{ "cells": [ { "cell_type": "markdown", "id": "acceptable-decimal", "metadata": {}, "source": [ "# Preprocessing to improve accuracy (Boston dataset revisited)\n", "\n", "
\n", " このページのオリジナルのipynbファイル\n", " トップページへ\n", "
\n", "\n", "\n", "機械学習による回帰分析の精度向上のために使われるいくつかの方法を試してみる。\n", "\n", "用いるサンプルデータセットはBostonである。\n" ] }, { "cell_type": "markdown", "id": "artistic-nashville", "metadata": {}, "source": [ "## Standardization\n", "\n", "線形重回帰の節\"でみたように、説明変数の値域に大きなばらつきがある場合は、それを揃えてから、回帰分析を行うのがよい。特に線形回帰やニューラルネットの場合はそうである。\n", "\n", "説明変数をスケールして、平均値をゼロ、標準偏差を1に揃えることを標準化(standardization)と呼び、scikit-learnにはそれを行うStandardScalerが用意されている。\n" ] }, { "cell_type": "markdown", "id": "italic-infection", "metadata": {}, "source": [ "### BostonデータのDataFrameへの読み込みと標準化\n", "\n", "sckit-learnのバージョン1.2からはbostonデータが削除されたので、データのラベルを削除した代替物をCMUのサイトから直接入手する。" ] }, { "cell_type": "code", "execution_count": 14, "id": "starting-orientation", "metadata": { "tags": [] }, "outputs": [], "source": [ "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "from sklearn import datasets\n", "\n", "# データの読み込み\n", "# 新しいsklearnではbostonデータは廃止に\n", "# boston = datasets.load_boston()\n", "# features = pd.DataFrame(boston.data, columns=boston.feature_names)\n", "# targets = boston.target\n", "# features\n", "\n", "# 代替データ\n", "data_url = \"http://lib.stat.cmu.edu/datasets/boston\"\n", "raw_df = pd.read_csv(data_url, sep=\"\\s+\", skiprows=22, header=None)\n", "features = np.hstack([raw_df.values[::2, :], raw_df.values[1::2, :2]])\n", "targets = raw_df.values[1::2, 2]" ] }, { "cell_type": "markdown", "id": "b8749fc4-ce25-43f1-b7d8-2728bbbeb5a5", "metadata": {}, "source": [ "### 精度検証の方法\n", "\n", "正規化(sdandization)の効果をみるために、全データのうち8割(可変)を機械の訓練(training)データに、残りの2割を予測精度確認のためのテストデータに分け、前者で訓練した機械を使って、後者の説明変数の値を代入して予測値を計算し、観測値と比較する。\n", "\n", "よく用いられるのは決定係数(R2スコア)である。\n", "\n", "決定係数のWikipediaページ https://ja.wikipedia.org/wiki/%E6%B1%BA%E5%AE%9A%E4%BF%82%E6%95%B0\n", "\n", "\n", "訓練データの抽出(分割)はランダムに行う。 (train_test_splitの利用)" ] }, { "cell_type": "code", "execution_count": 16, "id": "dangerous-witch", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
0123456789101112
01.287702-0.5003201.033237-0.2780890.489252-1.4280691.028015-0.8021731.7068911.5784340.845343-0.0743371.753505
1-0.336384-0.500320-0.413160-0.278089-0.157233-0.680087-0.4311990.324349-0.624360-0.5846481.2047410.430184-0.561474
2-0.4032531.013271-0.715218-0.278089-1.008723-0.402063-1.6185991.330697-0.974048-0.602724-0.6371760.065297-0.651595
30.388230-0.5003201.033237-0.2780890.489252-0.3004500.591681-0.8392401.7068911.5784340.845343-3.8681931.525387
4-0.325282-0.500320-0.413160-0.278089-0.157233-0.8310940.033747-0.005494-0.624360-0.5846481.2047410.379119-0.165787
..........................................
399-0.387850-0.500320-0.352167-0.278089-0.310348-0.6772640.834884-0.750355-0.507797-0.1207001.1598170.4307310.873419
400-0.3734140.364589-0.584520-0.278089-0.786706-0.649038-0.9462160.291651-0.740922-1.0907730.1265460.3539700.076412
401-0.4054702.959318-1.303361-0.278089-1.0333910.450354-1.3897032.130899-0.624360-0.747331-0.5922510.379010-0.910692
4020.851897-0.5003201.033237-0.2780891.5610570.4418860.931450-0.7908981.7068911.5784340.845343-2.6945861.522570
403-0.381356-0.500320-0.352167-0.278089-0.3103480.1257580.602411-0.513719-0.507797-0.1207001.159817-3.121581-0.257316
\n", "

404 rows × 13 columns

\n", "
" ], "text/plain": [ " 0 1 2 3 4 5 6 \\\n", "0 1.287702 -0.500320 1.033237 -0.278089 0.489252 -1.428069 1.028015 \n", "1 -0.336384 -0.500320 -0.413160 -0.278089 -0.157233 -0.680087 -0.431199 \n", "2 -0.403253 1.013271 -0.715218 -0.278089 -1.008723 -0.402063 -1.618599 \n", "3 0.388230 -0.500320 1.033237 -0.278089 0.489252 -0.300450 0.591681 \n", "4 -0.325282 -0.500320 -0.413160 -0.278089 -0.157233 -0.831094 0.033747 \n", ".. ... ... ... ... ... ... ... \n", "399 -0.387850 -0.500320 -0.352167 -0.278089 -0.310348 -0.677264 0.834884 \n", "400 -0.373414 0.364589 -0.584520 -0.278089 -0.786706 -0.649038 -0.946216 \n", "401 -0.405470 2.959318 -1.303361 -0.278089 -1.033391 0.450354 -1.389703 \n", "402 0.851897 -0.500320 1.033237 -0.278089 1.561057 0.441886 0.931450 \n", "403 -0.381356 -0.500320 -0.352167 -0.278089 -0.310348 0.125758 0.602411 \n", "\n", " 7 8 9 10 11 12 \n", "0 -0.802173 1.706891 1.578434 0.845343 -0.074337 1.753505 \n", "1 0.324349 -0.624360 -0.584648 1.204741 0.430184 -0.561474 \n", "2 1.330697 -0.974048 -0.602724 -0.637176 0.065297 -0.651595 \n", "3 -0.839240 1.706891 1.578434 0.845343 -3.868193 1.525387 \n", "4 -0.005494 -0.624360 -0.584648 1.204741 0.379119 -0.165787 \n", ".. ... ... ... ... ... ... \n", "399 -0.750355 -0.507797 -0.120700 1.159817 0.430731 0.873419 \n", "400 0.291651 -0.740922 -1.090773 0.126546 0.353970 0.076412 \n", "401 2.130899 -0.624360 -0.747331 -0.592251 0.379010 -0.910692 \n", "402 -0.790898 1.706891 1.578434 0.845343 -2.694586 1.522570 \n", "403 -0.513719 -0.507797 -0.120700 1.159817 -3.121581 -0.257316 \n", "\n", "[404 rows x 13 columns]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# 訓練データとテストデータへの分割 \n", "from sklearn.model_selection import train_test_split\n", "X_train, X_test, y_train, y_test = train_test_split(features, targets, train_size=0.8, random_state=42)\n", "\n", "# データの正規化\n", "from sklearn.preprocessing import StandardScaler\n", "scaler = StandardScaler().fit(X_train) #正規化\n", "X_train_scaled = pd.DataFrame(scaler.transform(X_train))\n", "X_test_scaled = pd.DataFrame(scaler.transform(X_test))\n", "# fit_transform may be useful. It scales data and then transform them to ndarray. \"fit\" returns an object. \n", "X_train_scaled\n" ] }, { "cell_type": "markdown", "id": "romantic-roads", "metadata": {}, "source": [ "### モデルの選択\n", "\n", "線形回帰とランダムフォレストを使ってパフォーマンスを検証する。