{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# GLM: Logistic Regression\n", "\n", "* This is a reproduction with a few slight alterations of [Bayesian Log Reg](http://jbencook.github.io/portfolio/bayesian_logistic_regression.html) by J. Benjamin Cook\n", "\n", "* Author: Peadar Coyle and J. Benjamin Cook\n", "* How likely am I to make more than $50,000 US Dollars?\n", "* Exploration of model selection techniques too - I use DIC and WAIC to select the best model. \n", "* The convenience functions are all taken from Jon Sedars work.\n", "* This example also has some explorations of the features so serves as a good example of Exploratory Data Analysis and how that can guide the model creation/ model selection process. " ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [], "source": [ "%matplotlib inline\n", "import pandas as pd\n", "import numpy as np\n", "import pymc3 as pm\n", "import matplotlib.pyplot as plt\n", "import seaborn\n", "import warnings\n", "warnings.filterwarnings('ignore')\n", "from collections import OrderedDict\n", "from time import time\n", "\n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "\n", "from scipy.optimize import fmin_powell\n", "from scipy import integrate\n", "\n", "import theano as thno\n", "import theano.tensor as T \n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def run_models(df, upper_order=5):\n", " ''' \n", " Convenience function:\n", " Fit a range of pymc3 models of increasing polynomial complexity. \n", " Suggest limit to max order 5 since calculation time is exponential.\n", " '''\n", " \n", " models, traces = OrderedDict(), OrderedDict()\n", "\n", " for k in range(1,upper_order+1):\n", "\n", " nm = 'k{}'.format(k)\n", " fml = create_poly_modelspec(k)\n", "\n", " with pm.Model() as models[nm]:\n", "\n", " print('\\nRunning: {}'.format(nm))\n", " pm.glm.glm(fml, df, family=pm.glm.families.Normal())\n", "\n", " start_MAP = pm.find_MAP(fmin=fmin_powell, disp=False)\n", " traces[nm] = pm.sample(2000, start=start_MAP, step=pm.NUTS(), progressbar=True) \n", " \n", " return models, traces\n", "\n", "def plot_traces(traces, retain=1000):\n", " ''' \n", " Convenience function:\n", " Plot traces with overlaid means and values\n", " '''\n", " \n", " ax = pm.traceplot(traces[-retain:], figsize=(12,len(traces.varnames)*1.5),\n", " lines={k: v['mean'] for k, v in pm.df_summary(traces[-retain:]).iterrows()})\n", "\n", " for i, mn in enumerate(pm.df_summary(traces[-retain:])['mean']):\n", " ax[i,0].annotate('{:.2f}'.format(mn), xy=(mn,0), xycoords='data'\n", " ,xytext=(5,10), textcoords='offset points', rotation=90\n", " ,va='bottom', fontsize='large', color='#AA0022')\n", " \n", "def create_poly_modelspec(k=1):\n", " ''' \n", " Convenience function:\n", " Create a polynomial modelspec string for patsy\n", " '''\n", " return ('income ~ educ + hours + age ' + ' '.join(['+ np.power(age,{})'.format(j) \n", " for j in range(2,k+1)])).strip()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The [Adult Data Set](http://archive.ics.uci.edu/ml/datasets/Adult) is commonly used to benchmark machine learning algorithms. The goal is to use demographic features, or variables, to predict whether an individual makes more than \\\\$50,000 per year. The data set is almost 20 years old, and therefore, not perfect for determining the probability that I will make more than \\$50K, but it is a nice, simple dataset that can be used to showcase a few benefits of using Bayesian logistic regression over its frequentist counterpart.\n", "\n", "\n", "The motivation for myself to reproduce this piece of work was to learn how to use Odd Ratio in Bayesian Regression." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [], "source": [ "data = pd.read_csv(\"https://archive.ics.uci.edu/ml/machine-learning-databases/adult/adult.data\", header=None, names=['age', 'workclass', 'fnlwgt', \n", " 'education-categorical', 'educ', \n", " 'marital-status', 'occupation',\n", " 'relationship', 'race', 'sex', \n", " 'captial-gain', 'capital-loss', \n", " 'hours', 'native-country', \n", " 'income'])" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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................................................
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32561 rows × 15 columns

\n", "
" ], "text/plain": [ " age workclass fnlwgt education-categorical educ \\\n", "0 39 State-gov 77516 Bachelors 13 \n", "1 50 Self-emp-not-inc 83311 Bachelors 13 \n", "2 38 Private 215646 HS-grad 9 \n", "3 53 Private 234721 11th 7 \n", "4 28 Private 338409 Bachelors 13 \n", "5 37 Private 284582 Masters 14 \n", "6 49 Private 160187 9th 5 \n", "7 52 Self-emp-not-inc 209642 HS-grad 9 \n", "8 31 Private 45781 Masters 14 \n", "9 42 Private 159449 Bachelors 13 \n", "10 37 Private 280464 Some-college 10 \n", "11 30 State-gov 141297 Bachelors 13 \n", "12 23 Private 122272 Bachelors 13 \n", "13 32 Private 205019 Assoc-acdm 12 \n", "14 40 Private 121772 Assoc-voc 11 \n", "15 34 Private 245487 7th-8th 4 \n", "16 25 Self-emp-not-inc 176756 HS-grad 9 \n", "17 32 Private 186824 HS-grad 9 \n", "18 38 Private 28887 11th 7 \n", "19 43 Self-emp-not-inc 292175 Masters 14 \n", "20 40 Private 193524 Doctorate 16 \n", "21 54 Private 302146 HS-grad 9 \n", "22 35 Federal-gov 76845 9th 5 \n", "23 43 Private 117037 11th 7 \n", "24 59 Private 109015 HS-grad 9 \n", "25 56 Local-gov 216851 Bachelors 13 \n", "26 19 Private 168294 HS-grad 9 \n", "27 54 ? 180211 Some-college 10 \n", "28 39 Private 367260 HS-grad 9 \n", "29 49 Private 193366 HS-grad 9 \n", "... ... ... ... ... ... \n", "32531 30 ? 