{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "colab": { "name": "LogisticRegression.ipynb", "provenance": [], "authorship_tag": "ABX9TyN3MXNOCuHRm+lDyjDfEzk1", "include_colab_link": true }, "kernelspec": { "name": "python3", "display_name": "Python 3" } }, "cells": [ { "cell_type": "markdown", "metadata": { "id": "view-in-github", "colab_type": "text" }, "source": [ "\"Open" ] }, { "cell_type": "markdown", "metadata": { "id": "KEfIoNpkI-7W", "colab_type": "text" }, "source": [ "# ロジスティック回帰 サンプルプログラム" ] }, { "cell_type": "markdown", "metadata": { "id": "t3PvIlPGJHfj", "colab_type": "text" }, "source": [ "## データの準備と確認" ] }, { "cell_type": "code", "metadata": { "id": "LUMvxX_qHjBC", "colab_type": "code", "colab": { "base_uri": "https://localhost:8080/", "height": 73 }, "outputId": "5c5dbe47-78fc-4645-f83b-a89819aff415" }, "source": [ "# iris データセットの読み込んで概要を表示\n", "from sklearn.datasets import load_iris\n", "\n", "iris = load_iris()\n", "print(iris.data.shape)\n", "print(iris.target.shape)\n", "print(iris.target_names)" ], "execution_count": 1, "outputs": [ { "output_type": "stream", "text": [ "(150, 4)\n", "(150,)\n", "['setosa' 'versicolor' 'virginica']\n" ], "name": "stdout" } ] }, { "cell_type": "code", "metadata": { "id": "lYkroCT16Uvx", "colab_type": "code", "colab": { "base_uri": "https://localhost:8080/", "height": 206 }, "outputId": "61984f88-bfde-4df6-965f-1c7c3bd126be" }, "source": [ "# irisデータをデータフレームに編入 / ターゲットの 0,1,2 は名称に変更\n", "import pandas as pd\n", "\n", "df = pd.DataFrame(iris.data, columns=iris.feature_names)\n", "df['target'] = iris.target_names[iris.target]\n", "\n", "df.head()" ], "execution_count": 2, "outputs": [ { "output_type": "execute_result", "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", "
sepal length (cm)sepal width (cm)petal length (cm)petal width (cm)target
05.13.51.40.2setosa
14.93.01.40.2setosa
24.73.21.30.2setosa
34.63.11.50.2setosa
45.03.61.40.2setosa
\n", "
" ], "text/plain": [ " sepal length (cm) sepal width (cm) ... petal width (cm) target\n", "0 5.1 3.5 ... 0.2 setosa\n", "1 4.9 3.0 ... 0.2 setosa\n", "2 4.7 3.2 ... 0.2 setosa\n", "3 4.6 3.1 ... 0.2 setosa\n", "4 5.0 3.6 ... 0.2 setosa\n", "\n", "[5 rows x 5 columns]" ] }, "metadata": { "tags": [] }, "execution_count": 2 } ] }, { "cell_type": "code", "metadata": { "id": "URB0gnGm6btr", "colab_type": "code", "colab": {} }, "source": [ "# 訓練データとして、ガクの長さ(0)、花弁の長さ(2) のみ使用\n", "X = iris.data[:, [0, 2]] \n", "y = iris.target" ], "execution_count": 4, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "ju70rVLQ7BHs", "colab_type": "text" }, "source": [ "## 境界表示のための汎用プログラムの準備\n", "\n", "decision_boundary" ] }, { "cell_type": "code", "metadata": { "id": "OY2RA8-H7Izz", "colab_type": "code", "colab": {} }, "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "# graph common settings\n", "h = .02 # step size in the mesh\n", "x_min, x_max = X[:, 0].min() - .5, X[:, 0].max() + .5\n", "y_min, y_max = X[:, 1].min() - .5, X[:, 1].max() + .5\n", "xx, yy = np.meshgrid(np.arange(x_min, x_max, h), np.arange(y_min, y_max, h))\n", "\n", "def decision_boundary(clf, X, y, ax, title):\n", " # classifier\n", " clf.fit(X, y)\n", "\n", " # Plot the decision boundary. For that, we will assign a color to each\n", " # point in the mesh [x_min, x_max]x[y_min, y_max]. \n", " Z = clf.predict(np.c_[xx.ravel(), yy.ravel()])\n", "\n", " # Put the result into a color plot\n", " Z = Z.reshape(xx.shape)\n", " ax.pcolormesh(xx, yy, Z, cmap=plt.cm.Paired)\n", "\n", " # Plot also the training points\n", " ax.scatter(X[:, 0], X[:, 1], c=y, edgecolors='k', cmap=plt.cm.Paired)\n", "\n", " # label\n", " ax.set_title(title)\n", " ax.set_xlabel('sepal length')\n", " ax.set_ylabel('petal length')" ], "execution_count": 5, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "Y5AzB7vLJfDL", "colab_type": "text" }, "source": [ "## ロジスティック回帰による分類\n", "\n", "* C は正則化の度合いを調整するパラメータで、C を大きくすると正則化が弱くなり過学習気味に、逆に小さすぎるとデータの特徴を大雑把にしか獲得できなくなります。\n", "* 一般に、ロジスティック回帰などの線形モデル(決定境界が直線)は高速なため、高次元(特徴量の数が多い)のデータに対して有効です。\n" ] }, { "cell_type": "code", "metadata": { "id": "Z3UDsp6kJm5z", "colab_type": "code", "colab": { "base_uri": "https://localhost:8080/", "height": 241 }, "outputId": "3d97a881-86da-41fa-cde9-0fd1c53c1a7b" }, "source": [ "from sklearn.linear_model import LogisticRegression\n", "\n", "fig, axes = plt.subplots(1, 3, figsize=(10, 3))\n", "\n", "for ax, C in zip(axes, [0.01, 1, 100]):\n", " title = \"C=%s\"% (C)\n", " clf = LogisticRegression(C=C)\n", " decision_boundary(clf, X, y, ax, title)" ], "execution_count": 6, "outputs": [ { "output_type": "display_data", "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "tags": [], "needs_background": "light" } } ] } ] }