\n", "\n", "- Linear Regression\n", "- Random Forest\n" ] }, { "cell_type": "code", "execution_count": 17, "id": "directed-trout", "metadata": { "tags": [] }, "outputs": [], "source": [ "# モデルの選択\n", "\n", "model = [] # モデルをリストとして記憶\n", "\n", "# (1) 重回帰\n", "from sklearn.linear_model import LinearRegression\n", "model.append({\"model\": LinearRegression(), \"name\": \"Linear Regression\"})\n", "\n", "# (2)ランダムフォレスト回帰\n", "from sklearn.ensemble import RandomForestRegressor\n", "model.append({\"model\": RandomForestRegressor(n_estimators=500, oob_score=True, random_state=0),\n", " \"name\": \"Random Forest Regressor\"})\n" ] }, { "cell_type": "markdown", "id": "municipal-floor", "metadata": {}, "source": [ "### 学習と評価\n", "\n", "scikit-learnにおける評価指標算出関数については、次のURLを参照してほしい。\n", "\n", "https://scikit-learn.org/stable/modules/model_evaluation.html#regression-metrics" ] }, { "cell_type": "code", "execution_count": 18, "id": "hungry-patrol", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Linear Regression\n", "R-2 score: 0.669\n", "Spearman correlation: 0.855\n", "Pearson correlation: 0.827\n", "Random Forest Regressor\n", "R-2 score: 0.883\n", "Spearman correlation: 0.903\n", "Pearson correlation: 0.94\n" ] } ], "source": [ "# 予測と評価\n", "from sklearn.metrics import r2_score\n", "from scipy.stats import spearmanr, pearsonr\n", "\n", "result = []\n", "X = X_train_scaled\n", "X_t = X_test_scaled\n", "\n", "for mlm in model:\n", " # 学習\n", " mlm['model'].fit(X, y_train)\n", " predicted_test = mlm['model'].predict(X_t)\n", " result.append({\"predictedVal\": predicted_test, \"observedVal\": y_test,\n", " \"name\": mlm['name']}) # To use later\n", " test_score = r2_score(y_test, predicted_test)\n", " spearman = spearmanr(y_test, predicted_test)\n", " pearson = pearsonr(y_test, predicted_test)\n", " print(mlm['name'])\n", " # print(f'Out-of-bag R-2 score estimate: {model.oob_score_:>5.3}') $ only for random forest\n", " print(f'R-2 score: {test_score:>5.3}')\n", " print(f'Spearman correlation: {spearman[0]:.3}')\n", " print(f'Pearson correlation: {pearson[0]:.3}')" ] }, { "cell_type": "markdown", "id": "about-fitness", "metadata": {}, "source": [ "### 推定値と実測値の比較 (散布図)\n", "\n" ] }, { "cell_type": "code", "execution_count": 19, "id": "satellite-feeding", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "# 予測と観測値の散布図\n", "num_fig = len(result)\n", "fig = plt.figure(figsize=(14,6))\n", "for i in range(num_fig):\n", " ax1 = fig.add_subplot(1,num_fig, i+1)\n", " ax1.scatter(result[i]['predictedVal'], result[i]['observedVal'])\n", " ax1.set_xlabel(\"Predicted value (Unit $1000)\")\n", " ax1.set_ylabel(\"Observed value\")\n", " ax1.set_title(result[i]['name'])\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "catholic-change", "metadata": {}, "source": [ "## 説明変数の削減 - 主成分分析 (Principal Component Analysis: PCA)\n", "\n", "多数の説明変数(特徴量)がある場合、回帰分析を行う前処理として、目的変数とは関係ないものを削除を行うことがある。\n", "\n", "代表例として、主成分分析がある。\n", "\n", "特徴量の線形結合から、もっとも目的変数を説明できるものを選ぶ。比較的少数の量(線形結合)が見つかれば、それを説明変数として回帰分析を行う。\n", "\n", "多数のWebコンテンツがあるので、それらを参照してほしい。\n", "\n", "例:\n", "\n", "https://inoccu.com/docs/datascience/pca.html\n" ] }, { "cell_type": "code", "execution_count": 20, "id": "hawaiian-crack", "metadata": { "tags": [] }, "outputs": [], "source": [ "# データの正規化\n", "from sklearn.preprocessing import StandardScaler\n", "scaledFeatures = StandardScaler().fit_transform(features)\n", "\n", "# PCA\n", "import sklearn.decomposition as dec\n", "pca = dec.PCA()\n", "#pca.fit(scaledFeatures)\n", "x_pc = pca.fit_transform(scaledFeatures)" ] }, { "cell_type": "code", "execution_count": 21, "id": "productive-howard", "metadata": { "tags": [] }, "outputs": [], "source": [ "label = [\"CRIM: 人口 1 人当たりの犯罪発生数\",\n", " \"ZN: 25,000平方フィート以上の住居区画の占める割合\",\n", " \"INDUS: 小売業以外の商業が占める面積の割合\",\n", " \"CHAS: チャールズ川によるダミー変数 (1: 川の周辺, 0: それ以外)\",\n", " \"NOX: NOx の濃度\",\"RM: 住居の平均部屋数\",\n", " \"AGE: 1940 年より前に建てられた物件の割合\",\n", " \"DIS: 5 つのボストン市の雇用施設からの距離 (重み付け済)\",\n", " \"RAD: 環状高速道路へのアクセスしやすさ\",\n", " \"TAX: $10,000 ドルあたりの不動産税率の総計\",\n", " \"PTRATIO: 町毎の児童と教師の比率\",\n", " \"B: 町毎の黒人 (Bk) の比率を次の式で表したもの。 1000(Bk – 0.63)2\",\n", " \"LSTA: 給与の低い職業に従事する人口の割合 (%)]\"]" ] }, { "cell_type": "code", "execution_count": 24, "id": "gentle-confirmation", "metadata": { "slideshow": { "slide_type": "slide" }, "tags": [] }, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.rcParams['font.family'] = 'IPAGothic' # Linux上で日本語フォントを扱う場合\n", "# plt.rcParams['font.family'] = 'MS Gothic' # Windowsで日本語フォントが使えないとき利用\n", "\n", "# color map\n", "import matplotlib.cm as cm\n", "cm4arrow = plt.get_cmap(\"tab20\")\n", "\n", "### plot\n", "x_data = x_pc[:,0]\n", "y_data = x_pc[:,1]\n", "pc0 = pca.components_[0]\n", "pc1 = pca.components_[1]\n", "plt.figure(figsize=(10,8))\n", "plt.scatter(x_data, y_data, c = targets/len(targets), cmap=cm.rainbow)\n", "for i in range(pc0.shape[0]):\n", " plt.arrow(0, 0, pc0[i]*8, pc1[i]*8, color=cm4arrow(i/len(label)), width=0.0005, head_width=0.1, alpha=0.9, label=label[i])\n", " # plt.text(pc0[i]*9, pc1[i]*9, features.columns.values[i], color=cm4arrow(i/len(label)), fontsize=12)\n", "plt.xlim([-6,6])\n", "plt.ylim([-6,6])\n", "plt.xlabel('Principal Component 1', fontsize = 14)\n", "plt.ylabel('Principal Component 2', fontsize = 14)\n", "plt.tick_params(labelsize = 14)\n", "plt.grid()\n", "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left', borderaxespad=0, fontsize=14)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "undefined-cleaners", "metadata": {}, "source": [ "- 第一主成分には、NOX,TAX, RAD, INDAS, CRIMなどが正の側に、DIS、ZNが負の側に大きく寄与しており、住居地としては不利な要素が表れている。\n", "- 第2主成分は、CHAS, RMなどが正の方向に、CRIM, DIS, PTRATIOなどが負の方向に寄与しており、良い居住環境を表す。\n", "\n", "点は、目的変数(target)である住宅価格を青から赤の rainbow color で表してある。高価格(赤色系)が左上に、安価なものが点は右下に分布していることと一致するが、それほど明確とは言えない。" ] }, { "cell_type": "markdown", "id": "tested-burden", "metadata": {}, "source": [ "第3成分をいれて3次元空間上でみたらどうだろうか?試してみよう。\n", "\n", "(notebookの中でプロットを視点を変えるなどをインタラクティブに行うには、\"%matplotlib nbagg\"にするのがコツである。)" ] }, { "cell_type": "code", "execution_count": 32, "id": "super-narrow", "metadata": { "tags": [] }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "9501ef07c5f546d9a71aee7452cb09fd", "version_major": 2, "version_minor": 0 }, "image/png": "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", "text/html": [ "\n", "