33811 Bachelors 13 \n", "32532 34 Private 204461 Doctorate 16 \n", "32533 54 Private 337992 Bachelors 13 \n", "32534 37 Private 179137 Some-college 10 \n", "32535 22 Private 325033 12th 8 \n", "32536 34 Private 160216 Bachelors 13 \n", "32537 30 Private 345898 HS-grad 9 \n", "32538 38 Private 139180 Bachelors 13 \n", "32539 71 ? 287372 Doctorate 16 \n", "32540 45 State-gov 252208 HS-grad 9 \n", "32541 41 ? 202822 HS-grad 9 \n", "32542 72 ? 129912 HS-grad 9 \n", "32543 45 Local-gov 119199 Assoc-acdm 12 \n", "32544 31 Private 199655 Masters 14 \n", "32545 39 Local-gov 111499 Assoc-acdm 12 \n", "32546 37 Private 198216 Assoc-acdm 12 \n", "32547 43 Private 260761 HS-grad 9 \n", "32548 65 Self-emp-not-inc 99359 Prof-school 15 \n", "32549 43 State-gov 255835 Some-college 10 \n", "32550 43 Self-emp-not-inc 27242 Some-college 10 \n", "32551 32 Private 34066 10th 6 \n", "32552 43 Private 84661 Assoc-voc 11 \n", "32553 32 Private 116138 Masters 14 \n", "32554 53 Private 321865 Masters 14 \n", "32555 22 Private 310152 Some-college 10 \n", "32556 27 Private 257302 Assoc-acdm 12 \n", "32557 40 Private 154374 HS-grad 9 \n", "32558 58 Private 151910 HS-grad 9 \n", "32559 22 Private 201490 HS-grad 9 \n", "32560 52 Self-emp-inc 287927 HS-grad 9 \n", "\n", " marital-status occupation relationship \\\n", "0 Never-married Adm-clerical Not-in-family \n", "1 Married-civ-spouse Exec-managerial Husband \n", "2 Divorced Handlers-cleaners Not-in-family \n", "3 Married-civ-spouse Handlers-cleaners Husband \n", "4 Married-civ-spouse Prof-specialty Wife \n", "5 Married-civ-spouse Exec-managerial Wife \n", "6 Married-spouse-absent Other-service Not-in-family \n", "7 Married-civ-spouse Exec-managerial Husband \n", "8 Never-married Prof-specialty Not-in-family \n", "9 Married-civ-spouse Exec-managerial Husband \n", "10 Married-civ-spouse Exec-managerial Husband \n", "11 Married-civ-spouse Prof-specialty Husband \n", "12 Never-married Adm-clerical Own-child \n", "13 Never-married Sales Not-in-family \n", "14 Married-civ-spouse Craft-repair Husband \n", "15 Married-civ-spouse Transport-moving Husband \n", "16 Never-married Farming-fishing Own-child \n", "17 Never-married Machine-op-inspct Unmarried \n", "18 Married-civ-spouse Sales Husband \n", "19 Divorced Exec-managerial Unmarried \n", "20 Married-civ-spouse Prof-specialty Husband \n", "21 Separated Other-service Unmarried \n", "22 Married-civ-spouse Farming-fishing Husband \n", "23 Married-civ-spouse Transport-moving Husband \n", "24 Divorced Tech-support Unmarried \n", "25 Married-civ-spouse Tech-support Husband \n", "26 Never-married Craft-repair Own-child \n", "27 Married-civ-spouse ? Husband \n", "28 Divorced Exec-managerial Not-in-family \n", "29 Married-civ-spouse Craft-repair Husband \n", "... ... ... ... \n", "32531 Never-married ? Not-in-family \n", "32532 Married-civ-spouse Prof-specialty Husband \n", "32533 Married-civ-spouse Exec-managerial Husband \n", "32534 Divorced Adm-clerical Unmarried \n", "32535 Never-married Protective-serv Own-child \n", "32536 Never-married Exec-managerial Not-in-family \n", "32537 Never-married Craft-repair Not-in-family \n", "32538 Divorced Prof-specialty Unmarried \n", "32539 Married-civ-spouse ? Husband \n", "32540 Separated Adm-clerical Own-child \n", "32541 Separated ? Not-in-family \n", "32542 Married-civ-spouse ? Husband \n", "32543 Divorced Prof-specialty Unmarried \n", "32544 Divorced Other-service Not-in-family \n", "32545 Married-civ-spouse Adm-clerical Wife \n", "32546 Divorced Tech-support Not-in-family \n", "32547 Married-civ-spouse Machine-op-inspct Husband \n", "32548 Never-married Prof-specialty Not-in-family \n", "32549 Divorced Adm-clerical Other-relative \n", "32550 Married-civ-spouse Craft-repair Husband \n", "32551 Married-civ-spouse Handlers-cleaners Husband \n", "32552 Married-civ-spouse Sales Husband \n", "32553 Never-married Tech-support Not-in-family \n", "32554 Married-civ-spouse Exec-managerial Husband \n", "32555 Never-married Protective-serv Not-in-family \n", "32556 Married-civ-spouse Tech-support Wife \n", "32557 Married-civ-spouse Machine-op-inspct Husband \n", "32558 Widowed Adm-clerical Unmarried \n", "32559 Never-married Adm-clerical Own-child \n", "32560 Married-civ-spouse Exec-managerial Wife \n", "\n", " race sex captial-gain capital-loss hours \\\n", "0 White Male 2174 0 40 \n", "1 White Male 0 0 13 \n", "2 White Male 0 0 40 \n", "3 Black Male 0 0 40 \n", "4 Black Female 0 0 40 \n", "5 White Female 0 0 40 \n", "6 Black Female 0 0 16 \n", "7 White Male 0 0 45 \n", "8 White Female 14084 0 50 \n", "9 White Male 5178 0 40 \n", "10 Black Male 0 0 80 \n", "11 Asian-Pac-Islander Male 0 0 40 \n", "12 White Female 0 0 30 \n", "13 Black Male 0 0 50 \n", "14 Asian-Pac-Islander Male 0 0 40 \n", "15 Amer-Indian-Eskimo Male 0 0 45 \n", "16 White Male 0 0 35 \n", "17 White Male 0 0 40 \n", "18 White Male 0 0 50 \n", "19 White Female 0 0 45 \n", "20 White Male 0 0 60 \n", "21 Black Female 0 0 20 \n", "22 Black Male 0 0 40 \n", "23 White Male 0 2042 40 \n", "24 White Female 0 0 40 \n", "25 White Male 0 0 40 \n", "26 White Male 0 0 40 \n", "27 Asian-Pac-Islander Male 0 0 60 \n", "28 White Male 0 0 80 \n", "29 White Male 0 0 40 \n", "... ... ... ... ... ... \n", "32531 Asian-Pac-Islander Female 0 0 99 \n", "32532 White Male 0 0 60 \n", "32533 Asian-Pac-Islander Male 0 0 50 \n", "32534 White Female 0 0 39 \n", "32535 Black Male 0 0 35 \n", "32536 White Female 0 0 55 \n", "32537 Black Male 0 0 46 \n", "32538 Black Female 15020 0 45 \n", "32539 White Male 0 0 10 \n", "32540 White Female 0 0 40 \n", "32541 Black Female 0 0 32 \n", "32542 White Male 0 0 25 \n", "32543 White Female 0 0 48 \n", "32544 Other Female 0 0 30 \n", "32545 White Female 0 0 20 \n", "32546 White Female 0 0 40 \n", "32547 White Male 0 0 40 \n", "32548 White Male 1086 0 60 \n", "32549 White