{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "


\n", "\n", "Iris Verisini Kullanarak kNN ve Karar Ağacı Sınıflandırma Algoritmalarının Karşılaştırması

\n", "

" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from IPython.display import Image,HTML\n", "HTML(\"\"\"\"\"\")" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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KjJbfBsIBSU2CuU2TLYu7e8Li5A7Yq8S9Le0ewlmHQXng+v4YmURQ+sqs9LRG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2FOzsqqPQurU7HsYq6BPCump0gzH1RIL33b7F200nZOy62e6SuQmodY6lCuTAK/YiROv6/vKt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\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vw7cuASedHxM6odd2X8Fpcg+OaLUOipo1M+/deVN3JZIokEUI3J1U\nx2LT6k+NOQO9KRB4VQy5LYlx4p071DA+KKzl/wMeSGNFeZG/PAAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Image(filename=\"C:\\\\Users\\\\ceakn\\\\Desktop\\\\site-resimler\\\\iris.png\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "


\n", "Scikit-learn Üzerinden Iris Dataset' i İçe Aktarma

\n", "

" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import numpy as np\n", "from sklearn import datasets\n", "iris = datasets.load_iris()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['sepal length (cm)', 'sepal width (cm)', 'petal length (cm)', 'petal width (cm)']\n" ] } ], "source": [ "print(iris.feature_names)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['setosa' 'versicolor' 'virginica']\n" ] } ], "source": [ "print(iris.target_names)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[ 5.1, 3.5, 1.4, 0.2],\n", " [ 4.9, 3. , 1.4, 0.2],\n", " [ 4.7, 3.2, 1.3, 0.2],\n", " [ 4.6, 3.1, 1.5, 0.2],\n", " [ 5. , 3.6, 1.4, 0.2],\n", " [ 5.4, 3.9, 1.7, 0.4],\n", " [ 4.6, 3.4, 1.4, 0.3],\n", " [ 5. , 3.4, 1.5, 0.2],\n", " [ 4.4, 2.9, 1.4, 0.2],\n", " [ 4.9, 3.1, 1.5, 0.1],\n", " [ 5.4, 3.7, 1.5, 0.2],\n", " [ 4.8, 3.4, 1.6, 0.2],\n", " [ 4.8, 3. , 1.4, 0.1],\n", " [ 4.3, 3. , 1.1, 0.1],\n", " [ 5.8, 4. , 1.2, 0.2],\n", " [ 5.7, 4.4, 1.5, 0.4],\n", " [ 5.4, 3.9, 1.3, 0.4],\n", " [ 5.1, 3.5, 1.4, 0.3],\n", " [ 5.7, 3.8, 1.7, 0.3],\n", " [ 5.1, 3.8, 1.5, 0.3],\n", " [ 5.4, 3.4, 1.7, 0.2],\n", " [ 5.1, 3.7, 1.5, 0.4],\n", " [ 4.6, 3.6, 1. , 0.2],\n", " [ 5.1, 3.3, 