{ "metadata": { "name": "", "signature": "sha256:20e13b229e53eae56f0e412957e5978facd384518e47dcb35b240cf889d67ede" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Homework 3: Prediction and Classification\n", "\n", "Due: Thursday, October 16, 2014 11:59 PM\n", "\n", " Download this assignment\n", "\n", "#### Submission Instructions\n", "To submit your homework, create a folder named lastname_firstinitial_hw# and place your IPython notebooks, data files, and any other files in this folder. Your IPython Notebooks should be completely executed with the results visible in the notebook. We should not have to run any code. Compress the folder (please use .zip compression) and submit to the CS109 dropbox in the appropriate folder. If we cannot access your work because these directions are not followed correctly, we will not grade your work.\n", "\n", "---\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Introduction\n", "\n", "In this assignment you will be using regression and classification to explore different data sets. \n", "\n", "**First**: You will use data from before 2002 in the [Sean Lahman's Baseball Database](http://seanlahman.com/baseball-archive/statistics) to create a metric for picking baseball players using linear regression. This is same database we used in Homework 1. This database contains the \"complete batting and pitching statistics from 1871 to 2013, plus fielding statistics, standings, team stats, managerial records, post-season data, and more\". [Documentation provided here](http://seanlahman.com/files/database/readme2012.txt).\n", "\n", "![\"Sabermetrics Science\"](http://saberseminar.com/wp-content/uploads/2012/01/saber-web.jpg)\n", "http://saberseminar.com/wp-content/uploads/2012/01/saber-web.jpg\n", "\n", "**Second**: You will use the famous [iris](http://en.wikipedia.org/wiki/Iris_flower_data_set) data set to perform a $k$-neareast neighbor classification using cross validation. While it was introduced in 1936, it is still [one of the most popular](http://archive.ics.uci.edu/ml/) example data sets in the machine learning community. Wikipedia describes the data set as follows: \"The data set consists of 50 samples from each of three species of Iris (Iris setosa, Iris virginica and Iris versicolor). Four features were measured from each sample: the length and the width of the sepals and petals, in centimetres.\" Here is an illustration what the four features measure:\n", "\n", "![\"iris data features\"](http://sebastianraschka.com/Images/2014_python_lda/iris_petal_sepal.png)\n", "http://sebastianraschka.com/Images/2014_python_lda/iris_petal_sepal.png\n", "\n", "**Third**: You will investigate the influence of higher dimensional spaces on the classification using another standard data set in machine learning called the The [digits data set](http://scikit-learn.org/stable/modules/generated/sklearn.datasets.load_digits.html). This data set is similar to the MNIST data set discussed in the lecture. The main difference is, that each digit is represented by an 8x8 pixel image patch, which is considerably smaller than the 28x28 pixels from MNIST. In addition, the gray values are restricted to 16 different values (4 bit), instead of 256 (8 bit) for MNIST. \n", "\n", "**Finally**: In preparation for Homework 4, we want you to read through the following articles related to predicting the 2014 Senate Midterm Elections. \n", "\n", "* [Nate Silver's Methodology at while at NYT](http://fivethirtyeight.blogs.nytimes.com/methodology/)\n", "* [How The FiveThirtyEight Senate Forecast Model Works](http://fivethirtyeight.com/features/how-the-fivethirtyeight-senate-forecast-model-works/)\n", "* [Pollster Ratings v4.0: Methodology](http://fivethirtyeight.com/features/pollster-ratings-v40-methodology/)\n", "* [Pollster Ratings v4.0: Results](http://fivethirtyeight.com/features/pollster-ratings-v40-results/)\n", "* [Nate Silver versus Sam Wang](http://www.washingtonpost.com/blogs/plum-line/wp/2014/09/17/nate-silver-versus-sam-wang/)\n", "* [More Nate Silver versus Sam Wang](http://www.dailykos.com/story/2014/09/09/1328288/-Get-Ready-To-Rumbllllle-Battle-Of-The-Nerds-Nate-Silver-VS-Sam-Wang)\n", "* [Nate Silver explains critisims of Sam Wang](http://politicalwire.com/archives/2014/10/02/nate_silver_rebuts_sam_wang.html)\n", "* [Background on the feud between Nate Silver and Sam Wang](http://talkingpointsmemo.com/dc/nate-silver-sam-wang-feud)\n", "* [Are there swing voters?]( http://www.stat.columbia.edu/~gelman/research/unpublished/swing_voters.pdf)\n", "\n", "\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load Python modules" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# special IPython command to prepare the notebook for matplotlib\n", "%matplotlib inline \n", "\n", "import requests \n", "import StringIO\n", "import zipfile\n", "import numpy as np\n", "import pandas as pd # pandas\n", "import matplotlib.pyplot as plt # module for plotting \n", "\n", "# If this module is not already installed, you may need to install it. \n", "# You can do this by typing 'pip install seaborn' in the command line\n", "import seaborn as sns \n", "\n", "import sklearn\n", "import sklearn.datasets\n", "import sklearn.cross_validation\n", "import sklearn.decomposition\n", "import sklearn.grid_search\n", "import sklearn.neighbors\n", "import sklearn.metrics" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 1 }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Problem 1: Sabermetrics\n", "\n", "Using data preceding the 2002 season pick 10 offensive players keeping the payroll under $20 million (assign each player the median salary). Predict how many games this team would win in a 162 game season. \n", "\n", "In this problem we will be returning to the [Sean Lahman's Baseball Database](http://seanlahman.com/baseball-archive/statistics) that we used in Homework 1. From this database, we will be extract five data sets containing information such as yearly stats and standing, batting statistics, fielding statistics, player names, player salaries and biographical information. You will explore the data in this database from before 2002 and create a metric for picking players. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(a) \n", "\n", "Load in [these CSV files](http://seanlahman.com/files/database/lahman-csv_2014-02-14.zip) from the [Sean Lahman's Baseball Database](http://seanlahman.com/baseball-archive/statistics). For this assignment, we will use the 'Teams.csv', 'Batting.csv', 'Salaries.csv', 'Fielding.csv', 'Master.csv' tables. Read these tables into separate pandas DataFrames with the following names. \n", "\n", "CSV file name | Name of pandas DataFrame\n", ":---: | :---: \n", "Teams.csv | teams\n", "Batting.csv | players\n", "Salaries.csv | salaries\n", "Fielding.csv | fielding\n", "Master.csv | master" ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "\n", "def getZIP(zipFileName):\n", " r = requests.get(zipFileName).content\n", " s = StringIO.StringIO(r)\n", " zf = zipfile.ZipFile(s, 'r') # Read in a list of zipped files\n", " return zf\n", "\n", "url = 'http://seanlahman.com/files/database/lahman-csv_2014-02-14.zip'\n", "zf = getZIP(url)\n", "tablenames = zf.namelist()\n", "print tablenames" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "['SchoolsPlayers.csv', 'SeriesPost.csv', 'Teams.csv', 'TeamsFranchises.csv', 'TeamsHalf.csv', 'AllstarFull.csv', 'Appearances.csv', 'AwardsManagers.csv', 'AwardsPlayers.csv', 'AwardsShareManagers.csv', 'AwardsSharePlayers.csv', 'Batting.csv', 'BattingPost.csv', 'Fielding.csv', 'FieldingOF.csv', 'FieldingPost.csv', 'HallOfFame.csv', 'Managers.csv', 'ManagersHalf.csv', 'Master.csv', 'Pitching.csv', 'PitchingPost.csv', 'readme2013.txt', 'Salaries.csv', 'Schools.csv']\n" ] } ], "prompt_number": 2 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Create pandas DataFrames for each of the five data sets. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "teams = pd.read_csv(zf.open(tablenames[tablenames.index('Teams.csv')]))\n", "players = pd.read_csv(zf.open(tablenames[tablenames.index('Batting.csv')]))\n", "salaries = pd.read_csv(zf.open(tablenames[tablenames.index('Salaries.csv')]))\n", "fielding = pd.read_csv(zf.open(tablenames[tablenames.index('Fielding.csv')]))\n", "master = pd.read_csv(zf.open(tablenames[tablenames.index('Master.csv')]))" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 3 }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can print the dimensions (i.e. number of rows and columns) for each of the DataFrames. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "print \"Dimensions of teams DataFrame:\", teams.shape\n", "print \"Dimensions of players DataFrame:\", players.shape\n", "print \"Dimensions of salaries DataFrame:\", salaries.shape\n", "print \"Dimensions of fielding DataFrame:\", fielding.shape\n", "print \"Dimensions of master DataFrame:\", master.shape" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "Dimensions of teams DataFrame: (2745, 48)\n", "Dimensions of players DataFrame: (97889, 24)\n", "Dimensions of salaries DataFrame: (23956, 5)\n", "Dimensions of fielding DataFrame: (166991, 18)\n", "Dimensions of master DataFrame: (18354, 24)\n" ] } ], "prompt_number": 4 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(b)\n", "\n", "Calculate the median salary for each player and create a pandas DataFrame called `medianSalaries` with four columns: (1) the player ID, (2) the first name of the player, (3) the last name of the player and (4) the median salary of the player. Show the head of the `medianSalaries` DataFrame. \n" ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "byPlayerID = salaries.groupby('playerID')['playerID','salary'].median()\n", "medianSalaries = pd.merge(master[['playerID', 'nameFirst', 'nameLast']], byPlayerID, \\\n", " left_on='playerID', right_index = True, how=\"inner\")\n", "medianSalaries.head()" ], "language": "python", "metadata": {}, "outputs": [ { "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", "
playerIDnameFirstnameLastsalary
0 aardsda01 David Aardsma 419000
3 aasedo01 Don Aase 612500
4 abadan01 Andy Abad 327000
5 abadfe01 Fernando Abad 451500
13 abbotje01 Jeff Abbott 255000
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 5, "text": [ " playerID nameFirst nameLast salary\n", "0 aardsda01 David Aardsma 419000\n", "3 aasedo01 Don Aase 612500\n", "4 abadan01 Andy Abad 327000\n", "5 abadfe01 Fernando Abad 451500\n", "13 abbotje01 Jeff Abbott 255000" ] } ], "prompt_number": 5 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(c)\n", "\n", "Now, consider only team/season combinations in which the teams played 162 Games. Exclude all data from before 1947. Compute the per plate appearance rates for singles, doubles, triples, HR, and BB. Create a new pandas DataFrame called `stats` that has the teamID, yearID, wins and these rates.\n", "\n", "**Hint**: Singles are hits that are not doubles, triples, nor HR. Plate appearances are base on balls plus at bats.\n", "\n" ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "subTeams = teams[(teams['G'] == 162) & (teams['yearID'] > 1947)].copy()\n", "\n", "subTeams[\"1B\"] = subTeams.H - subTeams[\"2B\"] - subTeams[\"3B\"] - subTeams[\"HR\"]\n", "subTeams[\"PA\"] = subTeams.BB + subTeams.AB\n", "\n", "for col in [\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"]:\n", " subTeams[col] = subTeams[col]/subTeams.PA\n", " \n", "stats = subTeams[[\"teamID\",\"yearID\",\"W\",\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"]].copy()\n", "stats.head()" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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teamIDyearIDW1B2B3BHRBB
1366 LAA 1961 70 0.147748 0.035708 0.003604 0.030958 0.111548
1367 KC1 1961 61 0.164751 0.035982 0.007829 0.014993 0.096618
1377 NYA 1962 96 0.167148 0.038536 0.004656 0.031952 0.093770
1379 LAA 1962 86 0.159482 0.038027 0.005737 0.022455 0.098672
1381 CHA 1962 85 0.165797 0.040756 0.009129 0.014998 0.101076
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 6, "text": [ " teamID yearID W 1B 2B 3B HR BB\n", "1366 LAA 1961 70 0.147748 0.035708 0.003604 0.030958 0.111548\n", "1367 KC1 1961 61 0.164751 0.035982 0.007829 0.014993 0.096618\n", "1377 NYA 1962 96 0.167148 0.038536 0.004656 0.031952 0.093770\n", "1379 LAA 1962 86 0.159482 0.038027 0.005737 0.022455 0.098672\n", "1381 CHA 1962 85 0.165797 0.040756 0.009129 0.014998 0.101076" ] } ], "prompt_number": 6 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(d)\n", "\n", "Is there a noticeable time trend in the rates computed computed in Problem 1(c)? " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "for col in [\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"]:\n", " plt.scatter(stats.yearID, stats[col], c=\"g\", alpha=0.5)\n", " plt.title(col)\n", " plt.xlabel('Year')\n", " plt.ylabel('Rate')\n", " plt.show()" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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drL5s1ixeN9ZhDSrdmUGsM4bJYvwtWSM2kjzjo+iQJElMyh65bp07wUgmA/XA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SK/mMNLZtf+b7dCW6zuh30ZXoBGBByUJC3dnEo3HikTgTokWUTB652SOvRlKjIIQQY5wz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sAAAg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ziI+1ZMZy5rrmk96TQZG/mO8teH4IIxVC3O6i2RIxFyjXdb0CQNO01cBjwMkryqwC3gLQ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qEGK2Nbc2ceTsR9Q3101+8BzS2NbA2drTXKg+d81V4CMjI7S3txOJjC3c9NG5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\nLxVFOcUU5RSfdcxoNOLAThQ9qFhVVNwmPT0wGo3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mCAZ1uOCVVaK5v5kpTCPL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\nCpn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sn3s/TqeT1vYWWm0tOOVIH7WVZFHReIbsjBzm5Kk8l/xtmtoayU7PGXeMQTRy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"text": [ "" ] } ], "prompt_number": 7 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(e) \n", "\n", "Using the `stats` DataFrame from Problem 1(c), adjust the singles per PA rates so that the average across teams for each year is 0. Do the same for the doubles, triples, HR, and BB rates. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 8 }, { "cell_type": "markdown", "metadata": {}, "source": [ "First let's check what the mean is across teams for each year for each of the rates. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "stats.groupby('yearID')[\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"].mean().head()" ], "language": "python", "metadata": {}, "outputs": [ { "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", "
1B2B3BHRBB
yearID
1961 0.156249 0.035845 0.005717 0.022975 0.104083
1962 0.165632 0.035853 0.006777 0.023811 0.088590
1963 0.162467 0.034020 0.006896 0.021254 0.080336
1964 0.167251 0.036336 0.006748 0.021548 0.079152
1965 0.160042 0.035539 0.006534 0.022693 0.085745
