{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "Import Libraries" ] }, { "cell_type": "code", "execution_count": 152, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import pandas as pd\n", "import seaborn as sns\n", "from matplotlib import pyplot\n", "from sklearn.datasets import load_iris\n", "from sklearn.model_selection import train_test_split " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "PART 1: Ensemble Learning" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Load Iris Dataset" ] }, { "cell_type": "code", "execution_count": 153, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal length (cm)sepal width (cm)petal length (cm)petal width (cm)target
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64.63.41.40.30
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" ], "text/plain": [ " sepal length (cm) sepal width (cm) petal length (cm) petal width (cm) \\\n", "0 5.1 3.5 1.4 0.2 \n", "1 4.9 3.0 1.4 0.2 \n", "2 4.7 3.2 1.3 0.2 \n", "3 4.6 3.1 1.5 0.2 \n", "4 5.0 3.6 1.4 0.2 \n", "5 5.4 3.9 1.7 0.4 \n", "6 4.6 3.4 1.4 0.3 \n", "7 5.0 3.4 1.5 0.2 \n", "8 4.4 2.9 1.4 0.2 \n", "9 4.9 3.1 1.5 0.1 \n", "\n", " target \n", "0 0 \n", "1 0 \n", "2 0 \n", "3 0 \n", "4 0 \n", "5 0 \n", "6 0 \n", "7 0 \n", "8 0 \n", "9 0 " ] }, "execution_count": 153, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Load dataset\n", "iris = load_iris()\n", "\n", "# Create a DataFrame using the data and feature names\n", "df = pd.DataFrame(iris.data, columns=iris.feature_names)\n", "\n", "# Add the target (if needed)\n", "df['target'] = iris.target\n", "\n", "# Show dataset\n", "df.head(10)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Visualize Data" ] }, { "cell_type": "code", "execution_count": 154, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 154, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "colors = ['red', 'blue', 'green']\n", "species = [0, 1, 2]\n", "label_data = ['Iris-Setosa', 'Iris-Versicolor', 'Iris-Virginica']\n", "\n", "for i in range (3):\n", " x = df[df['target'] == species[i]] # Collect all rows whose targets = species[i]\n", " pyplot.scatter(x['sepal length (cm)'], x['sepal width (cm)'], c = colors[i], label=label_data[i])\n", "\n", "pyplot.xlabel('sepal length (cm)')\n", "pyplot.ylabel('sepal width (cm)')\n", "pyplot.legend()" ] }, { "cell_type": "code", "execution_count": 155, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 155, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "colors = ['red', 'blue', 'green']\n", "species = [0, 1, 2]\n", "label_data = ['Iris-Setosa', 'Iris-Versicolor', 'Iris-Virginica']\n", "\n", "for i in range (3):\n", " x = df[df['target'] == species[i]] # Collect all rows whose targets = species[i]\n", " pyplot.scatter(x['petal length (cm)'], x['petal width (cm)'], c = colors[i], label=label_data[i])\n", "\n", "pyplot.xlabel('petal length (cm)')\n", "pyplot.ylabel('petal width (cm)')\n", "pyplot.legend()" ] }, { "cell_type": "code", "execution_count": 156, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 156, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "colors = ['red', 'blue', 'green']\n", "species = [0, 1, 2]\n", "label_data = ['Iris-Setosa', 'Iris-Versicolor', 'Iris-Virginica']\n", "\n", "for i in range (3):\n", " x = df[df['target'] == species[i]] # Collect all rows whose targets = species[i]\n", " pyplot.scatter(x['sepal length (cm)'], x['petal length (cm)'], c = colors[i], label=label_data[i])\n", "\n", "pyplot.xlabel('sepal length (cm)')\n", "pyplot.ylabel('petal length (cm)')\n", "pyplot.legend()" ] }, { "cell_type": "code", "execution_count": 157, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 157, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "colors = ['red', 'blue', 'green']\n", "species = [0, 1, 2]\n", "label_data = ['Iris-Setosa', 'Iris-Versicolor', 'Iris-Virginica']\n", "\n", "for i in range (3):\n", " x = df[df['target'] == species[i]] # Collect all rows whose targets = species[i]\n", " pyplot.scatter(x['sepal width (cm)'], x['petal width (cm)'], c = colors[i], label=label_data[i])\n", "\n", "pyplot.xlabel('sepal width (cm)')\n", "pyplot.ylabel('petal width (cm)')\n", "pyplot.legend()" ] }, { "cell_type": "code", "execution_count": 158, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 158, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "colors = ['red', 'blue', 'green']\n", "species = [0, 1, 2]\n", "label_data = ['Iris-Setosa', 'Iris-Versicolor', 'Iris-Virginica']\n", "\n", "for i in range (3):\n", " x = df[df['target'] == species[i]] # Collect all rows whose targets = species[i]\n", " pyplot.scatter(x['sepal