{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, "outputs": [], "source": [ "%matplotlib inline\n", "import pandas\n", "import matplotlib.pyplot as plt\n", "from pandas.tools import plotting\n", "import numpy as np" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Read the data" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Gender FSIQ VIQ PIQ Weight Height MRI_Count\n", "0 Female 133 132 124 118.0 64.5 816932\n", "1 Male 140 150 124 NaN 72.5 1001121\n", "2 Male 139 123 150 143.0 73.3 1038437\n", "3 Male 133 129 128 172.0 68.8 965353\n", "4 Female 137 132 134 147.0 65.0 951545\n", "5 Female 99 90 110 146.0 69.0 928799\n", "6 Female 138 136 131 138.0 64.5 991305\n", "7 Female 92 90 98 175.0 66.0 854258\n", "8 Male 141 93 84 134.0 66.3 904858\n", "9 Male 133 114 147 172.0 68.8 955466\n" ] } ], "source": [ "data = pandas.read_csv('brain_size.csv', sep=';', na_values=\".\")\n", "data=data.drop(labels='Index',axis=1)\n", "print data[0:10]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Uni-variate description of the data" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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GenderFSIQVIQPIQWeightHeightMRI_Count
count4040.00000040.00000040.0000038.00000039.0000004.000000e+01
unique2NaNNaNNaNNaNNaNNaN
topMaleNaNNaNNaNNaNNaNNaN
freq20NaNNaNNaNNaNNaNNaN
meanNaN117.450000112.350000111.02500151.05263268.5256419.087550e+05
stdNaN31.13654823.61610722.4710523.4785093.9946497.228205e+04
minNaN77.00000071.00000072.00000106.00000062.0000007.906190e+05
25%NaN90.75000090.00000088.25000135.25000066.0000008.559185e+05
50%NaN131.000000113.000000115.00000146.50000068.0000009.053990e+05
75%NaN138.250000129.750000128.00000172.00000070.5000009.500780e+05
maxNaN240.000000150.000000150.00000192.00000077.0000001.079549e+06
\n", "
" ], "text/plain": [ " Gender FSIQ VIQ PIQ Weight Height \\\n", "count 40 40.000000 40.000000 40.00000 38.000000 39.000000 \n", "unique 2 NaN NaN NaN NaN NaN \n", "top Male NaN NaN NaN NaN NaN \n", "freq 20 NaN NaN NaN NaN NaN \n", "mean NaN 117.450000 112.350000 111.02500 151.052632 68.525641 \n", "std NaN 31.136548 23.616107 22.47105 23.478509 3.994649 \n", "min NaN 77.000000 71.000000 72.00000 106.000000 62.000000 \n", "25% NaN 90.750000 90.000000 88.25000 135.250000 66.000000 \n", "50% NaN 131.000000 113.000000 115.00000 146.500000 68.000000 \n", "75% NaN 138.250000 129.750000 128.00000 172.000000 70.500000 \n", "max NaN 240.000000 150.000000 150.00000 192.000000 77.000000 \n", "\n", " MRI_Count \n", "count 4.000000e+01 \n", "unique NaN \n", "top NaN \n", "freq NaN \n", "mean 9.087550e+05 \n", "std 7.228205e+04 \n", "min 7.906190e+05 \n", "25% 8.559185e+05 \n", "50% 9.053990e+05 \n", "75% 9.500780e+05 \n", "max 1.079549e+06 " ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.describe(include='all')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Boxplots and