\n", "
\n", " Figure\n", "
\n", " \n", "
\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from mpl_toolkits.mplot3d import Axes3D\n", "\n", "%matplotlib widget\n", "\n", "# Figureを追加\n", "fig = plt.figure(figsize = (7, 7))\n", "\n", "# 3DAxesを追加\n", "ax = fig.add_subplot(111, projection='3d')\n", "\n", "# Axesのタイトルを設定\n", "ax.set_title(\"PCA for Boston Data\", size = 20)\n", "\n", "# 軸ラベルを設定\n", "ax.set_xlabel(\"Principal Component 1\")\n", "ax.set_ylabel(\"Principal Component 2\")\n", "ax.set_zlabel(\"Principal Component 3\")\n", "\n", "x_data = x_pc[:,0]\n", "y_data = x_pc[:,1]\n", "z_data = x_pc[:,2]\n", "ax.scatter(x_data, y_data, z_data, c = targets/len(targets), cmap=cm.rainbow)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "ee87b765-90b4-4a86-8526-0e65de40a454", "metadata": {}, "source": [ "一般に、説明変数の組み合わせ(線形結合)の一部を明確に抜き出すことができれば、回帰分析を行う際の前処理として変数削減を行うことができる。\n", "\n", "例えば、Bostonデータの13個の説明変数から、学習によって13個の変数の線形結合によって見つけた3つ変数だけによる予測を行う方法をとれば計算時間を短くできる。\n", "\n", "各項目の第1主成分の比率は次のようである。" ] }, { "cell_type": "code", "execution_count": 35, "id": "447b756a-bf5a-477e-8589-b16226d9b829", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/plain": [ "array([ 0.2509514 , -0.25631454, 0.34667207, 0.00504243, 0.34285231,\n", " -0.18924257, 0.3136706 , -0.32154387, 0.31979277, 0.33846915,\n", " 0.20494226, -0.20297261, 0.30975984])" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pca.components_[0]" ] }, { "cell_type": "markdown", "id": "67133298-46cd-488a-9510-ee32e1e9f622", "metadata": {}, "source": [ "### Kernel PCA\n", "\n", "PCAは、分類問題に適用されることもある。\n", "\n", "下の例は、線形結合ではなく、カーネル法を用いたPCAの例である。線形結合ではないので、主成分が何を表すかはわからなくなるが、分類機として利用する場合は、これの方が有用な場合があるだろう。ここで扱ったBostonの例では、分類機としてKernelPCAのほうがよいとは言えない(と思う)。\n", "\n", "この場合は、住宅価格も1変数として加えて分析にかけるのが望ましいかもしれない。" ] }, { "cell_type": "code", "execution_count": 14, "id": "hungarian-usage", "metadata": {}, "outputs": [], "source": [ "dec_pca = dec.KernelPCA(kernel=\"rbf\")\n", "dec_pca_result = dec_pca.fit_transform(scaledFeatures)" ] }, { "cell_type": "code", "execution_count": 15, "id": "deluxe-organ", "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "/* Put everything inside the global mpl namespace */\n", "/* global mpl */\n", "window.mpl = {};\n", "\n", "mpl.get_websocket_type = function () {\n", " if (typeof WebSocket !== 'undefined') {\n", " return WebSocket;\n", " } else if (typeof MozWebSocket !== 'undefined') {\n", " return MozWebSocket;\n", " } else {\n", " alert(\n", " 'Your browser does not have WebSocket support. ' +\n", " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", " 'Firefox 4 and 5 are also supported but you ' +\n", " 'have to enable WebSockets in about:config.'\n", " );\n", " }\n", "};\n", "\n", "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", " this.id = figure_id;\n", "\n", " this.ws = websocket;\n", "\n", " this.supports_binary = this.ws.binaryType !== undefined;\n", "\n", " if (!this.supports_binary) {\n", " var warnings = document.getElementById('mpl-warnings');\n", " if (warnings) {\n", " warnings.style.display = 'block';\n", " warnings.textContent =\n", " 'This browser does not support binary websocket messages. ' +\n", " 'Performance may be slow.';\n", " }\n", " }\n", "\n", " this.imageObj = new Image();\n", "\n", " this.context = undefined;\n", " this.message = undefined;\n", " this.canvas = undefined;\n", " this.rubberband_canvas = undefined;\n", " this.rubberband_context = undefined;\n", " this.format_dropdown = undefined;\n", "\n", " this.image_mode = 'full';\n", "\n", " this.root = document.createElement('div');\n", " this.root.setAttribute('style', 'display: inline-block');\n", " this._root_extra_style(this.root);\n", "\n", " parent_element.appendChild(this.root);\n", "\n", " this._init_header(this);\n", " this._init_canvas(this);\n", " this._init_toolbar(this);\n", "\n", " var fig = this;\n", "\n", " this.waiting = false;\n", "\n", " this.ws.onopen = function () {\n", " fig.send_message('supports_binary', { value: fig.supports_binary });\n", " fig.send_message('send_image_mode', {});\n", " if (fig.ratio !== 1) {\n", " fig.send_message('set_device_pixel_ratio', {\n", " device_pixel_ratio: fig.ratio,\n", " });\n", " }\n", " fig.send_message('refresh', {});\n", " };\n", "\n", " this.imageObj.onload = function () {\n", " if (fig.image_mode === 'full') {\n", " // Full images could contain transparency (where diff images\n", " // almost always do), so we need to clear the canvas so that\n", " // there is no ghosting.