length (cm)'], x['petal width (cm)'], c = colors[i], label=label_data[i])\n", "\n", "pyplot.xlabel('sepal length (cm)')\n", "pyplot.ylabel('petal width (cm)')\n", "pyplot.legend()" ] }, { "cell_type": "code", "execution_count": 159, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 159, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "colors = ['red', 'blue', 'green']\n", "species = [0, 1, 2]\n", "label_data = ['Iris-Setosa', 'Iris-Versicolor', 'Iris-Virginica']\n", "\n", "for i in range (3):\n", " x = df[df['target'] == species[i]] # Collect all rows whose targets = species[i]\n", " pyplot.scatter(x['sepal width (cm)'], x['petal length (cm)'], c = colors[i], label=label_data[i])\n", "\n", "pyplot.xlabel('sepal width (cm')\n", "pyplot.ylabel('petal length (cm)')\n", "pyplot.legend()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Divide dataset into training set and test set" ] }, { "cell_type": "code", "execution_count": 160, "metadata": {}, "outputs": [], "source": [ "X = iris.data[iris.target != 0] \n", "Y = iris.target[iris.target != 0]\n", "X_train, X_test, y_train, y_test = train_test_split(X, Y, test_size=0.2, random_state=42)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "1. Support Vector Machine (SVM)" ] }, { "cell_type": "code", "execution_count": 161, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "SVM Score: 0.95\n" ] } ], "source": [ "from sklearn.svm import SVC\n", "model1 = SVC(probability=True)\n", "\n", "# Train Model \n", "model1.fit(X_train, y_train)\n", "\n", "# Evaluate Model\n", "score = model1.score(X_test, y_test)\n", "print(f'SVM Score: {score}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "2. Logistic Regression" ] }, { "cell_type": "code", "execution_count": 162, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Logistic Regression Score: 0.95\n" ] } ], "source": [ "from sklearn.linear_model import LogisticRegression\n", "model2 = LogisticRegression()\n", "\n", "# Train Model \n", "model2.fit(X_train, y_train)\n", "\n", "# Evaluate Model\n", "score = model2.score(X_test, y_test)\n", "print(f'Logistic Regression Score: {score}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "3. K-Nearest Neighbour " ] }, { "cell_type": "code", "execution_count": 163, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "K-Nearest Neighbour Score: 0.9\n" ] } ], "source": [ "from sklearn.neighbors import KNeighborsClassifier\n", "model3 = KNeighborsClassifier()\n", "# Train Model \n", "model3.fit(X_train, y_train)\n", "\n", "# Evaluate Model\n", "score = model3.score(X_test, y_test)\n", "print(f'K-Nearest Neighbour Score: {score}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "4. Voting" ] }, { "cell_type": "code", "execution_count": 164, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Voting Score: 0.95\n" ] } ], "source": [ "from sklearn.ensemble import VotingClassifier\n", "voting_classfier = VotingClassifier(estimators=[('svm', model1), \n", " ('logreg', model2), \n", " ('knn', model3)],\n", " voting='hard' # 'hard' for majority voting, 'soft' for weighted voting\n", " )\n", "\n", "# Train Model \n", "voting_classfier.fit(X_train, y_train)\n", "\n", "# Evaluate Model\n", "score = voting_classfier.score(X_test, y_test)\n", "print(f'Voting Score: {score}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Question. Compare the performance of voting classifier with that of individual classifier.
\n", "Answer: The performance of the voting classifier (score = 0.95) is the same as that of SVM and Logistic Regression.
\n", "On the other hand, the performance of the voting classifier (score = 0.95) us much better than that of K-Nearest Neighbour (score = 0.9) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "PART 2: Perceptron" ] }, { "cell_type": "code", "execution_count": 165, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Perceptron Score: 0.9\n" ] } ], "source": [ "from sklearn.linear_model import Perceptron\n", "perceptron_classifier = Perceptron()\n", "\n", "# Train Model \n", "perceptron_classifier.fit(X_train, y_train)\n", "\n", "# Evaluate Model\n", "score = perceptron_classifier.score(X_test, y_test)\n", "print(f'Perceptron Score: {score}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Question. Compare the performance of perceptron classifier with the ensemble class performance.
\n", "Answer: The performance of the perceptron classifier (score = 0.9) is not good as that of voting classifier (score = 0.95)" ] } ], "metadata": { "kernelspec": { "display_name": "base", "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": "3.12.4" } }, "nbformat": 4, "nbformat_minor": 2 }