1.7, 0.5],\n", " [ 4.8, 3.4, 1.9, 0.2],\n", " [ 5. , 3. , 1.6, 0.2],\n", " [ 5. , 3.4, 1.6, 0.4],\n", " [ 5.2, 3.5, 1.5, 0.2],\n", " [ 5.2, 3.4, 1.4, 0.2],\n", " [ 4.7, 3.2, 1.6, 0.2],\n", " [ 4.8, 3.1, 1.6, 0.2],\n", " [ 5.4, 3.4, 1.5, 0.4],\n", " [ 5.2, 4.1, 1.5, 0.1],\n", " [ 5.5, 4.2, 1.4, 0.2],\n", " [ 4.9, 3.1, 1.5, 0.1],\n", " [ 5. , 3.2, 1.2, 0.2],\n", " [ 5.5, 3.5, 1.3, 0.2],\n", " [ 4.9, 3.1, 1.5, 0.1],\n", " [ 4.4, 3. , 1.3, 0.2],\n", " [ 5.1, 3.4, 1.5, 0.2],\n", " [ 5. , 3.5, 1.3, 0.3],\n", " [ 4.5, 2.3, 1.3, 0.3],\n", " [ 4.4, 3.2, 1.3, 0.2],\n", " [ 5. , 3.5, 1.6, 0.6],\n", " [ 5.1, 3.8, 1.9, 0.4],\n", " [ 4.8, 3. , 1.4, 0.3],\n", " [ 5.1, 3.8, 1.6, 0.2],\n", " [ 4.6, 3.2, 1.4, 0.2],\n", " [ 5.3, 3.7, 1.5, 0.2],\n", " [ 5. , 3.3, 1.4, 0.2],\n", " [ 7. , 3.2, 4.7, 1.4],\n", " [ 6.4, 3.2, 4.5, 1.5],\n", " [ 6.9, 3.1, 4.9, 1.5],\n", " [ 5.5, 2.3, 4. , 1.3],\n", " [ 6.5, 2.8, 4.6, 1.5],\n", " [ 5.7, 2.8, 4.5, 1.3],\n", " [ 6.3, 3.3, 4.7, 1.6],\n", " [ 4.9, 2.4, 3.3, 1. ],\n", " [ 6.6, 2.9, 4.6, 1.3],\n", " [ 5.2, 2.7, 3.9, 1.4],\n", " [ 5. , 2. , 3.5, 1. ],\n", " [ 5.9, 3. , 4.2, 1.5],\n", " [ 6. , 2.2, 4. , 1. ],\n", " [ 6.1, 2.9, 4.7, 1.4],\n", " [ 5.6, 2.9, 3.6, 1.3],\n", " [ 6.7, 3.1, 4.4, 1.4],\n", " [ 5.6, 3. , 4.5, 1.5],\n", " [ 5.8, 2.7, 4.1, 1. ],\n", " [ 6.2, 2.2, 4.5, 1.5],\n", " [ 5.6, 2.5, 3.9, 1.1],\n", " [ 5.9, 3.2, 4.8, 1.8],\n", " [ 6.1, 2.8, 4. , 1.3],\n", " [ 6.3, 2.5, 4.9, 1.5],\n", " [ 6.1, 2.8, 4.7, 1.2],\n", " [ 6.4, 2.9, 4.3, 1.3],\n", " [ 6.6, 3. , 4.4, 1.4],\n", " [ 6.8, 2.8, 4.8, 1.4],\n", " [ 6.7, 3. , 5. , 1.7],\n", " [ 6. , 2.9, 4.5, 1.5],\n", " [ 5.7, 2.6, 3.5, 1. ],\n", " [ 5.5, 2.4, 3.8, 1.1],\n", " [ 5.5, 2.4, 3.7, 1. ],\n", " [ 5.8, 2.7, 3.9, 1.2],\n", " [ 6. , 2.7, 5.1, 1.6],\n", " [ 5.4, 3. , 4.5, 1.5],\n", " [ 6. , 3.4, 4.5, 1.6],\n", " [ 6.7, 3.1, 4.7, 1.5],\n", " [ 6.3, 2.3, 4.4, 1.3],\n", " [ 5.6, 3. , 4.1, 1.3],\n", " [ 5.5, 2.5, 4. , 1.3],\n", " [ 5.5, 2.6, 4.4, 1.2],\n", " [ 6.1, 3. , 4.6, 1.4],\n", " [ 5.8, 2.6, 4. , 1.2],\n", " [ 5. , 2.3, 3.3, 1. ],\n", " [ 5.6, 2.7, 4.2, 1.3],\n", " [ 5.7, 3. , 4.2, 1.2],\n", " [ 5.7, 2.9, 4.2, 1.3],\n", " [ 6.2, 2.9, 4.3, 1.3],\n", " [ 5.1, 2.5, 3. , 1.1],\n", " [ 5.7, 2.8, 4.1, 1.3],\n", " [ 6.3, 3.3, 6. , 