\n", " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", " }\n", " fig.context.drawImage(fig.imageObj, 0, 0);\n", " };\n", "\n", " this.imageObj.onunload = function () {\n", " fig.ws.close();\n", " };\n", "\n", " this.ws.onmessage = this._make_on_message_function(this);\n", "\n", " this.ondownload = ondownload;\n", "};\n", "\n", "mpl.figure.prototype._init_header = function () {\n", " var titlebar = document.createElement('div');\n", " titlebar.classList =\n", " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", " var titletext = document.createElement('div');\n", " titletext.classList = 'ui-dialog-title';\n", " titletext.setAttribute(\n", " 'style',\n", " 'width: 100%; text-align: center; padding: 3px;'\n", " );\n", " titlebar.appendChild(titletext);\n", " this.root.appendChild(titlebar);\n", " this.header = titletext;\n", "};\n", "\n", "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", "\n", "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", "\n", "mpl.figure.prototype._init_canvas = function () {\n", " var fig = this;\n", "\n", " var canvas_div = (this.canvas_div = document.createElement('div'));\n", " canvas_div.setAttribute(\n", " 'style',\n", " 'border: 1px solid #ddd;' +\n", " 'box-sizing: content-box;' +\n", " 'clear: both;' +\n", " 'min-height: 1px;' +\n", " 'min-width: 1px;' +\n", " 'outline: 0;' +\n", " 'overflow: hidden;' +\n", " 'position: relative;' +\n", " 'resize: both;'\n", " );\n", "\n", " function on_keyboard_event_closure(name) {\n", " return function (event) {\n", " return fig.key_event(event, name);\n", " };\n", " }\n", "\n", " canvas_div.addEventListener(\n", " 'keydown',\n", " on_keyboard_event_closure('key_press')\n", " );\n", " canvas_div.addEventListener(\n", " 'keyup',\n", " on_keyboard_event_closure('key_release')\n", " );\n", "\n", " this._canvas_extra_style(canvas_div);\n", " this.root.appendChild(canvas_div);\n", "\n", " var canvas = (this.canvas = document.createElement('canvas'));\n", " canvas.classList.add('mpl-canvas');\n", " canvas.setAttribute('style', 'box-sizing: content-box;');\n", "\n", " this.context = canvas.getContext('2d');\n", "\n", " var backingStore =\n", " this.context.backingStorePixelRatio ||\n", " this.context.webkitBackingStorePixelRatio ||\n", " this.context.mozBackingStorePixelRatio ||\n", " this.context.msBackingStorePixelRatio ||\n", " this.context.oBackingStorePixelRatio ||\n", " this.context.backingStorePixelRatio ||\n", " 1;\n", "\n", " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", "\n", " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", " 'canvas'\n", " ));\n", " rubberband_canvas.setAttribute(\n", " 'style',\n", " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", " );\n", "\n", " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", " if (this.ResizeObserver === undefined) {\n", " if (window.ResizeObserver !== undefined) {\n", " this.ResizeObserver = window.ResizeObserver;\n", " } else {\n", " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", " this.ResizeObserver = obs.ResizeObserver;\n", " }\n", " }\n", "\n", " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", " var nentries = entries.length;\n", " for (var i = 0; i < nentries; i++) {\n", " var entry = entries[i];\n", " var width, height;\n", " if (entry.contentBoxSize) {\n", " if (entry.contentBoxSize instanceof Array) {\n", " // Chrome 84 implements new version of spec.\n", " width = entry.contentBoxSize[0].inlineSize;\n", " height = entry.contentBoxSize[0].blockSize;\n", " } else {\n", " // Firefox implements old version of spec.\n", " width = entry.contentBoxSize.inlineSize;\n", " height = entry.contentBoxSize.blockSize;\n", " }\n", " } else {\n", " // Chrome <84 implements even older version of spec.\n", " width = entry.contentRect.width;\n", " height = entry.contentRect.height;\n", " }\n", "\n", " // Keep the size of the canvas and rubber band canvas in sync with\n", " // the canvas container.\n", " if (entry.devicePixelContentBoxSize) {\n", " // Chrome 84 implements new version of spec.\n", " canvas.setAttribute(\n", " 'width',\n", " entry.devicePixelContentBoxSize[0].inlineSize\n", " );\n", " canvas.setAttribute(\n", " 'height',\n", " entry.devicePixelContentBoxSize[0].blockSize\n", " );\n", " } else {\n", " canvas.setAttribute('width', width * fig.ratio);\n", " canvas.setAttribute('height', height * fig.ratio);\n", " }\n", " canvas.setAttribute(\n", " 'style',\n", " 'width: ' + width + 'px; height: ' + height + 'px;'\n", " );\n", "\n", " rubberband_canvas.setAttribute('width', width);\n", " rubberband_canvas.setAttribute('height', height);\n", "\n", " // And update the size in Python. We ignore the initial 0/0 size\n", " // that occurs as the element is placed into the DOM, which should\n", " // otherwise not happen due to the minimum size styling.\n", " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", " fig.request_resize(width, height);\n", " }\n", " }\n", " });\n", " this.resizeObserverInstance.observe(canvas_div);\n", "\n", " function on_mouse_event_closure(name) {\n", " return function (event) {\n", " return fig.mouse_event(event, name);\n", " };\n", " }\n", "\n", " rubberband_canvas.addEventListener(\n", " 'mousedown',\n", " on_mouse_event_closure('button_press')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'mouseup',\n", " on_mouse_event_closure('button_release')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'dblclick',\n", " on_mouse_event_closure('dblclick')\n", " );\n", " // Throttle sequential mouse events to 1 every 20ms.\n", " rubberband_canvas.addEventListener(\n", " 'mousemove',\n", " on_mouse_event_closure('motion_notify')\n", " );\n", "\n", " rubberband_canvas.addEventListener(\n", " 'mouseenter',\n", " on_mouse_event_closure('figure_enter')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'mouseleave',\n", " on_mouse_event_closure('figure_leave')\n", " );\n", "\n", " canvas_div.addEventListener('wheel', function (event) {\n", " if (event.deltaY < 0) {\n", " event.step = 1;\n", " } else {\n", " event.step = -1;\n", " }\n", " on_mouse_event_closure('scroll')(event);\n", " });\n", "\n", " canvas_div.appendChild(canvas);\n", " canvas_div.appendChild(rubberband_canvas);\n", "\n", " this.rubberband_context = rubberband_canvas.getContext('2d');\n", " this.rubberband_context.strokeStyle = '#000000';\n", "\n", " this._resize_canvas = function (width, height, forward) {\n", " if (forward) {\n", " canvas_div.style.width = width + 'px';\n", " canvas_div.style.height = height + 'px';\n", " }\n", " };\n", "\n", " // Disable right mouse context menu.