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 9, "text": [ " 1B 2B 3B HR BB\n", "yearID \n", "1961 0.156249 0.035845 0.005717 0.022975 0.104083\n", "1962 0.165632 0.035853 0.006777 0.023811 0.088590\n", "1963 0.162467 0.034020 0.006896 0.021254 0.080336\n", "1964 0.167251 0.036336 0.006748 0.021548 0.079152\n", "1965 0.160042 0.035539 0.006534 0.022693 0.085745" ] } ], "prompt_number": 9 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we define a function to mean normalize the rates. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "def meanNormalizeRates(df):\n", " subRates = df[[\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"]]\n", " df[[\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"]] = subRates - subRates.mean(axis=0)\n", " return df\n", "\n", "stats = stats.groupby('yearID').apply(meanNormalizeRates)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 10 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(f)\n", "\n", "Build a simple linear regression model to predict the number of wins from the average adjusted singles, double, triples, HR, and BB rates. To decide which of these terms to include fit the model to data from 2002 and compute the average squared residuals from predictions to years past 2002. Use the fitted model to define a new sabermetric summary: offensive predicted wins (OPW). \n", "\n", "**Hint**: the new summary should be a linear combination of one to five of the five rates." ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "from sklearn import linear_model\n", "clf = linear_model.LinearRegression()\n", "\n", "stat_train = stats[stats.yearID < 2002]\n", "stat_test = stats[stats.yearID >= 2002]\n", "\n", "XX_train = stat_train[[\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"]].values\n", "XX_test = stat_test[[\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"]].values\n", "\n", "YY_train = stat_train.W.values\n", "YY_test = stat_test.W.values\n", "clf.fit(XX_train,YY_train)\n", "clf.coef_\n", "\n", "print(\"Mean squared error: %.2f\"\n", " % np.mean((YY_test - clf.predict(XX_test)) ** 2))" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "Mean squared error: 83.82\n" ] } ], "prompt_number": 11 }, { "cell_type": "markdown", "metadata": {}, "source": [ "** Your answer here: ** From model above, we are defining a new sabermetric summary (OPW) which is a linear combination of all the five rates as that is the one with the smallest mean squared error" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(g)\n", "\n", "Now we will create a similar database for individual players. Consider only player/year combinations in which the player had at least 500 plate appearances. Consider only the years we considered for the calculations above (after 1947 and seasons with 162 games). For each player/year compute singles, doubles, triples, HR, BB per plate appearance rates. Create a new pandas DataFrame called `playerstats` that has the playerID, yearID and the rates of these stats. Remove the average for each year as for these rates as done in Problem 1(e). " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 12 }, { "cell_type": "markdown", "metadata": {}, "source": [ "First we will subset the `players` DataFrame for players with at least 500 plate appearances and for years after 1947. **Note**, we did not specifically say to also subset for 162 games as well, but just referenced above). Adding this will dramatically reduce the number of players. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "subPlayers = players[(players.AB + players.BB > 500) & (players.yearID > 1947)].copy()\n", "\n", "subPlayers[\"1B\"] = subPlayers.H - subPlayers[\"2B\"] - subPlayers[\"3B\"] - subPlayers[\"HR\"]\n", "subPlayers[\"PA\"] = subPlayers.BB + subPlayers.AB\n", "\n", "for col in [\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"]:\n", " subPlayers[col] = subPlayers[col]/subPlayers.PA\n", "\n", "# Create playerstats DataFrame\n", "playerstats = subPlayers[[\"playerID\",\"yearID\",\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"]].copy()" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 13 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Use same function defined in Problem 1(e) to mean normalize across teams for each year" ] }, { "cell_type": "code", "collapsed": false, "input": [ "playerstats = playerstats.groupby('yearID').apply(meanNormalizeRates) " ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 14 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Show the head of the `playerstats` DataFrame. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "playerstats.head()" ], "language": "python", "metadata": {}, "outputs": [ { "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", "
playerIDyearID1B2B3BHRBB
8 aaronha01 1955 0.001060 0.018570 0.005585 0.011337-0.027249
9 aaronha01 1956 0.021561 0.013857 0.012480 0.009593-0.044600
10 aaronha01 1957 0.004817-0.002034 0.000466 0.037093-0.013166
11 aaronha01 1958 0.018367 0.011015-0.002219 0.015398-0.007762
12 aaronha01 1959 0.016261 0.025762 0.002743 0.028368-0.022898
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 15, "text": [ " playerID yearID 1B 2B 3B HR BB\n", "8 aaronha01 1955 0.001060 0.018570 0.005585 0.011337 -0.027249\n", "9 aaronha01 1956 0.021561 0.013857 0.012480 0.009593 -0.044600\n", "10 aaronha01 1957 0.004817 -0.002034 0.000466 0.037093 -0.013166\n", "11 aaronha01 1958 0.018367 0.011015 -0.002219 0.015398 -0.007762\n", "12 aaronha01 1959 0.016261 0.025762 0.002743 0.028368 -0.022898" ] } ], "prompt_number": 15 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(h)\n", "\n", "Using the `playerstats` DataFrame created in Problem 1(g), create a new DataFrame called `playerLS` containing the player's lifetime stats. This DataFrame should contain the `playerID`, the year the player's career started, the year the player's career ended and the player's lifetime average for each of the quantities (singles, doubles, triples, HR, BB). For simplicity we will simply compute the average of the rates by year (a more correct way is to go back to the totals). " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 16 }, { "cell_type": "markdown", "metadata": {}, "source": [ "First we will create a function called `meanNormalizePlayerLS` that computes the lifetime average for each of the quantities (singles, doubles, triples, HR, BB). Then we will construct a function called `getyear` that extracts the year from a date as saved in the `master` table." ] }, { "cell_type": "code", "collapsed": false, "input": [ "def meanNormalizePlayerLS(df):\n", " df = df[['playerID', '1B','2B','3B','HR','BB']].mean()\n", " return df\n", "\n", "def getyear(x):\n", " return int(x[0:4])" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 17 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, we use `groupby` (by `playerID`) on the `playerstats` DataFrame to compute the average lifetime statistics (1B, 2B, 3B, HR and BB) for each player. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "playerLS = playerstats.groupby('playerID').apply(meanNormalizePlayerLS).reset_index()" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 18 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Then, we merge `playerLS` with the `master` DataFrame which contains the career start and end. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "playerLS = master[[\"playerID\",\"debut\",\"finalGame\"]].merge(playerLS, how='inner', on=\"playerID\")\n", "playerLS.head()" ], "language": "python", "metadata": {}, "outputs": [ { "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", "
playerIDdebutfinalGame1B2B3BHRBB
0 aaronha01 1954-04-13 1976-10-03-0.007157 0.006539-0.000270 0.027850 0.009447
1 abramca01 1949-04-20 1956-05-09 0.013463-0.023915 0.002384 0.003842 0.019455
2 abreubo01 1996-09-01 2012-10-02-0.008202 0.006421 0.001002-0.003252 0.050501
3 ackledu01 2011-06-17 2013-09-29-0.009270-0.016605-0.001974-0.015274 0.001597
4 adairje01 1958-09-02 1970-05-03 0.011933 0.003286-0.002139-0.012934-0.037229
