{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# KNN exercise with NBA player data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Introduction\n", "\n", "- NBA player statistics from 2014-2015 (partial season): [data](https://github.com/justmarkham/DAT4-students/blob/master/kerry/Final/NBA_players_2015.csv), [data dictionary](https://github.com/justmarkham/DAT-project-examples/blob/master/pdf/nba_paper.pdf)\n", "- **Goal:** Predict player position using assists, steals, blocks, turnovers, and personal fouls" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 1: Read the data into Pandas" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# read the data into a DataFrame\n", "import pandas as pd\n", "url = 'https://raw.githubusercontent.com/justmarkham/DAT4-students/master/kerry/Final/NBA_players_2015.csv'\n", "nba = pd.read_csv(url, index_col=0)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "Index([u'season_end', u'player', u'pos', u'age', u'bref_team_id', u'g', u'gs',\n", " u'mp', u'fg', u'fga', u'fg_', u'x3p', u'x3pa', u'x3p_', u'x2p', u'x2pa',\n", " u'x2p_', u'ft', u'fta', u'ft_', u'orb', u'drb', u'trb', u'ast', u'stl',\n", " u'blk', u'tov', u'pf', u'pts', u'G', u'MP', u'PER', u'TS%', u'3PAr',\n", " u'FTr', u'TRB%', u'AST%', u'STL%', u'BLK%', u'TOV%', u'USG%', u'OWS',\n", " u'DWS', u'WS', u'WS/48', u'OBPM', u'DBPM', u'BPM', u'VORP'],\n", " dtype='object')" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# examine the columns\n", "nba.columns" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "G 200\n", "F 199\n", "C 79\n", "dtype: int64" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# examine the positions\n", "nba.pos.value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 2: Create X and y\n", "\n", "Use the following features: assists, steals, blocks, turnovers, personal fouls" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# map positions to numbers\n", "nba['pos_num'] = nba.pos.map({'C':0, 'F':1, 'G':2})" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# create feature matrix (X)\n", "feature_cols = ['ast', 'stl', 'blk', 'tov', 'pf']\n", "X = nba[feature_cols]" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# alternative way to create X\n", "X = nba.loc[:, 'ast':'pf']" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# create response vector (y)\n", "y = nba.pos_num" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 3: Train a KNN model (K=5)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# import class\n", "from sklearn.neighbors import KNeighborsClassifier" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# instantiate with K=5\n", "knn = KNeighborsClassifier(n_neighbors=5)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "KNeighborsClassifier(algorithm='auto', leaf_size=30, metric='minkowski',\n", " metric_params=None, n_neighbors=5, p=2, weights='uniform')" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# fit with data\n", "knn.fit(X, y)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 4: Predict player position and calculate predicted probability of each position\n", "\n", "Predict for a player with these statistics: 1 assist, 1 steal, 0 blocks, 1 turnover, 2 personal fouls" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# create a list to represent a player\n", "player = [1, 1, 0, 1, 2]" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([2], dtype=int64)" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# make a prediction\n", "knn.predict(player)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([[ 0. , 0.2, 0.8]])" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# calculate predicted probabilities\n", "knn.predict_proba(player)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5: Repeat steps 3 and 4 using K=50" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([1], dtype=int64)" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# repeat for K=50\n", "knn = KNeighborsClassifier(n_neighbors=50)\n", "knn.fit(X, y)\n", "knn.predict(player)" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([[ 0.06, 0.62, 0.32]])" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# calculate predicted probabilities\n", "knn.predict_proba(player)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bonus: Explore the features to decide which ones are predictive" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# allow plots to appear in the notebook\n", "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "\n", "# increase default figure and font sizes for easier viewing\n", "plt.rcParams['figure.figsize'] = (6, 4)\n", "plt.rcParams['font.size'] = 14" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false }, "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", "
countmeanstdmin25%50%75%max
pos
C790.9455700.85826300.400.801.154.4
F1991.1733671.08625200.450.901.507.3
G2002.7290002.12828701.102.253.8010.2
\n", "
" ], "text/plain": [ " count mean std min 25% 50% 75% max\n", "pos \n", "C 79 0.945570 0.858263 0 0.40 0.80 1.15 4.4\n", "F 199 1.173367 1.086252 0 0.45 0.90 1.50 7.3\n", "G 200 2.729000 2.128287 0 1.10 2.25 3.80 10.2" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# description of assists grouped by position\n", "nba.groupby('pos').ast.describe().unstack()" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAXsAAAEiCAYAAAAYv3I0AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nCzjZm5m1gJO9mVkL/H/3muqHhM41pQAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# box plot of assists grouped by position\n", "nba.boxplot(column='ast', by='pos')" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([[,\n", " ],\n", " [,\n", " ]], dtype=object)" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAYMAAAEMCAYAAAAmgtofAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nzMzMwcDMzHAwMDMzHAzMzAwHAzMzA/4bnAEAtFd4HGcAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# histogram of assists grouped by position\n", "nba.hist(column='ast', by='pos', sharex=True)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 2", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.6" } }, "nbformat": 4, "nbformat_minor": 0 }