\n", " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", " event.preventDefault();\n", " return false;\n", " });\n", "\n", " function set_focus() {\n", " canvas.focus();\n", " canvas_div.focus();\n", " }\n", "\n", " window.setTimeout(set_focus, 100);\n", "};\n", "\n", "mpl.figure.prototype._init_toolbar = function () {\n", " var fig = this;\n", "\n", " var toolbar = document.createElement('div');\n", " toolbar.classList = 'mpl-toolbar';\n", " this.root.appendChild(toolbar);\n", "\n", " function on_click_closure(name) {\n", " return function (_event) {\n", " return fig.toolbar_button_onclick(name);\n", " };\n", " }\n", "\n", " function on_mouseover_closure(tooltip) {\n", " return function (event) {\n", " if (!event.currentTarget.disabled) {\n", " return fig.toolbar_button_onmouseover(tooltip);\n", " }\n", " };\n", " }\n", "\n", " fig.buttons = {};\n", " var buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'mpl-button-group';\n", " for (var toolbar_ind in mpl.toolbar_items) {\n", " var name = mpl.toolbar_items[toolbar_ind][0];\n", " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", " var image = mpl.toolbar_items[toolbar_ind][2];\n", " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", "\n", " if (!name) {\n", " /* Instead of a spacer, we start a new button group. */\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", " buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'mpl-button-group';\n", " continue;\n", " }\n", "\n", " var button = (fig.buttons[name] = document.createElement('button'));\n", " button.classList = 'mpl-widget';\n", " button.setAttribute('role', 'button');\n", " button.setAttribute('aria-disabled', 'false');\n", " button.addEventListener('click', on_click_closure(method_name));\n", " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", "\n", " var icon_img = document.createElement('img');\n", " icon_img.src = '_images/' + image + '.png';\n", " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", " icon_img.alt = tooltip;\n", " button.appendChild(icon_img);\n", "\n", " buttonGroup.appendChild(button);\n", " }\n", "\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", "\n", " var fmt_picker = document.createElement('select');\n", " fmt_picker.classList = 'mpl-widget';\n", " toolbar.appendChild(fmt_picker);\n", " this.format_dropdown = fmt_picker;\n", "\n", " for (var ind in mpl.extensions) {\n", " var fmt = mpl.extensions[ind];\n", " var option = document.createElement('option');\n", " option.selected = fmt === mpl.default_extension;\n", " option.innerHTML = fmt;\n", " fmt_picker.appendChild(option);\n", " }\n", "\n", " var status_bar = document.createElement('span');\n", " status_bar.classList = 'mpl-message';\n", " toolbar.appendChild(status_bar);\n", " this.message = status_bar;\n", "};\n", "\n", "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", " // which will in turn request a refresh of the image.\n", " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", "};\n", "\n", "mpl.figure.prototype.send_message = function (type, properties) {\n", " properties['type'] = type;\n", " properties['figure_id'] = this.id;\n", " this.ws.send(JSON.stringify(properties));\n", "};\n", "\n", "mpl.figure.prototype.send_draw_message = function () {\n", " if (!this.waiting) {\n", " this.waiting = true;\n", " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", " var format_dropdown = fig.format_dropdown;\n", " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", " fig.ondownload(fig, format);\n", "};\n", "\n", "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", " var size = msg['size'];\n", " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", " fig._resize_canvas(size[0], size[1], msg['forward']);\n", " fig.send_message('refresh', {});\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", " var x0 = msg['x0'] / fig.ratio;\n", " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", " var x1 = msg['x1'] / fig.ratio;\n", " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", " x0 = Math.floor(x0) + 0.5;\n", " y0 = Math.floor(y0) + 0.5;\n", " x1 = Math.floor(x1) + 0.5;\n", " y1 = Math.floor(y1) + 0.5;\n", " var min_x = Math.min(x0, x1);\n", " var min_y = Math.min(y0, y1);\n", " var width = Math.abs(x1 - x0);\n", " var height = Math.abs(y1 - y0);\n", "\n", " fig.rubberband_context.clearRect(\n", " 0,\n", " 0,\n", " fig.canvas.width / fig.ratio,\n", " fig.canvas.height / fig.ratio\n", " );\n", "\n", " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", "};\n", "\n", "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", " // Updates the figure title.\n", " fig.header.textContent = msg['label'];\n", "};\n", "\n", "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", " fig.rubberband_canvas.style.cursor = msg['cursor'];\n", "};\n", "\n", "mpl.figure.prototype.handle_message = function (fig, msg) {\n", " fig.message.textContent = msg['message'];\n", "};\n", "\n", "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", " // Request the server to send over a new figure.