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 19, "text": [ " playerID debut finalGame 1B 2B 3B HR \\\n", "0 aaronha01 1954-04-13 1976-10-03 -0.007157 0.006539 -0.000270 0.027850 \n", "1 abramca01 1949-04-20 1956-05-09 0.013463 -0.023915 0.002384 0.003842 \n", "2 abreubo01 1996-09-01 2012-10-02 -0.008202 0.006421 0.001002 -0.003252 \n", "3 ackledu01 2011-06-17 2013-09-29 -0.009270 -0.016605 -0.001974 -0.015274 \n", "4 adairje01 1958-09-02 1970-05-03 0.011933 0.003286 -0.002139 -0.012934 \n", "\n", " BB \n", "0 0.009447 \n", "1 0.019455 \n", "2 0.050501 \n", "3 0.001597 \n", "4 -0.037229 " ] } ], "prompt_number": 19 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, we extract the year from the `debut` and `finalGame` column to determine what year each player started and ended their career. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "playerLS[\"debut\"] = playerLS.debut.apply(getyear)\n", "playerLS[\"finalGame\"] = playerLS.finalGame.apply(getyear)\n", "cols = list(playerLS.columns)\n", "cols[1:3]=[\"minYear\",\"maxYear\"]\n", "playerLS.columns = cols" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 20 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Show the head of the `playerLS` DataFrame. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "playerLS.head()" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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playerIDminYearmaxYear1B2B3BHRBB
0 aaronha01 1954 1976-0.007157 0.006539-0.000270 0.027850 0.009447
1 abramca01 1949 1956 0.013463-0.023915 0.002384 0.003842 0.019455
2 abreubo01 1996 2012-0.008202 0.006421 0.001002-0.003252 0.050501
3 ackledu01 2011 2013-0.009270-0.016605-0.001974-0.015274 0.001597
4 adairje01 1958 1970 0.011933 0.003286-0.002139-0.012934-0.037229
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 21, "text": [ " playerID minYear maxYear 1B 2B 3B HR \\\n", "0 aaronha01 1954 1976 -0.007157 0.006539 -0.000270 0.027850 \n", "1 abramca01 1949 1956 0.013463 -0.023915 0.002384 0.003842 \n", "2 abreubo01 1996 2012 -0.008202 0.006421 0.001002 -0.003252 \n", "3 ackledu01 2011 2013 -0.009270 -0.016605 -0.001974 -0.015274 \n", "4 adairje01 1958 1970 0.011933 0.003286 -0.002139 -0.012934 \n", "\n", " BB \n", "0 0.009447 \n", "1 0.019455 \n", "2 0.050501 \n", "3 0.001597 \n", "4 -0.037229 " ] } ], "prompt_number": 21 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(i)\n", "\n", "Compute the OPW for each player based on the average rates in the `playerLS` DataFrame. You can interpret this summary statistic as the predicted wins for a team with 9 batters exactly like the player in question. Add this column to the playerLS DataFrame. Call this colum OPW." ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "avgRates = playerLS[[\"1B\",\"2B\",\"3B\",\"HR\",\"BB\"]].values\n", "playerLS[\"OPW\"] = clf.predict(avgRates)\n", "playerLS.head()" ], "language": "python", "metadata": {}, "outputs": [ { "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", "
playerIDminYearmaxYear1B2B3BHRBBOPW
0 aaronha01 1954 1976-0.007157 0.006539-0.000270 0.027850 0.009447 108.696139
1 abramca01 1949 1956 0.013463-0.023915 0.002384 0.003842 0.019455 92.575472
2 abreubo01 1996 2012-0.008202 0.006421 0.001002-0.003252 0.050501 104.050008
3 ackledu01 2011 2013-0.009270-0.016605-0.001974-0.015274 0.001597 53.806003
4 adairje01 1958 1970 0.011933 0.003286-0.002139-0.012934-0.037229 56.395050
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 22, "text": [ " playerID minYear maxYear 1B 2B 3B HR \\\n", "0 aaronha01 1954 1976 -0.007157 0.006539 -0.000270 0.027850 \n", "1 abramca01 1949 1956 0.013463 -0.023915 0.002384 0.003842 \n", "2 abreubo01 1996 2012 -0.008202 0.006421 0.001002 -0.003252 \n", "3 ackledu01 2011 2013 -0.009270 -0.016605 -0.001974 -0.015274 \n", "4 adairje01 1958 1970 0.011933 0.003286 -0.002139 -0.012934 \n", "\n", " BB OPW \n", "0 0.009447 108.696139 \n", "1 0.019455 92.575472 \n", "2 0.050501 104.050008 \n", "3 0.001597 53.806003 \n", "4 -0.037229 56.395050 " ] } ], "prompt_number": 22 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(j)\n", "\n", "Add four columns to the `playerLS` DataFrame that contains the player's position (C, 1B, 2B, 3B, SS, LF, CF, RF, or OF), first name, last name and median salary. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "from collections import defaultdict\n", "\n", "def find_pos(df):\n", " positions = df.POS\n", " d = defaultdict(int)\n", " for pos in positions:\n", " d[pos] += 1\n", " result = max(d.iteritems(), key=lambda x: x[1])\n", " return result[0]\n", "\n", "positions_df = fielding.groupby(\"playerID\").apply(find_pos)\n", "positions_df = positions_df.reset_index()\n", "positions_df = positions_df.rename(columns={0:\"POS\"})" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 23 }, { "cell_type": "code", "collapsed": false, "input": [ "playerLS_merged = positions_df.merge(playerLS, how='inner', on=\"playerID\")\n", "playerLS_merged = playerLS_merged.merge(medianSalaries, how='inner', on=['playerID'])" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 24 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Show the head of the `playerLS` DataFrame. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "playerLS_merged.head()" ], "language": "python", "metadata": {}, "outputs": [ { "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", "
playerIDPOSminYearmaxYear1B2B3BHRBBOPWnameFirstnameLastsalary
0 abreubo01 RF 1996 2012-0.008202 0.006421 0.001002-0.003252 0.050501 104.050008 Bobby Abreu 9000000
1 ackledu01 1B 2011 2013-0.009270-0.016605-0.001974-0.015274 0.001597 53.806003 Dustin Ackley 2400000
2 adamsru01 SS 2004 2009-0.007867-0.001289 0.004160-0.017533 0.002672 67.496507 Russ Adams 329500
3 alfoned01 2B 1995 2006 0.013485-0.002177-0.003239-0.006436 0.010745 83.404437 Edgardo Alfonzo 4112500
4 alicelu01 2B 1988 2002 0.035625-0.009597 0.007988-0.026156-0.006580 78.561778 Luis Alicea 750000
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 25, "text": [ " playerID POS minYear maxYear 1B 2B 3B HR \\\n", "0 abreubo01 RF 1996 2012 -0.008202 0.006421 0.001002 -0.003252 \n", "1 ackledu01 1B 2011 2013 -0.009270 -0.016605 -0.001974 -0.015274 \n", "2 adamsru01 SS 2004 2009 -0.007867 -0.001289 0.004160 -0.017533 \n", "3 alfoned01 2B 1995 2006 0.013485 -0.002177 -0.003239 -0.006436 \n", "4 alicelu01 2B 1988 2002 0.035625 -0.009597 0.007988 -0.026156 \n", "\n", " BB OPW nameFirst nameLast salary \n", "0 0.050501 104.050008 Bobby Abreu 9000000 \n", "1 0.001597 53.806003 Dustin Ackley 2400000 \n", "2 0.002672 67.496507 Russ Adams 329500 \n", "3 0.010745 83.404437 Edgardo Alfonzo 4112500 \n", "4 -0.006580 78.561778 Luis Alicea 750000 " ] } ], "prompt_number": 25 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(k)\n", "\n", "Subset the `playerLS` DataFrame for players active in 2002 and 2003 and played at least three years. Plot and describe the relationship bewteen the median salary (in millions) and the predicted number of wins. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "active = playerLS_merged[(playerLS_merged[\"minYear\"] <= 2002) & \\\n", " (playerLS_merged[\"maxYear\"] >= 2003) & \\\n", " (playerLS_merged[\"maxYear\"] - playerLS_merged[\"minYear\"] >= 3) ]\n", "fig = plt.figure()\n", "ax = fig.gca()\n", "ax.scatter(active.salary/10**6, active.OPW, alpha=0.5, c='red')\n", "ax.set_xscale('log')\n", "ax.set_xlabel('Salary (in Millions) on log')\n", "ax.set_ylabel('OPW')\n", "ax.set_title('Relationship between Salary and Predicted Number of Wins')\n", "plt.show()" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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BIqfz+LqFAwPU1dVSVDT5EvniGz/GfvcLeI614FtUyOILNjEwMIA5+u7EKNyu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"text": [ "" ] } ], "prompt_number": 26 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note some players stand out as underpaid: points higher than the line." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(l)\n", "Pick one players from one of each of these 10 position C, 1B, 2B, 3B, SS, LF, CF, RF, or OF keeping the total median salary of all 10 players below 20 million. Report their averaged predicted wins and total salary." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There are many ways to do this. This is just one example that can still be optimized. The basic idea is to iterate 10 times through an algorithm that selects players. In each iteration we pick a different position. We keep track of the bare minimum we would need to complete a team and keep at least that amount during each iteration. At each iteration we pick the player we can afford having the highest deviation from expected OPW given their salary. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 27 }, { "cell_type": "markdown", "metadata": {}, "source": [ "First, we mean normalize the `OPW` by position to compute a position specific residual using the `meanNormalizeOPW` function. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "def meanNormalizeOPW(df):\n", " tmp = df[['resid']] \n", " df[['resid']]=tmp-tmp.median(axis=0)\n", " return df\n", "\n", "active['resid']=active['OPW']\n", "active = active.groupby('POS').apply(meanNormalizeOPW)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 28 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, we fit a linear regression model and calculate the residuals." ] }, { "cell_type": "code", "collapsed": false, "input": [ "Y = active.resid.values\n", "X = np.log(active[[\"salary\"]])\n", "\n", "clf = linear_model.LinearRegression()\n", "clf.fit(X,Y)\n", "\n", "active['resid'] = Y - clf.predict(X)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 29 }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can take out the below average players. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "active = active[active.resid >= 0]" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 30 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, calculate the min salary by position. We will use thos to know what is the minimum amount of money we need to keep (and know how much we can spend). " ] }, { "cell_type": "code", "collapsed": false, "input": [ "def getMinSalary(s):\n", " return s[\"salary\"].min()\n", "\n", "minSalaryByPos = active.groupby('POS').apply(getMinSalary)\n", "minSalaryByPos.sort(ascending=False)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 31 }, { "cell_type": "markdown", "metadata": {}, "source": [ "These are the 10 positions:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "posleft = list(minSalaryByPos.index)\n", "print posleft" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "['RF', 'CF', 'DH', '3B', '1B', 'C', 'OF', 'SS', '2B', 'LF']\n" ] } ], "prompt_number": 32 }, { "cell_type": "markdown", "metadata": {}, "source": [ "The total money we have to spend is 20 million:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "moneyleft = 20*10**6" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 33 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, we will iterate through all the positions. We keep track of the bare minimum we would need to complete a team and keep at least that amount during each iteration. At each iteration we pick the player we can afford having the highest deviation from expected OPW given their salary. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "# indexes will contain the indexes of the players we chose\n", "indexes=[]\n", " \n", "for i in range(len(posleft)):\n", " \n", " # you need to have at least this much left to not go over in the next picks\n", " maxmoney = moneyleft - sum([minSalaryByPos[x] for x in posleft[:-1] ])\n", " \n", " # consider only players in positions we have not selected\n", " index = [True if elem in posleft else False for elem in active.POS.values]\n", " left = active[index & (active.salary <= maxmoney)]\n", " \n", " # pick the one that stands out the most from what is expected given his salary\n", " j = left[\"resid\"].argmax()\n", " indexes.append(j)\n", " \n", " # remove position we just filled from posleft\n", " posleft.remove(left.loc[j].POS)\n", " moneyleft = moneyleft - left.loc[j].salary\n", " \n", "topPicks=active.loc[indexes,:]\n", "topPicks=topPicks.sort([\"OPW\"],ascending=False)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 34 }, { "cell_type": "markdown", "metadata": {}, "source": [ "The total salary is 19.7 million. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "topPicks['salary'].sum()" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 35, "text": [ "19746417" ] } ], "prompt_number": 35 }, { "cell_type": "markdown", "metadata": {}, "source": [ "We expect 100 wins." ] }, { "cell_type": "code", "collapsed": false, "input": [ "round(topPicks['OPW'].mean())" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 36, "text": [ "100.0" ] } ], "prompt_number": 36 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 1(m)\n", "\n", "What do these players outperform in? Singles, doubles, triples HR or BB?" ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "def round1000(x):\n", " return np.round(x*1000)\n", "\n", "topPicks[[\"1B\",\"2B\",\"3B\", \"HR\",\"BB\"]] = topPicks[[\"1B\",\"2B\",\"3B\", \"HR\",\"BB\"]].apply(round1000)\n", "topPicks[[\"OPW\"]] = np.round(topPicks[[\"OPW\"]])\n", "topPicks[[\"nameFirst\",\"nameLast\",\"POS\",\"1B\",\"2B\",\"3B\", \"HR\",\"BB\",\"OPW\",\"salary\",\"minYear\",\"maxYear\"]]" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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nameFirstnameLastPOS1B2B3BHRBBOPWsalaryminYearmaxYear
81 Barry Bonds OF-45 1 1 31 112 143 8541667 1986 2007
582 Edgar Martinez DH 1 12-4 5 53 114 3500000 1987 2004
274 Morgan Ensberg 3B-33 -3-0 26 48 109 450000 2000 2008
475 Nick Johnson 1B-30 18-3 -0 72 108 1450000 2001 2012
236 David Dellucci LF-51-19 5 24 57 100 812500 1997 2009
922 Jayson Werth RF-15 -1-4 12 33 96 1700000 2002 2013
55 Mark Bellhorn 2B-39 2 1 5 47 92 477500 1997 2007
872 Andres Torres CF-39 25 9 -3 6 84 1500000 2002 2013
966 Gregg Zaun C -8-17-3-11 52 83 1000000 1995 2010
611 Frank Menechino SS-22-11-2-14 46 74 314750 1999 2005
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 37, "text": [ " nameFirst nameLast POS 1B 2B 3B HR BB OPW salary minYear \\\n", "81 Barry Bonds OF -45 1 1 31 112 143 8541667 1986 \n", "582 Edgar Martinez DH 1 12 -4 5 53 114 3500000 1987 \n", "274 Morgan Ensberg 3B -33 -3 -0 26 48 109 450000 2000 \n", "475 Nick Johnson 1B -30 18 -3 -0 72 108 1450000 2001 \n", "236 David Dellucci LF -51 -19 5 24 57 100 812500 1997 \n", "922 Jayson Werth RF -15 -1 -4 12 33 96 1700000 2002 \n", "55 Mark Bellhorn 2B -39 2 1 5 47 92 477500 1997 \n", "872 Andres Torres CF -39 25 9 -3 6 84 1500000 2002 \n", "966 Gregg Zaun C -8 -17 -3 -11 52 83 1000000 1995 \n", "611 Frank Menechino SS -22 -11 -2 -14 46 74 314750 1999 \n", "\n", " maxYear \n", "81 2007 \n", "582 2004 \n", "274 2008 \n", "475 2012 \n", "236 2009 \n", "922 2013 \n", "55 2007 \n", "872 2013 \n", "966 2010 \n", "611 2005 " ] } ], "prompt_number": 37 }, { "cell_type": "markdown", "metadata": {}, "source": [ "** Your answer here: ** Our best players all outperformed in BB." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Discussion for Problem 1\n", "\n", "\n", "*Write a brief discussion of your conclusions to the questions and tasks above in 100 words or less.*\n", "\n", "In this problem, we used linear regression to build a tool to pick 10 offensive players with a salary under $20 million and could predict how many games this team would win in a season in Problem 1(l). " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Problem 2: $k$-Nearest Neighbors and Cross Validation \n", "\n", "What is the optimal $k$ for predicting species using $k$-nearest neighbor classification \n", "on the four features provided by the iris dataset.