Female 0 0 40 \n", "32550 White Male 0 0 50 \n", "32551 Amer-Indian-Eskimo Male 0 0 40 \n", "32552 White Male 0 0 45 \n", "32553 Asian-Pac-Islander Male 0 0 11 \n", "32554 White Male 0 0 40 \n", "32555 White Male 0 0 40 \n", "32556 White Female 0 0 38 \n", "32557 White Male 0 0 40 \n", "32558 White Female 0 0 40 \n", "32559 White Male 0 0 20 \n", "32560 White Female 15024 0 40 \n", "\n", " native-country income \n", "0 United-States <=50K \n", "1 United-States <=50K \n", "2 United-States <=50K \n", "3 United-States <=50K \n", "4 Cuba <=50K \n", "5 United-States <=50K \n", "6 Jamaica <=50K \n", "7 United-States >50K \n", "8 United-States >50K \n", "9 United-States >50K \n", "10 United-States >50K \n", "11 India >50K \n", "12 United-States <=50K \n", "13 United-States <=50K \n", "14 ? >50K \n", "15 Mexico <=50K \n", "16 United-States <=50K \n", "17 United-States <=50K \n", "18 United-States <=50K \n", "19 United-States >50K \n", "20 United-States >50K \n", "21 United-States <=50K \n", "22 United-States <=50K \n", "23 United-States <=50K \n", "24 United-States <=50K \n", "25 United-States >50K \n", "26 United-States <=50K \n", "27 South >50K \n", "28 United-States <=50K \n", "29 United-States <=50K \n", "... ... ... \n", "32531 United-States <=50K \n", "32532 United-States >50K \n", "32533 Japan >50K \n", "32534 United-States <=50K \n", "32535 United-States <=50K \n", "32536 United-States >50K \n", "32537 United-States <=50K \n", "32538 United-States >50K \n", "32539 United-States >50K \n", "32540 United-States <=50K \n", "32541 United-States <=50K \n", "32542 United-States <=50K \n", "32543 United-States <=50K \n", "32544 United-States <=50K \n", "32545 United-States >50K \n", "32546 United-States <=50K \n", "32547 Mexico <=50K \n", "32548 United-States <=50K \n", "32549 United-States <=50K \n", "32550 United-States <=50K \n", "32551 United-States <=50K \n", "32552 United-States <=50K \n", "32553 Taiwan <=50K \n", "32554 United-States >50K \n", "32555 United-States <=50K \n", "32556 United-States <=50K \n", "32557 United-States >50K \n", "32558 United-States <=50K \n", "32559 United-States <=50K \n", "32560 United-States >50K \n", "\n", "[32561 rows x 15 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Scrubbing and cleaning\n", "We need to remove any null entries in Income. \n", "And we also want to restrict this study to the United States." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false }, "outputs": [], "source": [ "data = data[~pd.isnull(data['income'])]\n" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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ageworkclassfnlwgteducation-categoricaleducmarital-statusoccupationrelationshipracesexcaptial-gaincapital-losshoursnative-countryincome
039State-gov77516Bachelors13Never-marriedAdm-clericalNot-in-familyWhiteMale2174040United-States<=50K
150Self-emp-not-inc83311Bachelors13Married-civ-spouseExec-managerialHusbandWhiteMale0013United-States<=50K
238Private215646HS-grad9DivorcedHandlers-cleanersNot-in-familyWhiteMale0040United-States<=50K
353Private23472111th7Married-civ-spouseHandlers-cleanersHusbandBlackMale0040United-States<=50K
537Private284582Masters14Married-civ-spouseExec-managerialWifeWhiteFemale0040United-States<=50K
752Self-emp-not-inc209642HS-grad9Married-civ-spouseExec-managerialHusbandWhiteMale0045United-States>50K
831Private45781Masters14Never-marriedProf-specialtyNot-in-familyWhiteFemale14084050United-States>50K
942Private159449Bachelors13Married-civ-spouseExec-managerialHusbandWhiteMale5178040United-States>50K
1037Private280464Some-college10Married-civ-spouseExec-managerialHusbandBlackMale0080United-States>50K
1223Private122272Bachelors13Never-marriedAdm-clericalOwn-childWhiteFemale0030United-States<=50K
1332Private205019Assoc-acdm12Never-marriedSalesNot-in-familyBlackMale0050United-States<=50K
1625Self-emp-not-inc176756HS-grad9Never-marriedFarming-fishingOwn-childWhiteMale0035United-States<=50K
1732Private186824HS-grad9Never-marriedMachine-op-inspctUnmarriedWhiteMale0040United-States<=50K
1838Private2888711th7Married-civ-spouseSalesHusbandWhiteMale0050United-States<=50K
1943Self-emp-not-inc292175Masters14DivorcedExec-managerialUnmarriedWhiteFemale0045United-States>50K
2040Private193524Doctorate16Married-civ-spouseProf-specialtyHusbandWhiteMale0060United-States>50K
2154Private302146HS-grad9SeparatedOther-serviceUnmarriedBlackFemale0020United-States<=50K
2235Federal-gov768459th5Married-civ-spouseFarming-fishingHusbandBlackMale0040United-States<=50K
2343Private11703711th7Married-civ-spouseTransport-movingHusbandWhiteMale0204240United-States<=50K
2459Private109015HS-grad9DivorcedTech-supportUnmarriedWhiteFemale0040United-States<=50K
2556Local-gov216851Bachelors13Married-civ-spouseTech-supportHusbandWhiteMale0040United-States>50K
2619Private168294HS-grad9Never-marriedCraft-repairOwn-childWhiteMale0040United-States<=50K
2839Private367260HS-grad9DivorcedExec-managerialNot-in-familyWhiteMale0080United-States<=50K
2949Private193366HS-grad9Married-civ-spouseCraft-repairHusbandWhiteMale0040United-States<=50K
3023Local-gov190709Assoc-acdm12Never-marriedProtective-servNot-in-familyWhiteMale0052United-States<=50K
3120Private266015Some-college10Never-marriedSalesOwn-childBlackMale0044United-States<=50K
3245Private386940Bachelors13DivorcedExec-managerialOwn-childWhiteMale0140840United-States<=50K
3330Federal-gov59951Some-college10Married-civ-spouseAdm-clericalOwn-childWhiteMale0040United-States<=50K
3422State-gov311512Some-college10Married-civ-spouseOther-serviceHusbandBlackMale0015United-States<=50K
3621Private197200Some-college10Never-marriedMachine-op-inspctOwn-childWhiteMale0040United-States<=50K
................................................