\n", " fig.send_draw_message();\n", "};\n", "\n", "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", " fig.image_mode = msg['mode'];\n", "};\n", "\n", "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", " for (var key in msg) {\n", " if (!(key in fig.buttons)) {\n", " continue;\n", " }\n", " fig.buttons[key].disabled = !msg[key];\n", " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", " if (msg['mode'] === 'PAN') {\n", " fig.buttons['Pan'].classList.add('active');\n", " fig.buttons['Zoom'].classList.remove('active');\n", " } else if (msg['mode'] === 'ZOOM') {\n", " fig.buttons['Pan'].classList.remove('active');\n", " fig.buttons['Zoom'].classList.add('active');\n", " } else {\n", " fig.buttons['Pan'].classList.remove('active');\n", " fig.buttons['Zoom'].classList.remove('active');\n", " }\n", "};\n", "\n", "mpl.figure.prototype.updated_canvas_event = function () {\n", " // Called whenever the canvas gets updated.\n", " this.send_message('ack', {});\n", "};\n", "\n", "// A function to construct a web socket function for onmessage handling.\n", "// Called in the figure constructor.\n", "mpl.figure.prototype._make_on_message_function = function (fig) {\n", " return function socket_on_message(evt) {\n", " if (evt.data instanceof Blob) {\n", " var img = evt.data;\n", " if (img.type !== 'image/png') {\n", " /* FIXME: We get \"Resource interpreted as Image but\n", " * transferred with MIME type text/plain:\" errors on\n", " * Chrome. But how to set the MIME type? It doesn't seem\n", " * to be part of the websocket stream */\n", " img.type = 'image/png';\n", " }\n", "\n", " /* Free the memory for the previous frames */\n", " if (fig.imageObj.src) {\n", " (window.URL || window.webkitURL).revokeObjectURL(\n", " fig.imageObj.src\n", " );\n", " }\n", "\n", " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", " img\n", " );\n", " fig.updated_canvas_event();\n", " fig.waiting = false;\n", " return;\n", " } else if (\n", " typeof evt.data === 'string' &&\n", " evt.data.slice(0, 21) === 'data:image/png;base64'\n", " ) {\n", " fig.imageObj.src = evt.data;\n", " fig.updated_canvas_event();\n", " fig.waiting = false;\n", " return;\n", " }\n", "\n", " var msg = JSON.parse(evt.data);\n", " var msg_type = msg['type'];\n", "\n", " // Call the \"handle_{type}\" callback, which takes\n", " // the figure and JSON message as its only arguments.\n", " try {\n", " var callback = fig['handle_' + msg_type];\n", " } catch (e) {\n", " console.log(\n", " \"No handler for the '\" + msg_type + \"' message type: \",\n", " msg\n", " );\n", " return;\n", " }\n", "\n", " if (callback) {\n", " try {\n", " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", " callback(fig, msg);\n", " } catch (e) {\n", " console.log(\n", " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", " e,\n", " e.stack,\n", " msg\n", " );\n", " }\n", " }\n", " };\n", "};\n", "\n", "// from https://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", "mpl.findpos = function (e) {\n", " //this section is from http://www.quirksmode.org/js/events_properties.html\n", " var targ;\n", " if (!e) {\n", " e = window.event;\n", " }\n", " if (e.target) {\n", " targ = e.target;\n", " } else if (e.srcElement) {\n", " targ = e.srcElement;\n", " }\n", " if (targ.nodeType === 3) {\n", " // defeat Safari bug\n", " targ = targ.parentNode;\n", " }\n", "\n", " // pageX,Y are the mouse positions relative to the document\n", " var boundingRect = targ.getBoundingClientRect();\n", " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", "\n", " return { x: x, y: y };\n", "};\n", "\n", "/*\n", " * return a copy of an object with only non-object keys\n", " * we need this to avoid circular references\n", " * https://stackoverflow.com/a/24161582/3208463\n", " */\n", "function simpleKeys(original) {\n", " return Object.keys(original).reduce(function (obj, key) {\n", " if (typeof original[key] !== 'object') {\n", " obj[key] = original[key];\n", " }\n", " return obj;\n", " }, {});\n", "}\n", "\n", "mpl.figure.prototype.mouse_event = function (event, name) {\n", " var canvas_pos = mpl.findpos(event);\n", "\n", " if (name === 'button_press') {\n", " this.canvas.focus();\n", " this.canvas_div.focus();\n", " }\n", "\n", " var x = canvas_pos.x * this.ratio;\n", " var y = canvas_pos.y * this.ratio;\n", "\n", " this.send_message(name, {\n", " x: x,\n", " y: y,\n", " button: event.button,\n", " step: event.step,\n", " guiEvent: simpleKeys(event),\n", " });\n", "\n", " /* This prevents the web browser from automatically changing to\n", " * the text insertion cursor when the button is pressed. We want\n", " * to control all of the cursor setting manually through the\n", " * 'cursor' event from matplotlib */\n", " event.preventDefault();\n", " return false;\n", "};\n", "\n", "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", " // Handle any extra behaviour associated with a key event\n", "};\n", "\n", "mpl.figure.prototype.key_event = function (event, name) {\n", " // Prevent repeat events\n", " if (name === 'key_press') {\n", " if (event.key === this._key) {\n", " return;\n", " } else {\n", " this._key = event.key;\n", " }\n", " }\n", " if (name === 'key_release') {\n", " this._key = null;\n", " }\n", "\n", " var value = '';\n", " if (event.ctrlKey && event.key !== 'Control') {\n", " value += 'ctrl+';\n", " }\n", " else if (event.altKey && event.key !== 'Alt') {\n", " value += 'alt+';\n", " }\n", " else if (event.shiftKey && event.key !