\n", "\n", "In this problem you will get to know the famous iris data set, and use cross validation to select the optimal $k$ for a $k$-nearest neighbor classification. This problem set makes heavy use of the [sklearn](http://scikit-learn.org/stable/) library. In addition to Pandas, it is one of the most useful libraries for data scientists! After completing this homework assignment you will know all the basics to get started with your own machine learning projects in sklearn. \n", "\n", "Future lectures will give further background information on different classifiers and their specific strengths and weaknesses, but when you have the basics for sklearn down, changing the classifier will boil down to exchanging one to two lines of code.\n", "\n", "The data set is so popular, that sklearn provides an extra function to load it:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "#load the iris data set\n", "iris = sklearn.datasets.load_iris()\n", "\n", "X = iris.data \n", "Y = iris.target\n", "\n", "print X.shape, Y.shape" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "(150, 4) (150,)\n" ] } ], "prompt_number": 38 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 2(a) \n", "\n", "Split the data into a train and a test set. Use a random selection of 33% of the samples as test data. Sklearn provides the [`train_test_split`](http://scikit-learn.org/stable/modules/generated/sklearn.cross_validation.train_test_split.html) function for this purpose. Print the dimensions of all the train and test data sets you have created. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "\n", "# put test data aside\n", "X_train, X_test, Y_train, Y_test = sklearn.cross_validation.train_test_split(\n", " X, Y, test_size=0.33, random_state=42)\n", "\n", "print X_train.shape\n", "print X_test.shape\n", "print Y_train.shape\n", "print Y_test.shape" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "(100, 4)\n", "(50, 4)\n", "(100,)\n", "(50,)\n" ] } ], "prompt_number": 39 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 2(b)\n", "\n", "Examine the data further by looking at the projections to the first two principal components of the data. Use the [`TruncatedSVD`](http://scikit-learn.org/stable/modules/generated/sklearn.decomposition.TruncatedSVD.html) function for this purpose, and create a scatter plot. Use the colors on the scatter plot to represent the different classes in the target data. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "\n", "# make a scatter plot of the data in two dimensions\n", "svd = sklearn.decomposition.TruncatedSVD(n_components=2)\n", "X_train_centered = X_train - np.mean(X_train, axis=0)\n", "X_2d = svd.fit_transform(X_train_centered)\n", "\n", "sns.set_style('white')\n", "\n", "plt.scatter(X_2d[:,0], X_2d[:,1], c=Y_train, s = 50, cmap=plt.cm.prism)\n", "plt.xlabel('PC1')\n", "plt.ylabel('PC2')\n", "plt.title('First two PCs using iris data')\n", "plt.show()" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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NvymNUyV8ewKc+wNKtnaNO8rvyB3HnRfIX/pcYuvnnzPg8OFUZX5At8WLORAe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\nqq1s67evwd6radiw8k6RLJFJxT7MFBcXM3XUKAb+4heMnDO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"text": [ "" ] } ], "prompt_number": 40 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 2(c) \n", "\n", "In the lecture we discussed how to use cross validation to estimate the optimal value for $k$ (the number of nearest neighbors to base the classification on). Use ***ten fold cross validation*** to estimate the optimal value for $k$ for the iris data set. \n", "\n", "**Note**: For your convenience sklearn does not only include the [KNN classifier](http://scikit-learn.org/stable/modules/generated/sklearn.neighbors.KNeighborsClassifier.html), but also a [grid search function](http://scikit-learn.org/stable/modules/generated/sklearn.grid_search.GridSearchCV.html#sklearn.grid_search.GridSearchCV). The function is called grid search, because if you have to optimize more than one parameter, it is common practice to define a range of possible values for each parameter. An exhaustive search then runs over the complete grid defined by all the possible parameter combinations. This can get very computation heavy, but luckily our KNN classifier only requires tuning of a single parameter for this problem set. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "\n", "# use cross validation to find the optimal value for k\n", "k = np.arange(20)+1\n", "\n", "parameters = {'n_neighbors': k}\n", "knn = sklearn.neighbors.KNeighborsClassifier()\n", "clf = sklearn.grid_search.GridSearchCV(knn, parameters, cv=10)\n", "clf.fit(X_train, Y_train)\n", "\n", "# clf.grid_scores_" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 41, "text": [ "GridSearchCV(cv=10,\n", " estimator=KNeighborsClassifier(algorithm='auto', leaf_size=30, metric='minkowski',\n", " n_neighbors=5, p=2, weights='uniform'),\n", " fit_params={}, iid=True, loss_func=None, n_jobs=1,\n", " param_grid={'n_neighbors': array([ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17,\n", " 18, 19, 20])},\n", " pre_dispatch='2*n_jobs', refit=True, score_func=None, scoring=None,\n", " verbose=0)" ] } ], "prompt_number": 41 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 2(d)\n", "\n", "Visualize the result by plotting the score results versus values for $k$. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "a = clf.grid_scores_\n", "scores = [b.cv_validation_scores for b in a]\n", "\n", "score_means = np.mean(scores, axis=1)\n", "\n", "sns.boxplot(scores)\n", "plt.scatter(k,score_means, c='k', zorder=2)\n", "plt.ylim(0.8, 1.1)\n", "plt.title('Accuracy as a function of $k$')\n", "plt.ylabel('Accuracy')\n", "plt.xlabel('Choice of k')\n", "plt.show()" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 42 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Verify that the grid search has indeed chosen the right parameter value for $k$." ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "\n", "clf.best_params_" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 43, "text": [ "{'n_neighbors': 5}" ] } ], "prompt_number": 43 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 2(e)\n", "\n", "Test the performance of our tuned KNN classifier on the test set." ] }, { "cell_type": "code", "collapsed": false, "input": [ "def computeTestScores(test_x, test_y, clf, cv):\n", " kFolds = sklearn.cross_validation.KFold(test_x.shape[0], n_folds=cv)\n", "\n", " scores = []\n", " for _, test_index in kFolds:\n", " test_data = test_x[test_index]\n", " test_labels = test_y[test_index]\n", " scores.append(sklearn.metrics.accuracy_score(test_labels, clf.predict(test_data)))\n", " return scores" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 44 }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "## no measurement without standard deviation\n", "scores = computeTestScores(test_x = X_test, test_y = Y_test, clf=clf, cv=5)\n", "print np.mean(scores), np.std(scores)" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "0.98 0.04\n" ] } ], "prompt_number": 45 }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Discussion for Problem 2\n", "\n", "*Write a brief discussion of your conclusions to the questions and tasks above in 100 words or less.*\n", "\n", "Here we used $k$-Nearest Neighbors and cross validation to find the optimal $k$ to predict species. We found the optimal $k$ to be 5 which was visible in the scatter plot. The iris data set separates well and predictions are quite reliable, shown by the test accuracy of nearly one.