sklearnによる訓練"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1236cd6c-df6d-479f-ad45-984f6f6e7bbf",
   "metadata": {},
   "source": [
    "K-Meansクラスの使い方は?を使って確認しておきます。\n",
    "\n",
    "```python\n",
    ">>>KMeans?\n",
    "```\n",
    "```python\n",
    "Init signature:\n",
    "KMeans(\n",
    "    n_clusters=8, # クラスタの数\n",
    "    *,\n",
    "    init='k-means++', # 初期化の方法。k-means++は非常に優秀な初期化方法です。ナイーブに実装した場合の初期化は\"randam\"が相当します。\n",
    "    n_init=10, # k-meansの性能は初期値に大きく影響されます。sklearnは異なるseedで初期化をn_init回行い、最も良いものを選択します。\n",
    "    max_iter=300, # 最大更新回数\n",
    "    tol=0.0001, # 許容誤差, これ以下になれば最大更新回数に達していなくても学習を終了します。\n",
    "    verbose=0,  # 詳しい解析結果を表示するなら1、何も表示しないならば0\n",
    "    random_state=None, # 擬似乱数生成器に渡すSEED\n",
    "    copy_x=True, # \n",
    "    algorithm='auto',\n",
    ")\n",
    "```\n",
    "\n",
    "algorithm  \n",
    "- {\"lloyd\"、\"elkan\"、\"auto\"、\"full\"}、default =\"lloyd\"\n",
    "- 使用するK-meansのアルゴリズムを設定します。\n",
    "- 古典的なEM式アルゴリズムは \"lloyd \"ですが、\"elkan \"は三角形の不等式を用いることにより、クラスタが明確に定義されたデータセットではより効率的となることがあります。しかし、形状の配列(n_samples, n_clusters) を追加で割り当てるため、よりメモリを消費します。\n",
    "\n",
    "\"auto\"と \"full\"は非推奨で、Scikit-Learn 1.3 で削除される予定です。これらは両方とも \"lloyd\" のエイリアスです。\n",
    "\n",
    "それではインスタンスを生成します。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 542,
   "id": "adf9c290-0f25-46c9-a49d-18a4880f59c8",
   "metadata": {},
   "outputs": [],
   "source": [
    "skmodel = KMeans(3, random_state=SEED)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7ce289d0-c1fd-4a4e-b757-a2af6bbaec36",
   "metadata": {
    "tags": []
   },
   "source": [
    "次に、`fit`の使い方を確認してから、実行しましょう。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 488,
   "id": "2f0d55b9-6b02-47c5-a50f-f867e65af05e",
   "metadata": {},
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       "\u001b[1;31mSignature:\u001b[0m \u001b[0mskmodel\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mfit\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mX\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0my\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mNone\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0msample_weight\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;32mNone\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
       "\u001b[1;31mDocstring:\u001b[0m\n",
       "Compute k-means clustering.\n",
       "\n",
       "Parameters\n",
       "----------\n",
       "X : {array-like, sparse matrix} of shape (n_samples, n_features)\n",
       "    Training instances to cluster. It must be noted that the data\n",
       "    will be converted to C ordering, which will cause a memory\n",
       "    copy if the given data is not C-contiguous.\n",
       "    If a sparse matrix is passed, a copy will be made if it's not in\n",
       "    CSR format.\n",
       "\n",
       "y : Ignored\n",
       "    Not used, present here for API consistency by convention.\n",
       "\n",
       "sample_weight : array-like of shape (n_samples,), default=None\n",
       "    The weights for each observation in X. If None, all observations\n",
       "    are assigned equal weight.\n",
       "\n",
       "    .. versionadded:: 0.20\n",
       "\n",
       "Returns\n",
       "-------\n",
       "self : object\n",
       "    Fitted estimator.\n",
       "\u001b[1;31mFile:\u001b[0m      c:\\users\\mriki\\anaconda3\\envs\\pytorch\\lib\\site-packages\\sklearn\\cluster\\_kmeans.py\n",
       "\u001b[1;31mType:\u001b[0m      method\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "skmodel.fit?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 489,
   "id": "790b3f3e-fe58-41d0-b233-66a37c389ab2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "KMeans(n_clusters=3, random_state=2022)"
      ]
     },
     "execution_count": 489,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "skmodel.fit(scaled_X_train)"
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  },
  {
   "cell_type": "markdown",
   "id": "7d3c29e4-691d-4b97-ba55-3e36d48ccbd8",
   "metadata": {},
   "source": [
    "### 結果の可視化"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "15bd8280-355e-4b7e-941e-644287b5a6e4",
   "metadata": {},
   "source": [
    "クラスタリングの結果を散布図にして確認してみます。  \n",
    "ここでは、説明変数が多すぎるので幾つかのペアを取り出して可視化を行います。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 499,
   "id": "51b73da1-ec9f-4b16-a24a-182cf0c643d2",