== 'Shift') {\n", " value += 'shift+';\n", " }\n", "\n", " value += 'k' + event.key;\n", "\n", " this._key_event_extra(event, name);\n", "\n", " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", " return false;\n", "};\n", "\n", "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", " if (name === 'download') {\n", " this.handle_save(this, null);\n", " } else {\n", " this.send_message('toolbar_button', { name: name });\n", " }\n", "};\n", "\n", "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", " this.message.textContent = tooltip;\n", "};\n", "\n", "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", "// prettier-ignore\n", "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", "\n", "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", "\n", "mpl.default_extension = \"png\";/* global mpl */\n", "\n", "var comm_websocket_adapter = function (comm) {\n", " // Create a \"websocket\"-like object which calls the given IPython comm\n", " // object with the appropriate methods. Currently this is a non binary\n", " // socket, so there is still some room for performance tuning.\n", " var ws = {};\n", "\n", " ws.binaryType = comm.kernel.ws.binaryType;\n", " ws.readyState = comm.kernel.ws.readyState;\n", " function updateReadyState(_event) {\n", " if (comm.kernel.ws) {\n", " ws.readyState = comm.kernel.ws.readyState;\n", " } else {\n", " ws.readyState = 3; // Closed state.\n", " }\n", " }\n", " comm.kernel.ws.addEventListener('open', updateReadyState);\n", " comm.kernel.ws.addEventListener('close', updateReadyState);\n", " comm.kernel.ws.addEventListener('error', updateReadyState);\n", "\n", " ws.close = function () {\n", " comm.close();\n", " };\n", " ws.send = function (m) {\n", " //console.log('sending', m);\n", " comm.send(m);\n", " };\n", " // Register the callback with on_msg.\n", " comm.on_msg(function (msg) {\n", " //console.log('receiving', msg['content']['data'], msg);\n", " var data = msg['content']['data'];\n", " if (data['blob'] !== undefined) {\n", " data = {\n", " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", " };\n", " }\n", " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", " ws.onmessage(data);\n", " });\n", " return ws;\n", "};\n", "\n", "mpl.mpl_figure_comm = function (comm, msg) {\n", " // This is the function which gets called when the mpl process\n", " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", "\n", " var id = msg.content.data.id;\n", " // Get hold of the div created by the display call when the Comm\n", " // socket was opened in Python.\n", " var element = document.getElementById(id);\n", " var ws_proxy = comm_websocket_adapter(comm);\n", "\n", " function ondownload(figure, _format) {\n", " window.open(figure.canvas.toDataURL());\n", " }\n", "\n", " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", "\n", " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", " // web socket which is closed, not our websocket->open comm proxy.\n", " ws_proxy.onopen();\n", "\n", " fig.parent_element = element;\n", " fig.cell_info = mpl.find_output_cell(\"
\");\n", " if (!fig.cell_info) {\n", " console.error('Failed to find cell for figure', id, fig);\n", " return;\n", " }\n", " fig.cell_info[0].output_area.element.on(\n", " 'cleared',\n", " { fig: fig },\n", " fig._remove_fig_handler\n", " );\n", "};\n", "\n", "mpl.figure.prototype.handle_close = function (fig, msg) {\n", " var width = fig.canvas.width / fig.ratio;\n", " fig.cell_info[0].output_area.element.off(\n", " 'cleared',\n", " fig._remove_fig_handler\n", " );\n", " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", "\n", " // Update the output cell to use the data from the current canvas.\n", " fig.push_to_output();\n", " var dataURL = fig.canvas.toDataURL();\n", " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", " // the notebook keyboard shortcuts fail.\n", " IPython.keyboard_manager.enable();\n", " fig.parent_element.innerHTML =\n", " '';\n", " fig.close_ws(fig, msg);\n", "};\n", "\n", "mpl.figure.prototype.close_ws = function (fig, msg) {\n", " fig.send_message('closing', msg);\n", " // fig.ws.close()\n", "};\n", "\n", "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", " // Turn the data on the canvas into data in the output cell.\n", " var width = this.canvas.width / this.ratio;\n", " var dataURL = this.canvas.toDataURL();\n", " this.cell_info[1]['text/html'] =\n", " '';\n", "};\n", "\n", "mpl.figure.prototype.updated_canvas_event = function () {\n", " // Tell IPython that the notebook contents must change.\n", " IPython.notebook.set_dirty(true);\n", " this.send_message('ack', {});\n", " var fig = this;\n", " // Wait a second, then push the new image to the DOM so\n", " // that it is saved nicely (might be nice to debounce this).\n", " setTimeout(function () {\n", " fig.push_to_output();\n", " }, 1000);\n", "};\n", "\n", "mpl.figure.prototype._init_toolbar = function () {\n", " var fig = this;\n", "\n", " var toolbar = document.createElement('div');\n", " toolbar.classList = 'btn-toolbar';\n", " this.root.appendChild(toolbar);\n", "\n", " function on_click_closure(name) {\n", " return function (_event) {\n", " return fig.toolbar_button_onclick(name);\n", " };\n", " }\n", "\n", " function on_mouseover_closure(tooltip) {\n", " return function (event) {\n", " if (!event.currentTarget.disabled) {\n", " return fig.toolbar_button_onmouseover(tooltip);\n", " }\n", " };\n", " }\n", "\n", " fig.buttons = {};\n", " var buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'btn-group';\n", " var button;\n", " for (var toolbar_ind in mpl.toolbar_items) {\n", " var name = mpl.toolbar_items[toolbar_ind][0];\n", " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", " var image = mpl.toolbar_items[toolbar_ind][2];\n", " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", "\n", " if (!name) {\n", " /* Instead of a spacer, we start a new button group. */\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", " buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'btn-group';\n", " continue;\n", " }\n", "\n", " button = fig.buttons[name] = document.createElement('button');\n", " button.classList = 'btn btn-default';\n", " button.href = '#';\n", " button.title = name;\n", " button.innerHTML = '';\n", " button.addEventListener('click', on_click_closure(method_name));\n", " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", " buttonGroup.appendChild(button);\n", " }\n", "\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", "\n", " // Add the status bar.