3252831Private292592HS-grad9Married-civ-spouseMachine-op-inspctWifeWhiteFemale0040United-States<=50K
3252929Private125976HS-grad9SeparatedSalesUnmarriedWhiteFemale0035United-States<=50K
3253035?320084Bachelors13Married-civ-spouse?WifeWhiteFemale0055United-States>50K
3253130?33811Bachelors13Never-married?Not-in-familyAsian-Pac-IslanderFemale0099United-States<=50K
3253234Private204461Doctorate16Married-civ-spouseProf-specialtyHusbandWhiteMale0060United-States>50K
3253437Private179137Some-college10DivorcedAdm-clericalUnmarriedWhiteFemale0039United-States<=50K
3253522Private32503312th8Never-marriedProtective-servOwn-childBlackMale0035United-States<=50K
3253634Private160216Bachelors13Never-marriedExec-managerialNot-in-familyWhiteFemale0055United-States>50K
3253730Private345898HS-grad9Never-marriedCraft-repairNot-in-familyBlackMale0046United-States<=50K
3253838Private139180Bachelors13DivorcedProf-specialtyUnmarriedBlackFemale15020045United-States>50K
3253971?287372Doctorate16Married-civ-spouse?HusbandWhiteMale0010United-States>50K
3254045State-gov252208HS-grad9SeparatedAdm-clericalOwn-childWhiteFemale0040United-States<=50K
3254141?202822HS-grad9Separated?Not-in-familyBlackFemale0032United-States<=50K
3254272?129912HS-grad9Married-civ-spouse?HusbandWhiteMale0025United-States<=50K
3254345Local-gov119199Assoc-acdm12DivorcedProf-specialtyUnmarriedWhiteFemale0048United-States<=50K
3254431Private199655Masters14DivorcedOther-serviceNot-in-familyOtherFemale0030United-States<=50K
3254539Local-gov111499Assoc-acdm12Married-civ-spouseAdm-clericalWifeWhiteFemale0020United-States>50K
3254637Private198216Assoc-acdm12DivorcedTech-supportNot-in-familyWhiteFemale0040United-States<=50K
3254865Self-emp-not-inc99359Prof-school15Never-marriedProf-specialtyNot-in-familyWhiteMale1086060United-States<=50K
3254943State-gov255835Some-college10DivorcedAdm-clericalOther-relativeWhiteFemale0040United-States<=50K
3255043Self-emp-not-inc27242Some-college10Married-civ-spouseCraft-repairHusbandWhiteMale0050United-States<=50K
3255132Private3406610th6Married-civ-spouseHandlers-cleanersHusbandAmer-Indian-EskimoMale0040United-States<=50K
3255243Private84661Assoc-voc11Married-civ-spouseSalesHusbandWhiteMale0045United-States<=50K
3255453Private321865Masters14Married-civ-spouseExec-managerialHusbandWhiteMale0040United-States>50K
3255522Private310152Some-college10Never-marriedProtective-servNot-in-familyWhiteMale0040United-States<=50K
3255627Private257302Assoc-acdm12Married-civ-spouseTech-supportWifeWhiteFemale0038United-States<=50K
3255740Private154374HS-grad9Married-civ-spouseMachine-op-inspctHusbandWhiteMale0040United-States>50K
3255858Private151910HS-grad9WidowedAdm-clericalUnmarriedWhiteFemale0040United-States<=50K
3255922Private201490HS-grad9Never-marriedAdm-clericalOwn-childWhiteMale0020United-States<=50K
3256052Self-emp-inc287927HS-grad9Married-civ-spouseExec-managerialWifeWhiteFemale15024040United-States>50K
\n", "

29170 rows × 15 columns

\n", "
" ], "text/plain": [ " age workclass fnlwgt education-categorical educ \\\n", "0 39 State-gov 77516 Bachelors 13 \n", "1 50 Self-emp-not-inc 83311 Bachelors 13 \n", "2 38 Private 215646 HS-grad 9 \n", "3 53 Private 234721 11th 7 \n", "5 37 Private 284582 Masters 14 \n", "7 52 Self-emp-not-inc 209642 HS-grad 9 \n", "8 31 Private 45781 Masters 14 \n", "9 42 Private 159449 Bachelors 13 \n", "10 37 Private 280464 Some-college 10 \n", "12 23 Private 122272 Bachelors 13 \n", "13 32 Private 205019 Assoc-acdm 12 \n", "16 25 Self-emp-not-inc 176756 HS-grad 9 \n", "17 32 Private 186824 HS-grad 9 \n", "18 38 Private 28887 11th 7 \n", "19 43 Self-emp-not-inc 292175 Masters 14 \n", "20 40 Private 193524 Doctorate 16 \n", "21 54 Private 302146 HS-grad 9 \n", "22 35 Federal-gov 76845 9th 5 \n", "23 43 Private 117037 11th 7 \n", "24 59 Private 109015 HS-grad 9 \n", "25 56 Local-gov 216851 Bachelors 13 \n", "26 19 Private 168294 HS-grad 9 \n", "28 39 Private 367260 HS-grad 9 \n", "29 49 Private 193366 HS-grad 9 \n", "30 23 Local-gov 190709 Assoc-acdm 12 \n", "31 20 Private 266015 Some-college 10 \n", "32 45 Private 386940 Bachelors 13 \n", "33 30 Federal-gov 59951 Some-college 10 \n", "34 22 State-gov 311512 Some-college 10 \n", "36 21 Private 197200 Some-college 10 \n", "... ... ... ... ... ... \n", "32528 31 Private 292592 HS-grad 9 \n", "32529 29 Private 125976 HS-grad 9 \n", "32530 35 ? 320084 Bachelors 13 \n", "32531 30 ? 33811 Bachelors 13 \n", "32532 34 Private 204461 Doctorate 16 \n", "32534 37 Private 179137 Some-college 10 \n", "32535 22 Private 325033 12th 8 \n", "32536 34 Private 160216 Bachelors 13 \n", "32537 30 Private 345898 HS-grad 9 \n", "32538 38 Private 139180 Bachelors 13 \n", "32539 71 ? 287372 Doctorate 16 \n", "32540 45 State-gov 252208 HS-grad 9 \n", "32541 41 ? 202822 HS-grad 9 \n", "32542 72 ? 