   "metadata": {},
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       "      <th>alcalinity_of_ash</th>\n",
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       "      <th>118</th>\n",
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       "     alcohol  malic_acid   ash  alcalinity_of_ash  magnesium  cluster_index\n",
       "118    12.77        3.43  1.98               16.0       80.0              1\n",
       "47     13.90        1.68  2.12               16.0      101.0              0\n",
       "14     14.38        1.87  2.38               12.0      102.0              0\n",
       "37     13.05        1.65  2.55               18.0       98.0              0\n",
       "174    13.40        3.91  2.48               23.0      102.0              1"
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   "source": [
    "result_df = X_train.iloc[:,:5].copy()\n",
    "result_df[\"cluster_index\"] = skmodel.predict(scaled_X_train)\n",
    "result_df.head()"
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   ],
   "source": [
    "px.scatter_matrix(result_df, \n",
    "                  dimensions=result_df.columns[:4], \n",
    "                  color=\"cluster_index\",\n",
    "                  height=700,width=800,\n",
    "                  title=\"一部の説明変数ペアを使ったクラスタの確認\"\n",
    "                 )"
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  {
   "cell_type": "markdown",
   "id": "3e2924ef-a261-4721-84b5-0df42d9ec20c",
   "metadata": {},
   "source": [
    "割り当てたクラスタが色に対応するような可視化を行いました。黄色クラスタとそれ以外に関しては比較的わかりやすい分かれ方をしていますが、青と紫に関してはかぶりが多いようです。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e9ce3dc0-5045-413c-9a71-1f239e664060",
   "metadata": {},
   "source": [
    "### エルボー法によるクラスタ数の決定"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cc42eed6-7a04-454e-b28a-d2aec0bae6d0",
   "metadata": {},
   "source": [
    "もっともらしいクラスタの数はどうやって決めれば良いのでしょうか。ここでは、エルボー法という最もシンプルな方法でのクラスタ数決定に挑戦します。\n",
    "\n",
    "\n",
    "\n",
    "**エルボー法**   \n",
    "Kの値を変えながら、SSE(Sum of Squared errors of prediction, クラスタ内誤差平方和)をプロットする。SSEが急激に減少した点（Elbow（エルボー、肘）のように折れ線がカクッと折れ曲がる点）がより良いクラスタ数である。\n",
    "\n",
    "<u>SSEはデータ点からクラスタ重心までの距離の合計を凝集度とします</u>。  \n",
    "それを全クラスタに関して計算し足し合わせます。  \n",
    "足し合わせた値を歪み(distortion)と言っているところが多いです。  \n",
    "\n",
    "sklearnではSSEをself.inertia_として持っています。これを使ってエルボー法を試します。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 543,
   "id": "1fb4a103-6681-43ab-ad41-829f1516b53c",
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   "source": [
    "score_df = {\"num_cluster\":[], \"cluster inertia (SSE)\":[]}\n",
    "for i in range(2,20):\n",
    "    skmodel = KMeans(n_clusters=i, random_state=SEED)\n",
    "    skmodel.fit(scaled_X_train)\n",
    "    score_df[\"num_cluster\"] += [i]\n",
    "    score_df[\"cluster inertia (SSE)\"] += [skmodel.inertia_]"
   ]
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   "execution_count": 544,
   "id": "11082673-4e2f-48cb-a691-c8e73f2bd096",
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   ],
   "source": [
    "px.line(score_df, \n",
    "        x=\"num_cluster\", y=\"cluster inertia (SSE)\",\n",
    "        title=\"エルボー法: クラスタ数とクラスタ内誤差平方和（SSE）の関係\",\n",
    "       )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2fbc73e4-8c07-4346-9ebc-1b49271c1eba",
   "metadata": {},
   "source": [
    "ここではk=3が良さそうだとわかります。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 530,
   "id": "9e26ef7c-0e18-4613-9d83-ac364071b64d",
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   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[5.03160036, 5.11882699, 6.69180927, ..., 5.35448789, 4.25585011,\n",
       "        5.82201798],\n",
       "       [8.05901683, 6.37724683, 6.37004126, ..., 6.56681593, 6.99226758,\n",
       "        7.1847093 ],\n",
       "       [5.18486581, 6.01530989, 2.87083078, ..., 6.54253443, 5.27281097,\n",
       "        4.67984566],\n",
       "       ...,\n",
       "       [3.40803493, 2.21454761, 4.21708444, ..., 5.80145587, 3.24357227,\n",
       "        3.89003671],\n",
       "       [5.38866056, 2.79135465, 5.78213315, ..., 5.95595271, 4.65679265,\n",
       "        5.32160553],\n",
       "       [6.23405101, 5.4787964 , 4.07539898, ..., 5.79218609, 5.6973434 ,\n",
       "        4.06299949]])"
      ]
     },