2.5],\n", " [ 5.8, 2.7, 5.1, 1.9],\n", " [ 7.1, 3. , 5.9, 2.1],\n", " [ 6.3, 2.9, 5.6, 1.8],\n", " [ 6.5, 3. , 5.8, 2.2],\n", " [ 7.6, 3. , 6.6, 2.1],\n", " [ 4.9, 2.5, 4.5, 1.7],\n", " [ 7.3, 2.9, 6.3, 1.8],\n", " [ 6.7, 2.5, 5.8, 1.8],\n", " [ 7.2, 3.6, 6.1, 2.5],\n", " [ 6.5, 3.2, 5.1, 2. ],\n", " [ 6.4, 2.7, 5.3, 1.9],\n", " [ 6.8, 3. , 5.5, 2.1],\n", " [ 5.7, 2.5, 5. , 2. ],\n", " [ 5.8, 2.8, 5.1, 2.4],\n", " [ 6.4, 3.2, 5.3, 2.3],\n", " [ 6.5, 3. , 5.5, 1.8],\n", " [ 7.7, 3.8, 6.7, 2.2],\n", " [ 7.7, 2.6, 6.9, 2.3],\n", " [ 6. , 2.2, 5. , 1.5],\n", " [ 6.9, 3.2, 5.7, 2.3],\n", " [ 5.6, 2.8, 4.9, 2. ],\n", " [ 7.7, 2.8, 6.7, 2. ],\n", " [ 6.3, 2.7, 4.9, 1.8],\n", " [ 6.7, 3.3, 5.7, 2.1],\n", " [ 7.2, 3.2, 6. , 1.8],\n", " [ 6.2, 2.8, 4.8, 1.8],\n", " [ 6.1, 3. , 4.9, 1.8],\n", " [ 6.4, 2.8, 5.6, 2.1],\n", " [ 7.2, 3. , 5.8, 1.6],\n", " [ 7.4, 2.8, 6.1, 1.9],\n", " [ 7.9, 3.8, 6.4, 2. ],\n", " [ 6.4, 2.8, 5.6, 2.2],\n", " [ 6.3, 2.8, 5.1, 1.5],\n", " [ 6.1, 2.6, 5.6, 1.4],\n", " [ 7.7, 3. , 6.1, 2.3],\n", " [ 6.3, 3.4, 5.6, 2.4],\n", " [ 6.4, 3.1, 5.5, 1.8],\n", " [ 6. , 3. , 4.8, 1.8],\n", " [ 6.9, 3.1, 5.4, 2.1],\n", " [ 6.7, 3.1, 5.6, 2.4],\n", " [ 6.9, 3.1, 5.1, 2.3],\n", " [ 5.8, 2.7, 5.1, 1.9],\n", " [ 6.8, 3.2, 5.9, 2.3],\n", " [ 6.7, 3.3, 5.7, 2.5],\n", " [ 6.7, 3. , 5.2, 2.3],\n", " [ 6.3, 2.5, 5. , 1.9],\n", " [ 6.5, 3. , 5.2, 2. ],\n", " [ 6.2, 3.4, 5.4, 2.3],\n", " [ 5.9, 3. , 5.1, 1.8]])" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "iris.data\n" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n", " 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 2 2 2 2 2 2 2 2 2 2 2\n", " 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2\n", " 2 2]\n" ] } ], "source": [ "print(iris.target)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "\n", "\n", "(150, 4)\n" ] } ], "source": [ "print(type(iris.data))\n", "print(type(iris.target))\n", "print(type(iris))\n", "print(iris.data.shape)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.isnan(iris.data).any()\n", "np.isnan(iris.target).any()" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": true }, "outputs": [], "source": [ "X = iris.data\n", "y = iris.target" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "


\n", "\n", "Gerekli Kütüphanenin İçe Aktarılması

\n", "

" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": true }, "outputs": [], "source": [ "from sklearn.neighbors import KNeighborsClassifier\n", "from sklearn.tree import DecisionTreeClassifier" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "


\n", "\n", "Eğitim ve Test Kümelerine Ayırma (Train/Test split)

\n", "

" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": true }, "outputs": [], "source": [ "from sklearn.model_selection import train_test_split\n", "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.33, random_state=4)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(100, 4) (50, 4)\n" ] } ], "source": [ "print(X_train.shape ,X_test.shape)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(100,) (50,)\n" ] } ], "source": [ "print(y_train.shape ,y_test.shape)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "


\n", "KNN Algoritması \n", "

\n", "


\n", "K = 1 Değeri İçin Tahmin Yapalım

\n", "

" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "kNN = KNeighborsClassifier(n_neighbors=1)\n", "kNN.fit(X_train, y_train)\n", "y_pred = kNN.predict(X_test)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": true }, "outputs": [], "source": [ "from sklearn.metrics import accuracy_score,confusion_matrix " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hata Oranını Bulalım" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Test Değeri ve Tahmin Edilen Değerler\n", "\n", " [[23 0 0]\n", " [ 0 11 1]\n", " [ 0 1 14]]\n", "\n", "Hata Oranı = 0.96\n" ] } ], "source": [ "print(\"\\nTest Değeri ve Tahmin Edilen Değerler\")\n", "error_matrix = confusion_matrix(y_test, y_pred)\n", "print(\"\\n\",error_matrix)\n", "print(\"\\nHata Oranı =\",accuracy_score(y_test, y_pred))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Hata Matrisinin Yorumlanması\n", "1. satırda 23 değer varmış ve hepsi doğru tahmin edilmiş.\n", "2. satırda 12 değer varmış 11 tanesi doğru 1 tanesi yanlış tahmin edilmiş.\n", "3. satırda 15 değer varmış 14 tanesi doğru 1 tanesi yanlış tahmin edilmiş.\n", "\n", "Not: 23 + 12 + 15 = 50. Bizim test için ayırdığımız sayıya eşit." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "


\n", "\n", "K = 5 (Default Value) Değeri İçin Tahmin Yapalım

\n", "

" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "kNN = KNeighborsClassifier(n_neighbors=5)\n", "kNN.fit(X_train, y_train)\n", "y_pred = kNN.predict(X_test)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hata Oranına tekrar bakalım" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Test Değeri ve Tahmin Edilen Değerler\n", "\n", " [[23 0 0]\n", " [ 0 11 1]\n", " [ 0 0 15]]\n", "\n", "Hata Oranı = 0.98\n" ] } ], "source": [ "print(\"\\nTest Değeri ve Tahmin Edilen Değerler\")\n", "error_matrix = confusion_matrix(y_test, y_pred)\n", "print(\"\\n\",error_matrix)\n", "print(\"\\nHata Oranı =\",accuracy_score(y_test, y_pred))" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "collapsed": true }, "outputs": [], "source": [ "iris_classifier = DecisionTreeClassifier(max_leaf_nodes=10, random_state=0)" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DecisionTreeClassifier(class_weight=None, criterion='gini', max_depth=None,\n", " max_features=None, max_leaf_nodes=10, min_impurity_split=1e-07,\n", " min_samples_leaf=1, min_samples_split=2,\n", " min_weight_fraction_leaf=0.0, presort=False, random_state=0,\n", " splitter='best')" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "iris_classifier.fit(X_train,y_train)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "y_pred = iris_classifier.predict(X_test)\n" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Test Değeri ve Tahmin Edilen Değerler\n", "\n", " [[23 0 0]\n", " [ 0 11 1]\n", " [ 0 0 15]]\n", "\n", "Hata Oranı = 0.98\n" ] } ], "source": [ "print(\"\\nTest Değeri ve Tahmin Edilen Değerler\")\n", "error_matrix = confusion_matrix(y_test, y_pred)\n", "print(\"\\n\",error_matrix)\n", "print(\"\\nHata Oranı =\",accuracy_score(y_test, y_pred))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "kNN (K=5) ve DecisonTree aynı oranda başarı yakalarken, kNN k=1'de 0.02 oranında daha az bir başarı oranına sahip. " ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.6.1" } }, "nbformat": 4, "nbformat_minor": 2 }