histograms" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Boxplots\n" ] }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "data.boxplot(column=['FSIQ', 'VIQ', 'PIQ'],meanline=False,showmeans=True,return_type='dict')\n", "print \"Boxplots\"" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Histograms\n" ] }, { "data": { "image/png": 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sEu22+1BtGeXUlBRITnHsP4i7BvfK/zryC1HQuZkAI5F2Eu0+UniaHsmbm+T/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\nkTys8cufh1u5aR5uHYXlqf0ds/lmiT7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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "data.hist(column=['FSIQ', 'VIQ', 'PIQ','Weight', 'Height', 'MRI_Count'], bins=10)\n", "print \"Histograms\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Identify errors or ouliers - unicariate analysis" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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GenderFSIQVIQPIQWeightHeightMRI_Count
16Female240132120127.068.5852244
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" ], "text/plain": [ " Gender FSIQ VIQ PIQ Weight Height MRI_Count\n", "16 Female 240 132 120 127.0 68.5 852244" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data[data.FSIQ>data.FSIQ.mean()+2*data.FSIQ.std()]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Easy solution: remove it (last resource)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\users\\inanna\\anaconda2\\lib\\site-packages\\ipykernel\\__main__.py:2: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n", " from ipykernel import kernelapp as app\n" ] }, { "data": { "text/html": [ "
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GenderFSIQVIQPIQWeightHeightMRI_Count
\n", "
" ], "text/plain": [ "Empty DataFrame\n", "Columns: [Gender, FSIQ, VIQ, PIQ, Weight, Height, MRI_Count]\n", "Index: []" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "new= data.drop(16)\n", "new[data.FSIQ>data.FSIQ.mean()+2*data.FSIQ.std()]" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Boxplots\n" ] }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "new.boxplot(column=['FSIQ', 'VIQ', 'PIQ'],meanline=False,showmeans=True,return_type='dict')\n", "print \"Boxplots\"\n", "data=new" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Histograms for qualitative data" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "data.Gender.value_counts().plot(kind='bar')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Univariate analysis depending on label" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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FSIQHeightMRI_CountPIQVIQWeight
Gender
Femalecount19.00000019.0000001.900000e+0119.00000019.00000019.000000
mean110.84210565.6210538.632025e+05109.947368108.263158137.736842
std23.8450162.2559995.736996e+0422.42883521.58662717.242847
min77.00000062.0000007.906190e+0572.00000071.000000106.000000