     "execution_count": 530,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "skmodel.transform(scaled_X_test)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ff70fb0b-b4c6-4a12-90b0-7aeb6e310afd",
   "metadata": {},
   "source": [
    "## k-MeansのNumpyによる実装\n",
    "\n",
    "このセクションではk-NNをNumPyを使って実装してもらいます。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4ed1ef06-a7aa-4df9-a730-9b6aab4f355c",
   "metadata": {},
   "source": [
    "### k-Meansクラス実装のヒント"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8cfdae30-b59c-400e-8eb5-4351daf5ad88",
   "metadata": {},
   "source": [
    "k-Meansクラスの雛形を示します。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "90beaff9-b898-4cec-9f71-c55bb29ae1b5",
   "metadata": {},
   "source": [
    "```python\n",
    "class KMeansClustering():\n",
    "    def __init__(self,k, max_iter, delta, seed=1000):\n",
    "        \"\"\"初期化\n",
    "\n",
    "        Parameters\n",
    "        ----------\n",
    "        k : int, optional\n",
    "            クラスタ数, by default 3\n",
    "        max_iter : int, optional\n",
    "            最大更新回数, by default 100\n",
    "        delta : float, optional\n",
    "            許容誤差, by default 1e-15\n",
    "        seed : int, optional\n",
    "            疑似乱数シード, by default None.\n",
    "            Noneなら[0,2**20)の範囲でランダムにSEEDを生成\n",
    "        \"\"\"\n",
    "        ...\n",
    "        self.is_fitted = False\n",
    "        \n",
    "        \n",
    "    def fit(self, X,y=None):\n",
    "        self.inertia_ = ... # クラスタ内SSEを保存しましょう。\n",
    "        ...\n",
    "        return self\n",
    "    \n",
    "    def predict(self,X:np.ndarray)->np.ndarray:\n",
    "        # 入力データに対してクラスタを割り当てる\n",
    "        ...\n",
    "        return pred_labels\n",
    "    \n",
    "     def transform(self, X:np.ndarray)->np.ndarray:\n",
    "        \"\"\"入力データとすべてのクラスタ重心との距離を計算し、行列として返す\n",
    "\n",
    "        Parameters\n",
    "        ----------\n",
    "        X : np.ndarray\n",
    "            入力データ Shape(n_data, n_features)\n",
    "\n",
    "        Returns\n",
    "        -------\n",
    "        embedded\n",
    "            Shape(n_data, self.k)\n",
    "        \"\"\"\n",
    "        ...\n",
    "        return embedded\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1085d3c1-a48a-460b-83cc-0e72695fad47",
   "metadata": {},
   "source": [
    "### [基礎]以下の要点を満たすように、`KMeansClustering`クラスを修正してk-Meansを実装してください。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fd074cfa-e631-45fb-9db9-aa0f6c03cb85",
   "metadata": {},
   "source": [
    "`__init__`について\n",
    "\n",
    "1. docstringを参考に引数の表記を修正 (ex. `seed:int=1000`) \n",
    "1. すべての引数を同様の名前のインスタンス変数として束縛\n",
    "1. クラス内からは`self.rng`の名前でnumpyの乱数生成器インスタンスにアクセスできるようにする\n",
    "\n",
    "\n",
    "`fit`について\n",
    "1. クラスタ内SSEをself.inertia_に保存する\n",
    "1. データ点と各クラスタの暫定重心とのユークリッド距離を基準に訓練を行う\n",
    "1. t時点の重心とt-1時点の重心のユークリッド距離がself.delta以下になったら訓練終了\n",
    "\n",
    "`transform`について\n",
    "1. Xのdtypeとembeddedのdtypeを揃える\n",
    "1. このメソッドは`fit`が実行されていないのに呼び出された場合、警告する\n",
    "1. このメソッドの入力Xがfitの入力Xと異なる次元数（特徴数）である場合、警告する\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 538,
   "id": "689c6b78-bb32-4166-a886-ec1cc84458f5",
   "metadata": {},
   "outputs": [],
   "source": [
    "# クラスを実装するセル\n",
    "\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f3f6d167-95a0-4a96-80ae-a9d982143c7c",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "5f18c4ae-b61c-42c5-be97-2ef0297a2298",
   "metadata": {
    "tags": []
   },
   "source": [
    "### [基礎] KMeansClustering`を使って、iris datasetに適切なkをエルボー法で求めよ\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "21acfa6e-d2e5-400e-b339-4f75037003bd",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "067ad57e-ae82-41d7-a9ee-3ab385c8d94f",
   "metadata": {},
   "source": [
    "### [発展] クラスタリングの評価指標として利用されるPurityについて調べて、関数として実装せよ。またK=2からk=20までのpurityを計算し、折れ線グラフで示せ。\n",
    "\n",
    "純度(Purity)はクラスター内に含まれる教師ラベルの内，最もクラスター内に多くのインスタンス数を持つものの割合の重み付き和のこと。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4a845806-1806-4d54-80f3-b2938a657a82",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "c4d8482c-d0ef-48ec-951e-50952cee3609",
   "metadata": {},
   "source": [
    "### [発展]シルエット分析について調べ、これを実装せよ。またK=3,10の場合の結果を示せ。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d30e19ee-bedd-4c0d-b826-dd85d106feb5",
   "metadata": {},
   "outputs": [],
   "source": []
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