129912 HS-grad 9 \n", "32543 45 Local-gov 119199 Assoc-acdm 12 \n", "32544 31 Private 199655 Masters 14 \n", "32545 39 Local-gov 111499 Assoc-acdm 12 \n", "32546 37 Private 198216 Assoc-acdm 12 \n", "32548 65 Self-emp-not-inc 99359 Prof-school 15 \n", "32549 43 State-gov 255835 Some-college 10 \n", "32550 43 Self-emp-not-inc 27242 Some-college 10 \n", "32551 32 Private 34066 10th 6 \n", "32552 43 Private 84661 Assoc-voc 11 \n", "32554 53 Private 321865 Masters 14 \n", "32555 22 Private 310152 Some-college 10 \n", "32556 27 Private 257302 Assoc-acdm 12 \n", "32557 40 Private 154374 HS-grad 9 \n", "32558 58 Private 151910 HS-grad 9 \n", "32559 22 Private 201490 HS-grad 9 \n", "32560 52 Self-emp-inc 287927 HS-grad 9 \n", "\n", " marital-status occupation relationship \\\n", "0 Never-married Adm-clerical Not-in-family \n", "1 Married-civ-spouse Exec-managerial Husband \n", "2 Divorced Handlers-cleaners Not-in-family \n", "3 Married-civ-spouse Handlers-cleaners Husband \n", "5 Married-civ-spouse Exec-managerial Wife \n", "7 Married-civ-spouse Exec-managerial Husband \n", "8 Never-married Prof-specialty Not-in-family \n", "9 Married-civ-spouse Exec-managerial Husband \n", "10 Married-civ-spouse Exec-managerial Husband \n", "12 Never-married Adm-clerical Own-child \n", "13 Never-married Sales Not-in-family \n", "16 Never-married Farming-fishing Own-child \n", "17 Never-married Machine-op-inspct Unmarried \n", "18 Married-civ-spouse Sales Husband \n", "19 Divorced Exec-managerial Unmarried \n", "20 Married-civ-spouse Prof-specialty Husband \n", "21 Separated Other-service Unmarried \n", "22 Married-civ-spouse Farming-fishing Husband \n", "23 Married-civ-spouse Transport-moving Husband \n", "24 Divorced Tech-support Unmarried \n", "25 Married-civ-spouse Tech-support Husband \n", "26 Never-married Craft-repair Own-child \n", "28 Divorced Exec-managerial Not-in-family \n", "29 Married-civ-spouse Craft-repair Husband \n", "30 Never-married Protective-serv Not-in-family \n", "31 Never-married Sales Own-child \n", "32 Divorced Exec-managerial Own-child \n", "33 Married-civ-spouse Adm-clerical Own-child \n", "34 Married-civ-spouse Other-service Husband \n", "36 Never-married Machine-op-inspct Own-child \n", "... ... ... ... \n", "32528 Married-civ-spouse Machine-op-inspct Wife \n", "32529 Separated Sales Unmarried \n", "32530 Married-civ-spouse ? Wife \n", "32531 Never-married ? Not-in-family \n", "32532 Married-civ-spouse Prof-specialty Husband \n", "32534 Divorced Adm-clerical Unmarried \n", "32535 Never-married Protective-serv Own-child \n", "32536 Never-married Exec-managerial Not-in-family \n", "32537 Never-married Craft-repair Not-in-family \n", "32538 Divorced Prof-specialty Unmarried \n", "32539 Married-civ-spouse ? Husband \n", "32540 Separated Adm-clerical Own-child \n", "32541 Separated ? Not-in-family \n", "32542 Married-civ-spouse ? Husband \n", "32543 Divorced Prof-specialty Unmarried \n", "32544 Divorced Other-service Not-in-family \n", "32545 Married-civ-spouse Adm-clerical Wife \n", "32546 Divorced Tech-support Not-in-family \n", "32548 Never-married Prof-specialty Not-in-family \n", "32549 Divorced Adm-clerical Other-relative \n", "32550 Married-civ-spouse Craft-repair Husband \n", "32551 Married-civ-spouse Handlers-cleaners Husband \n", "32552 Married-civ-spouse Sales Husband \n", "32554 Married-civ-spouse Exec-managerial Husband \n", "32555 Never-married Protective-serv Not-in-family \n", "32556 Married-civ-spouse Tech-support Wife \n", "32557 Married-civ-spouse Machine-op-inspct Husband \n", "32558 Widowed Adm-clerical Unmarried \n", "32559 Never-married Adm-clerical Own-child \n", "32560 Married-civ-spouse Exec-managerial Wife \n", "\n", " race sex captial-gain capital-loss hours \\\n", "0 White Male 2174 0 40 \n", "1 White Male 0 0 13 \n", "2 White Male 0 0 40 \n", "3 Black Male 0 0 40 \n", "5 White Female 0 0 40 \n", "7 White Male 0 0 45 \n", "8 White Female 14084 0 50 \n", "9 White Male 5178 0 40 \n", "10 Black Male 0 0 80 \n", "12 White Female 0 0 30 \n", "13 Black Male 0 0 50 \n", "16 White Male 0 0 35 \n", "17 White Male 0 0 40 \n", "18 White Male 0 0 50 \n", "19 White Female 0 0 45 \n", "20 White Male 0 0 60 \n", "21 Black Female 0 0 20 \n", "22 Black Male 0 0 40 \n", "23 White Male 0 2042 40 \n", "24 White Female 0 0 40 \n", "25 White Male 0 0 40 \n", "26 White Male 0 0 40 \n", "28 White Male 0 0 80 \n", "29 White Male 0 0 40 \n", "30 White Male 0 0 52 \n", "31 Black Male 0 0 44 \n", "32 White Male 0 1408 40 \n", "33 White Male 0 0 40 \n", "34 Black Male 0 0 15 \n", "36 White Male 0 0 40 \n", "... ... ... ... ... ... \n", "32528 White Female 0 0 40 \n", "32529 White Female 0 0 35 \n", "32530 White Female 0 0 55 \n", "32531 Asian-Pac-Islander Female 0 0 99 \n", "32532 White Male 0 0 60 \n", "32534 White Female 0 0 39 \n", "32535 Black Male 0 0 35 \n", "32536 White Female 0 0 55 \n", "32537 Black Male 0 0 46 \n", "32538 Black Female 15020 0 45 \n", "32539 White Male 0 0 10 \n", "32540 White Female 0 0 40 \n", "32541 Black Female 0 0 32 \n", "32542 White Male 0 0 25 \n", "32543 White Female 0 0 48 \n", "32544 Other Female 0 0 30 \n", "32545 White Female 0 0 20 \n", "32546 White Female 0 0 40 \n", "32548 White Male 1086 0 60 \n", "32549 White Female 0 0 40 \n", "32550 White Male 0 0 50 \n", "32551 Amer-Indian-Eskimo Male 0 0 40 \n", "32552 White Male 0 0 45 \n", "32554 White Male 0 0 40 \n", "32555 White Male 0 0 40 \n", "32556 White Female 0 0 38 \n", "32557 White Male 0 0 40 \n", "32558 White Female 0 0 40 \n", "32559 White Male 0 0 20 \n", "32560 White Female 15024 0 40 \n", "\n", " native-country income \n", "0 United-States <=50K \n", "1 United-States <=50K \n", "2 United-States <=50K \n", "3 United-States <=50K \n", "5 United-States <=50K \n", "7 United-States >50K \n", "8 United-States >50K \n", "9 United-States >50K \n", "10 United-States >50K \n", "12 United-States <=50K \n", "13 United-States <=50K \n", "16 United-States <=50K \n", "17 United-States <=50K \n", "18 United-States <=50K \n", "19 United-States >50K \n", "20 United-States >50K \n", "21 United-States <=50K \n", "22 United-States <=50K \n", "23 United-States <=50K \n", "24 United-States <=50K \n", "25 United-States >50K \n", "26 United-States <=50K \n", "28 United-States <=50K \n", "29 United-States <=50K \n", "30 United-States <=50K \n", "31 United-States <=50K \n", "32 United-States <=50K \n", "33 United-States <=50K \n", "34 United-States <=50K \n", "36 United-States <=50K \n", "... ... ... \n", "32528 United-States <=50K \n", "32529 United-States <=50K \n", "32530 United-States >50K \n", "32531 United-States <=50K \n", "32532 United-States >50K \n", "32534 United-States <=50K \n", "32535 United-States <=50K \n", "32536 United-States >50K \n", "32537 United-States <=50K \n", "32538 United-States >50K \n", "32539 United-States >50K \n", "32540 United-States <=50K \n", "32541 United-States <=50K \n", "32542 United-States <=50K \n", "32543 United-States <=50K \n", "32544 United-States <=50K \n", "32545 United-States >50K \n", "32546 United-States <=50K \n", "32548 United-States <=50K \n", "32549 United-States <=50K \n", "32550 United-States <=50K \n", "32551 United-States <=50K \n", "32552 United-States <=50K \n", "32554 United-States >50K \n", "32555 United-States <=50K \n", "32556 United-States <=50K \n", "32557 United-States >50K \n", "32558 United-States <=50K \n", "32559 United-States <=50K \n", "32560 United-States >50K \n", "\n", "[29170 rows x 15 columns]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data[data['native-country']==\" United-States\"]" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [], "source": [ "income = 1 * (data['income'] == \" >50K\")\n", "age2 = np.square(data['age'])" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false }, "outputs": [], "source": [ "data = data[['age', 'educ', 'hours']]\n", "data['age2'] = age2\n", "data['income'] = income" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "0 24720\n", "1 7841\n", "Name: income, dtype: int64" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "income.value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exploring the data \n", "Let us get a feel for the parameters. \n", "* We see that age is a tailed distribution. Certainly not Gaussian!\n", "* We don't see much of a correlation between many of the features, with the exception of Age and Age2. \n", "* Hours worked has some interesting behaviour. How would one describe this distribution? \n" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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J6EYQRMURTzHY9+FATvjoljWNUMqkBXMl1dt0giFjC+w6AFMLRasyqAQLDVRd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hYAMDw8DL9/4UUoKRQK5VKhp5aQl9cHncT0q4ag9MLn11WRTdZbI7bvryg/jAY4bCaVKsZhM4Ex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\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XkS+LSCc4RDgaDVEDt1qHoGgolAVkkyEEAwQ01bxdvNqQEQsztp1UhEGxLqNQFnF4PIJq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\nf8t3Op3QaDT8hBsAdHV1wefzYevWrQgGg4L1J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URcL5og553JFUp8VCfXJww6cgSZuDQ5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\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F2GtHsSQg7LOr9vXKW0NY2Ck5n/C8gJOxNCEIbMXGS1uQyZeUuRJwW5HOlfDIr/fjj6/r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WrRrVevXhCJRLhw4QLi4uIAAGfPnkXfvn0N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\ntOhGCCGEEEIIIYQQQoid/X/Lus/VFy+lKwAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "g = seaborn.pairplot(data)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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4cbngggty2mmnZcCAAenWrVur7wEAgL2nqa7b7m9qgx7tuHfLli25+uqr85Of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\n8rvf/S5XXHFFDjnkkIwcObL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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Compute the correlation matrix\n", "corr = data.corr()\n", "\n", "# Generate a mask for the upper triangle\n", "mask = np.zeros_like(corr, dtype=np.bool)\n", "mask[np.triu_indices_from(mask)] = True\n", "\n", "# Set up the matplotlib figure\n", "f, ax = plt.subplots(figsize=(11, 9))\n", "\n", "# Generate a custom diverging colormap\n", "cmap = seaborn.diverging_palette(220, 10, as_cmap=True)\n", "\n", "# Draw the heatmap with the mask and correct aspect ratio\n", "seaborn.heatmap(corr, mask=mask, cmap=cmap, vmax=.3,\n", " linewidths=.5, cbar_kws={\"shrink\": .5}, ax=ax)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We see here not many strong correlations. The highest is 0.30 according to this plot. We see a weak-correlation between hours and income \n", "(which is logical), we see a slighty stronger correlation between education and income (which is the kind of question we are answering)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## The model\n", "We will use a simple model, which assumes that the probability of making more than $50K \n", "is a function of age, years of education and hours worked per week. We will use PyMC3 \n", "do inference. \n", "\n", "In Bayesian statistics, we treat everything as a random variable and we want to know the posterior probability distribution of the parameters\n", "(in this case the regression coefficients)\n", "The posterior is equal to the likelihood $$p(\\theta | D) = \\frac{p(D|\\theta)p(\\theta)}{p(D)}$$\n", "\n", "Because the denominator is a notoriously difficult integral, $p(D) = \\int p(D | \\theta) p(\\theta) d \\theta $ we would prefer to skip computing it. Fortunately, if we draw examples from the parameter space, with probability proportional to the height of the posterior at any given point, we end up with an empirical distribution that converges to the posterior as the number of samples approaches infinity. \n", "\n", "What this means in practice is that we only need to worry about the numerator. \n", "\n", "Getting back to logistic regression, we need to specify a prior and a likelihood in order to draw samples from the posterior. We could use sociological knowledge about the effects of age and education on income, but instead, let's use the default prior specification for GLM coefficients that PyMC3 gives us, which is $p(θ)=N(0,10^{12}I)$. This is a very vague prior that will let the data speak for themselves.