\n", " var status_bar = document.createElement('span');\n", " status_bar.classList = 'mpl-message pull-right';\n", " toolbar.appendChild(status_bar);\n", " this.message = status_bar;\n", "\n", " // Add the close button to the window.\n", " var buttongrp = document.createElement('div');\n", " buttongrp.classList = 'btn-group inline pull-right';\n", " button = document.createElement('button');\n", " button.classList = 'btn btn-mini btn-primary';\n", " button.href = '#';\n", " button.title = 'Stop Interaction';\n", " button.innerHTML = '';\n", " button.addEventListener('click', function (_evt) {\n", " fig.handle_close(fig, {});\n", " });\n", " button.addEventListener(\n", " 'mouseover',\n", " on_mouseover_closure('Stop Interaction')\n", " );\n", " buttongrp.appendChild(button);\n", " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", "};\n", "\n", "mpl.figure.prototype._remove_fig_handler = function (event) {\n", " var fig = event.data.fig;\n", " if (event.target !== this) {\n", " // Ignore bubbled events from children.\n", " return;\n", " }\n", " fig.close_ws(fig, {});\n", "};\n", "\n", "mpl.figure.prototype._root_extra_style = function (el) {\n", " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", "};\n", "\n", "mpl.figure.prototype._canvas_extra_style = function (el) {\n", " // this is important to make the div 'focusable\n", " el.setAttribute('tabindex', 0);\n", " // reach out to IPython and tell the keyboard manager to turn it's self\n", " // off when our div gets focus\n", "\n", " // location in version 3\n", " if (IPython.notebook.keyboard_manager) {\n", " IPython.notebook.keyboard_manager.register_events(el);\n", " } else {\n", " // location in version 2\n", " IPython.keyboard_manager.register_events(el);\n", " }\n", "};\n", "\n", "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", " // Check for shift+enter\n", " if (event.shiftKey && event.which === 13) {\n", " this.canvas_div.blur();\n", " // select the cell after this one\n", " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", " IPython.notebook.select(index + 1);\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", " fig.ondownload(fig, null);\n", "};\n", "\n", "mpl.find_output_cell = function (html_output) {\n", " // Return the cell and output element which can be found *uniquely* in the notebook.\n", " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", " // IPython event is triggered only after the cells have been serialised, which for\n", " // our purposes (turning an active figure into a static one), is too late.\n", " var cells = IPython.notebook.get_cells();\n", " var ncells = cells.length;\n", " for (var i = 0; i < ncells; i++) {\n", " var cell = cells[i];\n", " if (cell.cell_type === 'code') {\n", " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", " var data = cell.output_area.outputs[j];\n", " if (data.data) {\n", " // IPython >= 3 moved mimebundle to data attribute of output\n", " data = data.data;\n", " }\n", " if (data['text/html'] === html_output) {\n", " return [cell, data, j];\n", " }\n", " }\n", " }\n", " }\n", "};\n", "\n", "// Register the function which deals with the matplotlib target/channel.\n", "// The kernel may be null if the page has been refreshed.\n", "if (IPython.notebook.kernel !== null) {\n", " IPython.notebook.kernel.comm_manager.register_target(\n", " 'matplotlib',\n", " mpl.mpl_figure_comm\n", " );\n", "}\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "fig, ax = plt.subplots(1, 1, figsize=(6, 6))\n", "ax.scatter(dec_pca_result[:, 0], dec_pca_result[:, 1], c= targets/len(targets),\n", " s=30, cmap=plt.cm.rainbow)\n", "ax.set_xlabel('Principal Component 1', fontsize = 14)\n", "ax.set_ylabel('Principal Component 2', fontsize = 14)\n", "plt.tick_params(labelsize = 14)" ] }, { "cell_type": "markdown", "id": "sustained-bolivia", "metadata": {}, "source": [ "## Optimizing hyper-parameters\n", "\n", "それぞれのモデルのhyper-parametersは、利用者が与える必要があるが、数値的に試してみて、もっとも決定係数が良いものを選ぶこともよく行われる。\n", "\n", "scikit-learnに含まれるモジュールの解説は、次のURLにある。\n", "\n", "https://scikit-learn.org/stable/model_selection.html\n", "\n", "もっとも頻繁に用いられているのは、パラメータ範囲をすべて調べ上げる方法でGrid-Searchと呼ばれる。(SVCのプログラム例で、使ってみているので参照してほしい。https://toyoki-lab.ee.yamanashi.ac.jp/~toyoki/lectures/PracDataSci/svc_svm_in_scikit-learn.html#svc_with_kernel\n", "\n" ] }, { "cell_type": "markdown", "id": "terminal-individual", "metadata": {}, "source": [ "## Evaluating model performance\n", "\n", "モデルの妥当性の検証には、交差検定が用いられる。与えられたデータセットをトレーニングデータとテストデータに分け、トレーニングされたマシーンの予測精度をテストデータを使って検証することは、以前の節で行ってみた。\n", "\n", "その選び方によって、たまたま良い結果が得られたり、その逆であったりすることがあるため、データの分割を繰り返し、検証することを交差検定(cross-validation)とよぶ。https://scikit-learn.org/stable/model_selection.html の解説及びプログラム例を参照してほしい。\n", "\n", "モデルの選択だけではなく、モデルのパラメータ(SVMでのカーネルの選択や、ニューラルネットのレイヤやノード数など)の設定を交差検定で決めることはよく行われる。\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "id": "marked-prime", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.16" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": true, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": true, "toc_window_display": false } }, "nbformat": 4, "nbformat_minor": 5 }