\n", "\n", "---\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Problem 3: The Curse and Blessing of Higher Dimensions\n", "\n", "In this problem we will investigate the influence of higher dimensional spaces on the classification. The data set is again one of the standard data sets from sklearn. The [digits data set](http://scikit-learn.org/stable/modules/generated/sklearn.datasets.load_digits.html) is similar to the MNIST data set discussed in the lecture. The main difference is, that each digit is represented by an 8x8 pixel image patch, which is considerably smaller than the 28x28 pixels from MNIST. In addition, the gray values are restricted to 16 different values (4 bit), instead of 256 (8 bit) for MNIST. \n", "\n", "First we again load our data set." ] }, { "cell_type": "code", "collapsed": false, "input": [ "digits = sklearn.datasets.load_digits()\n", "\n", "X = digits.data \n", "Y = digits.target\n", "\n", "print X.shape, Y.shape" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "(1797, 64) (1797,)\n" ] } ], "prompt_number": 46 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 3(a) \n", "\n", "Start with the same steps as in Problem 2. Split the data into train and test set. Use 33% of the samples as test data. Print the dimensions of all the train and test data sets you created. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "\n", "X_train, X_test, Y_train, Y_test = sklearn.cross_validation.train_test_split(\n", " X, Y, test_size=0.33, random_state=42)\n", "\n", "X_train_means = np.mean(X_train, axis=0)\n", "X_train_centered = X_train - X_train_means\n", "X_test_centered = X_test - X_train_means\n", "\n", "print X_train.shape\n", "print X_test.shape\n", "print Y_train.shape\n", "print Y_test.shape" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "(1203, 64)\n", "(594, 64)\n", "(1203,)\n", "(594,)\n" ] } ], "prompt_number": 47 }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 3(b) \n", "\n", "Similar to Problem 2(b), create a scatter plot of the projections to the first two PCs. Use the colors on the scatter plot to represent the different classes in the target data. How well can we separate the classes?\n", "\n", "**Hint**: Use a `Colormap` in matplotlib to represent the diferent classes in the target data. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "\n", "## make a scatter plot of the data in two dimensions\n", "svd = sklearn.decomposition.TruncatedSVD(n_components=2)\n", "X_2d = svd.fit_transform(X_train_centered)\n", "\n", "plt.scatter(X_2d[:,0], X_2d[:,1], c=Y_train, s = 50, cmap=plt.cm.Paired)\n", "plt.colorbar()\n", "plt.xlabel('PC1')\n", "plt.ylabel('PC2')\n", "plt.title('First two PCs using digits data')\n", "plt.show()" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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fHsRgtmCwWNFbrPicrWEWJ2ietzqdDn9cKn97/g1ix/wMo1Xb4mylbGLpn+/j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\nToenrSlCje6RkZfM/HfnYtLZcLpa8Xk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D6WyWE+zlXR8dlEx7Zwt51b7c9bddXDnWhUwq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\nJThmjyZ77l2kpvvSILLh86mtfY+MKP97sKe6m6xYHS09Dqo+2YihZByNM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ZxBwQr0Kq+2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\nslwCPAT8oWtzny3vRR4B1nQ9v1nKfKG+XGaP8mT2IVGKolR3Pa8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"text": [ "" ] } ], "prompt_number": 48 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Create individual scatter plots using only two classes at a time to explore which classes are most difficult to distinguish in terms of class separability. You do not need to create scatter plots for all pairwise comparisons, but at least show one. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ###\n", "\n", "ind = np.logical_or(Y_train==4, Y_train==1)\n", "\n", "plt.scatter(X_2d[ind,0], X_2d[ind,1], c=Y_train[ind], s = 50, cmap=plt.cm.Paired)\n", "plt.colorbar()\n", "plt.xlabel('PC1')\n", "plt.ylabel('PC2')\n", "plt.title('First two PCs using digits data (Only two classes)')\n", "plt.show()" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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hRvX2ax99islWS0B0AqWFeRRdOMf44QN46J65WCzt/4q9/t5SeqXPrB8bHB7f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\nLiaNG0OH9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"text": [ "" ] } ], "prompt_number": 49 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Give a brief interpretation of the scatter plot. Which classes look like hard to distinguish? Do both feature dimensions contribute to the class separability? \n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "** Your answer here: **\n", "\n", "In the scatter plot for the classes 4 and 1 shown above, the classes separate quite well, but not completely. The decision boundary would run nearly orthogonal to the x-axis, which is an indicator, that the second dimension plottet on the y axis is not contributing much to the class seperability. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 3(c) \n", "\n", "Write a **ten-fold cross validation** to estimate the optimal value for $k$ for the digits data set. *However*, this time we are interested in the influence of the number of dimensions we project the data down as well. \n", "\n", "Extend the cross validation as done for the iris data set, to optimize $k$ for different dimensional projections of the data. Create a boxplot showing test scores for the optimal $k$ for each $d$-dimensional subspace with $d$ ranging from one to ten. The plot should have the scores on the y-axis and the different dimensions $d$ on the x-axis. You can use your favorite plot function for the boxplots. [Seaborn](http://web.stanford.edu/~mwaskom/software/seaborn/index.html) is worth having a look at though. It is a great library for statistical visualization and of course also comes with a [`boxplot`](http://web.stanford.edu/~mwaskom/software/seaborn/generated/seaborn.boxplot.html) function that has simple means for changing the labels on the x-axis." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Possible solution A:\n", "---------------------\n", "Split the test data to get multiple test values. This is what I thought the sklearn.cross_val_score function would do for some reason. If somebody comes up with the clever idea to bootstrap the test set I would let that count as well. The main part just is to have multiple estimates of the test performance." ] }, { "cell_type": "code", "collapsed": false, "input": [ "def computeTestScores(test_x, test_y, clf, cv):\n", " kFolds = sklearn.cross_validation.KFold(test_x.shape[0], n_folds=cv)\n", "\n", " scores = []\n", " for _, test_index in kFolds:\n", " test_data = test_x[test_index]\n", " test_labels = test_y[test_index]\n", " scores.append(sklearn.metrics.accuracy_score(test_labels, clf.predict(test_data)))\n", " return scores" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 50 }, { "cell_type": "code", "collapsed": false, "input": [ "### Your cross validation and evaluation code here ###\n", "\n", "# use cross validation to find the optimal value for k\n", "k = np.arange(20)+1\n", "parameters = {'n_neighbors': k}\n", "knn = sklearn.neighbors.KNeighborsClassifier()\n", "clf = sklearn.grid_search.GridSearchCV(knn, parameters, cv=10)\n", "all_scores = []\n", "all_k = []\n", "all_d = [1,2,3,4,5,6,7,8,9,10]\n", "\n", "for d in all_d:\n", " print d\n", " svd = sklearn.decomposition.TruncatedSVD(n_components=d)\n", " if d<64:\n", " X_d = svd.fit_transform(X_train_centered)\n", " X_d_test = svd.transform(X_test_centered)\n", " else:\n", " X_d = X_train\n", " X_d_test = X_test \n", " \n", " clf.fit(X_d, Y_train) \n", "\n", " all_scores.append(computeTestScores(test_x=X_d_test, test_y=Y_test, clf=clf, cv=10))\n", " all_k.append(clf.best_params_['n_neighbors'])" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "1\n", "2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "3" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "4" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "5" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "6" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "7" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "8" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "9" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "10" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n" ] } ], "prompt_number": 51 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Really clean solution B:\n", "-------------------------\n", "\n", "Do nested k-fold cross validation, with the parameter estimated on an inner k-fold cross validation, and the test score estimated on the outer k-fold cross validation." ] }, { "cell_type": "code", "collapsed": false, "input": [ "# use cross validation to find the optimal value for k\n", "k = np.arange(20)+1\n", "parameters = {'n_neighbors': k}\n", "knn = sklearn.neighbors.KNeighborsClassifier()\n", "clf = sklearn.grid_search.GridSearchCV(knn, parameters, cv=10)\n", "all_scores = []\n", "all_k = []\n", "all_d = [1,2,3,4,5,6,7,8,9,10]\n", "kFolds = sklearn.cross_validation.KFold(X.shape[0], n_folds=10)\n", "\n", "for d in all_d:\n", " print d\n", " svd = sklearn.decomposition.TruncatedSVD(n_components=d)\n", " #get the data for this iteration of the outer cross validation loop\n", " scores = []\n", " for train_index, test_index in kFolds:\n", " train_data, test_data = X[train_index], X[test_index]\n", " train_labels, test_labels = Y[train_index], Y[test_index] \n", " \n", " if d<64:\n", " data_mean = np.mean(train_data, axis=0)\n", " train_data_centered = train_data - data_mean\n", " test_data_centered = test_data - data_mean\n", " X_d = svd.fit_transform(train_data_centered)\n", " X_d_test = svd.transform(test_data_centered)\n", " else:\n", " X_d = train_data\n", " X_d_test = test_data \n", " \n", " clf.fit(X_d, train_labels) \n", " scores.append(sklearn.metrics.accuracy_score(test_labels, clf.predict(X_d_test)))\n", " \n", " all_scores.append(scores)\n", " all_k.append(clf.best_params_['n_neighbors'])" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "1\n", "2" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "3" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "4" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "5" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "6" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "7" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "8" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "9" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n", "10" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\n" ] } ], "prompt_number": 52 }, { "cell_type": "code", "collapsed": false, "input": [ "### Your boxplot code here ### \n", "\n", "all_s = np.asarray(all_scores) \n", "sns.boxplot(all_s.T,names = [np.str(dd) for dd in all_d])\n", "plt.ylabel(\"Accuracy\")\n", "plt.xlabel(\"Number of Dimensions\")\n", "plt.title('Accuracy as a function of Number of Dimensions')\n", "plt.show()" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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SVKqJauIiIhHVaiVtVBMXERFJKSVxERGRlFJzuoiI9JhsNsuzG9bHvrwrSWs3rGD/ASMq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\nxCtYfb5P3MxuBk4CRpjZSuB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"text": [ "" ] } ], "prompt_number": 53 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Write a short interpretation of the generated plot, answering the following questions:\n", "\n", "* What trend do you see in the plot for increasing dimensions?\n", "\n", "* Why do you think this is happening?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "** Your answer here: **\n", "\n", "The accuracy gets better with increasing dimensions. We have enough data points that the curse of dimensionality does not harm our predictions here and the additional dimensions add to the class separability. There are two factors influencing this. One is that we retain more information of the original signal if we reduce the dimensionality of the data less. The other factor is that the higher dimensional space provides more room between data points and thus more flexibility for the classifier. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Problem 3(d) \n", "\n", "**For AC209 Students**: Change the boxplot we generated above to also show the optimal value for $k$ chosen by the cross validation grid search. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "### Your code here ### \n", "all_s = np.asarray(all_scores) \n", "sns.boxplot(all_s.T,names = [np.str(dd) + \", k=\" + np.str(kk) for dd, kk in zip(all_d, all_k)])\n", "plt.ylabel(\"Accuracy\")\n", "plt.xlabel(\"Number of Dimensions\")\n", "plt.title('Accuracy as a function of Number of Dimensions')\n", "plt.show()" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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LYwit8UJLCIPZNgAbzOwvhJnh6jaJNzU19Uo9T7W3A7D36P0qqmf86N6LSURE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\neMbMriS0uP4BnFlw8Ndr8cY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"text": [ "" ] } ], "prompt_number": 54 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Write a short interpretation answering the following questions:\n", "\n", "* Which trend do you observe for the optimal value of $k$?\n", "\n", "* Why do you think this is happening?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "** Your answer here: **\n", "\n", "The optimized value of $k$ becomes smaller if we use a higher dimensional space. We have seen an image in the lecture where the classification of KNN for a new data point changed with the value chosen for $k$. The image also showed that the radius of the sphere around the new data point becomes larger if $k$ is larger, because a larger search radius is needed to find a higher number of points. In the higher dimensional spaces the points are more scattered (curse of dimensionality). Thus the search radius for high values of $k$ becomes so large that the $k$ nearest neighbors start to include points from the other classes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Discussion for Problem 3\n", "\n", "*Write a brief discussion of your conclusions to the questions and tasks above in 100 words or less.*\n", "\n", "If we use a higher dimensional space, we know the points are more scattered (curse of dimensionality), thus causing the search radius for $k$ to become so large that we start to include points from other classes. \n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Submission Instructions\n", "\n", "To submit your homework, create a folder named **lastname_firstinitial_hw#** and place your IPython notebooks, data files, and any other files in this folder. Your IPython Notebooks should be completely executed with the results visible in the notebook. We should not have to run any code. Compress the folder (please use .zip compression) and submit to the CS109 dropbox in the appropriate folder. *If we cannot access your work because these directions are not followed correctly, we will not grade your work.*\n" ] }, { "cell_type": "code", "collapsed": false, "input": [], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 54 } ], "metadata": {} } ] }