25%89.50000064.5000008.243520e+0592.00000090.000000124.500000
50%101.00000066.0000008.564720e+05110.000000112.000000139.000000
75%133.00000066.5000008.864400e+05129.500000129.000000146.500000
max140.00000070.5000009.913050e+05147.000000136.000000175.000000
Malecount20.00000019.0000002.000000e+0120.00000020.00000018.000000
mean117.60000071.4315799.548554e+05111.600000115.250000166.444444
std24.8435103.2831315.591135e+0423.54033525.64099320.047656
min80.00000066.3000008.799870e+0574.00000077.000000132.000000
25%95.25000068.9000009.195292e+0586.00000095.250000148.750000
50%133.00000070.5000009.472415e+05117.000000110.500000172.000000
75%140.00000073.7500009.734960e+05128.000000145.000000180.750000
max144.00000077.0000001.079549e+06150.000000150.000000192.000000
\n", "
" ], "text/plain": [ " FSIQ Height MRI_Count PIQ VIQ \\\n", "Gender \n", "Female count 19.000000 19.000000 1.900000e+01 19.000000 19.000000 \n", " mean 110.842105 65.621053 8.632025e+05 109.947368 108.263158 \n", " std 23.845016 2.255999 5.736996e+04 22.428835 21.586627 \n", " min 77.000000 62.000000 7.906190e+05 72.000000 71.000000 \n", " 25% 89.500000 64.500000 8.243520e+05 92.000000 90.000000 \n", " 50% 101.000000 66.000000 8.564720e+05 110.000000 112.000000 \n", " 75% 133.000000 66.500000 8.864400e+05 129.500000 129.000000 \n", " max 140.000000 70.500000 9.913050e+05 147.000000 136.000000 \n", "Male count 20.000000 19.000000 2.000000e+01 20.000000 20.000000 \n", " mean 117.600000 71.431579 9.548554e+05 111.600000 115.250000 \n", " std 24.843510 3.283131 5.591135e+04 23.540335 25.640993 \n", " min 80.000000 66.300000 8.799870e+05 74.000000 77.000000 \n", " 25% 95.250000 68.900000 9.195292e+05 86.000000 95.250000 \n", " 50% 133.000000 70.500000 9.472415e+05 117.000000 110.500000 \n", " 75% 140.000000 73.750000 9.734960e+05 128.000000 145.000000 \n", " max 144.000000 77.000000 1.079549e+06 150.000000 150.000000 \n", "\n", " Weight \n", "Gender \n", "Female count 19.000000 \n", " mean 137.736842 \n", " std 17.242847 \n", " min 106.000000 \n", " 25% 124.500000 \n", " 50% 139.000000 \n", " 75% 146.500000 \n", " max 175.000000 \n", "Male count 18.000000 \n", " mean 166.444444 \n", " std 20.047656 \n", " min 132.000000 \n", " 25% 148.750000 \n", " 50% 172.000000 \n", " 75% 180.750000 \n", " max 192.000000 " ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "groupby_gender = data.groupby('Gender')\n", "groupby_gender.describe()" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Boxplots separated by Gender\n" ] }, { "data": { "image/png": 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qch/Xij3+EEKoGfeJP+qD1efzPcrH2/b0Fg/kv1aP+8Tvkcdr9YRQJ3GtnlB7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\nIvGHEELNROIPIYSaicQfQgg18/8BY7kfyeXjQv8AAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "groupby_gender.boxplot(column=['FSIQ', 'VIQ', 'PIQ'],meanline=False,showmeans=True,return_type='dict')\n", "print 