\n", "\n", "The likelihood is the product of n Bernoulli trials, $\\prod^{n}_{i=1} p_{i}^{y} (1 - p_{i})^{1-y_{i}}$,\n", "where $p_i = \\frac{1}{1 + e^{-z_i}}$, \n", "\n", "$z_{i} = \\beta_{0} + \\beta_{1}(age)_{i} + \\beta_2(age)^{2}_{i} + \\beta_{3}(educ)_{i} + \\beta_{4}(hours)_{i}$ and $y_{i} = 1$ if income is greater than 50K and $y_{i} = 0$ otherwise. \n", "\n", "With the math out of the way we can get back to the data. Here I use PyMC3 to draw samples from the posterior. The sampling algorithm used is NUTS, which is a form of Hamiltonian Monte Carlo, in which parameteres are tuned automatically. Notice, that we get to borrow the syntax of specifying GLM's from R, very convenient! I use a convenience function from above to plot the trace infromation from the first 1000 parameters. " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false, "scrolled": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Auto-assigning NUTS sampler...\n", "Initializing NUTS using advi...\n", " 7%|▋ | 34842/500000 [01:13<15:33, 498.45it/s]" ] } ], "source": [ "with pm.Model() as logistic_model:\n", " pm.glm.glm('income ~ age + age2 + educ', data, family=pm.glm.families.Binomial())\n", " trace_logistic_model = pm.sample(2000, progressbar=True)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false }, "outputs": [], "source": [ "plot_traces(trace_logistic_model, retain=1000)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Some results \n", "One of the major benefits that makes Bayesian data analysis worth the extra computational effort in many circumstances is that we can be explicit about our uncertainty. Maximum likelihood returns a number, but how certain can we be that we found the right number? Instead, Bayesian inference returns a distribution over parameter values.\n", "\n", "I'll use seaborn to look at the distribution of some of these factors. " ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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RQAEAAFiigAIAALCU9wIqGo3q4osv1kEHHaQpU6ZoyZIlXd6zfv16jR8/Xi+88EK+0wEA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\ng+J5ZXvdNp7324P5jJfLZ8x23NTUpub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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(9,7))\n", "trace = trace_logistic_model[1000:]\n", "seaborn.jointplot(trace['age'], trace['educ'], kind=\"hex\", color=\"#4CB391\")\n", "plt.xlabel(\"beta_age\")\n", "plt.ylabel(\"beta_educ\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So how do age and education affect the probability of making more than $$50K?$ To answer this question, we can show how the probability of making more than $50K changes with age for a few different education levels. Here, we assume that the number of hours worked per week is fixed at 50. PyMC3 gives us a convenient way to plot the posterior predictive distribution. We need to give the function a linear model and a set of points to evaluate. We will pass in three different linear models: one with educ == 12 (finished high school), one with educ == 16 (finished undergrad) and one with educ == 19 (three years of grad school)." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Linear model with hours == 50 and educ == 12\n", "lm = lambda x, samples: 1 / (1 + np.exp(-(samples['Intercept'] + \n", " samples['age']*x + \n", " samples['age2']*np.square(x) + \n", " samples['educ']*12 + \n", " samples['hours']*50)))\n", "\n", "# Linear model with hours == 50 and educ == 16\n", "lm2 = lambda x, samples: 1 / (1 + np.exp(-(samples['Intercept'] + \n", " samples['age']*x + \n", " samples['age2']*np.square(x) + \n", " samples['educ']*16 + \n", " samples['hours']*50)))\n", "\n", "# Linear model with hours == 50 and educ == 19\n", "lm3 = lambda x, samples: 1 / (1 + np.exp(-(samples['Intercept'] + \n", " samples['age']*x + \n", " samples['age2']*np.square(x) + \n", " samples['educ']*19 + \n", " samples['hours']*50)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "Each curve shows how the probability of earning more than $ 50K$ changes with age. The red curve represents 19 years of education, the green curve represents 16 years of education and the blue curve represents 12 years of education. For all three education levels, the probability of making more than $50K increases with age until approximately age 60, when the probability begins to drop off. Notice that each curve is a little blurry. This is because we are actually plotting 100 different curves for each level of education. Each curve is a draw from our posterior distribution. Because the curves are somewhat translucent, we can interpret dark, narrow portions of a curve as places where we have low uncertainty and light, spread out portions of the curve as places where we have somewhat higher uncertainty about our coefficient values." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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iAQAAAEcrdxBOS0vTzJkzNWDAALVq1Uo1atSQu7u7rFarfv31V33++edKTEzU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\nIiIiYpMUhEVERETEJikIi4iIiIhN+n89FrOWy0GkqAAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot the posterior predictive distributions of P(income > $50K) vs. age\n", "pm.glm.plot_posterior_predictive(trace, eval=np.linspace(25, 75, 1000), lm=lm, samples=100, color=\"blue\", alpha=.15)\n", "pm.glm.plot_posterior_predictive(trace, eval=np.linspace(25, 75, 1000), lm=lm2, samples=100, color=\"green\", alpha=.15)\n", "pm.glm.plot_posterior_predictive(trace, eval=np.linspace(25, 75, 1000), lm=lm3, samples=100, color=\"red\", alpha=.15)\n", "import matplotlib.lines as mlines\n", "blue_line = mlines.Line2D(['lm'], [], color='b', label='High School Education')\n", "green_line = mlines.Line2D(['lm2'], [], color='g', label='Bachelors')\n", "red_line = mlines.Line2D(['lm3'], [], color='r', label='Grad School')\n", "plt.legend(handles=[blue_line, green_line, red_line], loc='lower right')\n", "plt.ylabel(\"P(Income > $50K)\")\n", "plt.xlabel(\"Age\")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "b = trace['educ']\n", "plt.hist(np.exp(b), bins=20, normed=True)\n", "plt.xlabel(\"Odds Ratio\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "Finally, we can find a credible interval (remember kids - credible intervals are Bayesian and confidence intervals are frequentist) for this quantity. This may be the best part about Bayesian statistics: we get to interpret credibility intervals the way we've always wanted to interpret them. We are 95% confident that the odds ratio lies within our interval!" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "P(1.000 < O.R. < 1.000) = 0.95\n" ] } ], "source": [ "lb, ub = np.percentile(b, 2.5), np.percentile(b, 97.5)\n", "\n", "print(\"P(%.3f < O.R. < %.3f) = 0.95\"%(np.exp(3*lb),np.exp(3*ub)))" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "## Model selection \n", "The [Deviance Information Criterion (DIC)](https://en.wikipedia.org/wiki/Deviance_information_criterion) is a fairly unsophisticated method for comparing the deviance of likelhood across the the sample traces of a model run. However, this simplicity apparently yields quite good results in a variety of cases. We'll run the model with a few changes to see what effect higher order terms have on this model.\n", "\n", "One question that was immediately asked was what effect does age have on the model, and why should it be age^2 versus age? We'll use the DIC to answer this question. " ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Running: k1\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ " 1%| | 18/2000 [00:28<53:34, 1.62s/it] \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "Running: k2\n" ] }, { "ename": "KeyboardInterrupt", "evalue": "", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mmodels_lin\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtraces_lin\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mrun_models\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m,\u001b[0m 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5\u001b[0;31m \u001b[0mdfdic\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mloc\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mnm\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'lin'\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstats\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdic\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtraces_lin\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mnm\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mmodels_lin\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mnm\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 6\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 7\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;31mNameError\u001b[0m: name 'traces_lin' is not defined" ] } ], "source": [ "dfdic = pd.DataFrame(index=['k1','k2','k3','k4'], columns=['lin'])\n", "dfdic.index.name = 'model'\n", "\n", "for nm in dfdic.index:\n", " dfdic.loc[nm, 'lin'] = pm.stats.dic(traces_lin[nm],models_lin[nm])\n", "\n", "\n", "dfdic = pd.melt(dfdic.reset_index(), id_vars=['model'], var_name='poly', value_name='dic')\n", "\n", "g = seaborn.factorplot(x='model', y='dic', col='poly', hue='poly', data=dfdic, kind='bar', size=6)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There isn't a lot of difference between these models in terms of DIC. So our choice is fine in the model above, and there isn't much to be gained for going up to age^3 for example.\n", "Next we look at [WAIC](http://watanabe-www.math.dis.titech.ac.jp/users/swatanab/dicwaic.html). Which is another model selection technique." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false }, "outputs": [], "source": [ "dfdic = pd.DataFrame(index=['k1','k2','k3','k4'], columns=['lin'])\n", "dfdic.index.name = 'model'\n", "\n", "for nm in dfdic.index:\n", " dfdic.loc[nm, 'lin'] = pm.stats.waic(traces_lin[nm],models_lin[nm])\n", "\n", "\n", "dfdic = pd.melt(dfdic.reset_index(), id_vars=['model'], var_name='poly', value_name='waic')\n", "\n", "g = seaborn.factorplot(x='model', y='waic', col='poly', hue='poly', data=dfdic, kind='bar', size=6)" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "The WAIC confirms our decision to use age^2. " ] } ], "metadata": { "anaconda-cloud": {}, "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": "3.5.2" }, "latex_envs": { "bibliofile": "biblio.bib", "cite_by": "apalike", "current_citInitial": 1, "eqLabelWithNumbers": true, "eqNumInitial": 0 } }, "nbformat": 4, "nbformat_minor": 0 }