'Boxplots separated by Gender'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Bi-variate analysis" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Scatter matrixes for correlations betwen numerical variables \n" ] }, { "data": { "image/png": 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0d3fXncrXCzGRRigU36oFWwjZOURVcTa6byvvwVrHN7pXm1W5huU+9dRFzJy5\nY6Ze1tIgU15eACLyoKruGfOcs4BdVbVPRL4MvAq8q+z7var644pzMuPlFXeGEp4ThnxYsOD6hm9Q\nvkK3xLmWNFVo5uU1dFyRvLziRs+u5WJfLY9qLvqNyvJxPxfJwwty4OUlw/eS7xaRV8OfAFXVrRtk\nUb5S/k7cepTy71OAH1eelJUtgCvVOkBDFU/41j44OBhpKh8eXy8vH6SlQrMtgDuDOCrOWvdtrXuw\n8vgo96oPlavP5yvrZEKgqOq4JrOotlJ+t7LvT1Y7qd0r5cupvOmi3oBZM1qnVR9bKd85NDsAR70H\nox7XSQKhWTKn8kpKxUr5o4Hzy79rgbcAjhvxtFX1SbMepvIaOq5IKi9fRL0HW6WOKpLaKzcr5VtJ\nkQQKZN/91zcmUIaOM4GSbYr2bNYTKFn08jISYAsADSObdNKzWRiBIsO3AJ4YpJ0qInenVWapVGL1\n6tWUSqVU8g9dGkulUkM3XNsJ0SgqtVx701r57jvfZp/NLEeyqKQQKq9gIeMXVPXTZWmjgQXADqo6\nYk+VZlVepVKJvj63l/TUqb0sWnRp5A2mohBOk5cte5JNmwYYNaqH6dO3T+RGWURM5TV0XJFVXvVc\ngNNQI6WZb5JnM4vqsk5QeZUvbLxMRLpwXl8L0ypwYGCAFSvWMHHiQlasWMPAwIDX/MNp8rbbzgvK\nOaXhdNkWABpFo5a6KC01Ulr5Jn0286YuK4pAKd8CeD1wJDBTVRfjXvW809PTw9SpvTz77HFMndpL\nT0+P1/zDafIzz8wPyrnUVFlGx1FLXZSWijdrquOs1acRRVF5nQhsVNVvisg/4dyFH1XVm0XkblXd\nt8o5es45QzEokyxsLJVKDAwM0NPT41XdFZI1d+B2Urmw8bzzzjOVV3BckVVeUH9FfBoq3qypjrNW\nn8K7DYvI7sCnVfUzIvI54JPAE8HPU4H/UNVvVJxTKLfhTsNsKEPHFV2gGNki86FXmkVVHxKR10Tk\nLtxCxl3ChYwisrRSmBhGcdgipbfWtPI1ikwhBAqAqp5RI32Eh1fF75laUWsY8dhAvFmP73ybDyaa\n1PvJnsfsURiBkoSoLnlZdN0zjLyT9Lmy5zG7FMXLKxFRXfJ8uO7laXGSYbSCpM9VnPPsuWsthREo\nFSvlZ4rIMhFZIiJfrXVOVJc8Hytdr7rqOubNu4yrrrrObm7DIPlzFfU8e+5aT1G8vIatlBeRHuBl\nVX1dRBa+xBBgAAAgAElEQVQB56vqbyvOUVVtiQ1lcHCQefMuY9KkM1i16kLmzz/ZwmE3iXl55bP8\nSi+vNG0o9tylQ8etlAeeU9XXg982AjVHnKgrWKMeV22KnbfFSYbRCpp5SYvyPNpz13qKMkOp3AL4\nXlX9sYjsBnxJVQ+tco73dSj1jIXmleIXm6Hks/xwhlIqlVpiWLfnzj+FX4fCyC2Ap4jIEuBy4J9r\nneR7C+B6W4rarm/NUWsLYPdS8MSI9JE857tKRhOktVV0JfbctZaizFDKV8qfCTwLfAw4V1Xvq3FO\n/i/cMAyjDRTahqKqDwHhSvm9guS9gK8EXl9Ta5zn7XPOOed4zc9HGaVSiSuuWMScOV/kiisWUSqV\n2n4dvvIP+6+Z/JKe26rzwv7bbbf9I/efr7ZO8xrrPXu+7o925hOMLlU+51RJiz8O+XxGk19fdQoh\nUMCtlFfV/VX1I6p6rar2quoBwWdFu+vXDvIW+toYTth/48fPsP4zckFhBIoxEvNyyTdh/73yyjLr\nPyMXFMUo33aaNeinUYaIMHfu0fT1RfdySfs6GuWvGs8rp5n6Jj23VeeF/Tdp0ps55JBDYnspZalt\nyvs1jXKznk+Qm59cPNbJ9/NeCKN8Eix8ffZQjR6jyUKg54fKfj3xxL5C910a2wRkibYubBSRiSLy\ngIisD7bmRUQuFpGlInJJ8H2SiKwODOi3lp17uojcLSLXishmzaYZ2cZsPsWksl+N4tIKG8oLwAHA\nvQAisgfQrS6s/BYiMiU47peBAf2Q4Li3ArPU7bb4CHB4wrSHgcNbcJ1Gk5jNp5hU9qtRXFqm8hKR\nO4HZwAnAgKreICIfAiYCPwWWAX8GblTVS0XkfcC7VPUiEdkTOBq3aDFJ2lFasV+KqbyySVQbiqm8\n8kV5v3Z1dRW67zpZ5dUOo/w2wOPB/68A7wKeAXbE7epzk4jcHhz3atlxbwLGN5E2At8r5Y3mqbWy\nudZKeSMf2Ir1zqAdAuVlYOvg/61xUYH/BvwNQER+BuwaHPf3Zce9FKS9LUHay9UqUi5Q8kZcb6i8\nUynwzzvvvPZVpkB02n1kpEsr16FI8FkOHBikzQbuFZHyV5cZONXXfcDM8uOA+5tIKwyh14zt82A0\ng91Hhm9a4eU1SkRuA3YDbsXNijaIyFJgk6reD+wrIveLyD3A06p6n6o+B9wtIncDuwM/biYt7ets\nJeYNZfjA7iPDN7YOJYfEWa9RVMwo3zztuo+K3nedbJSPLFBE5Cuq+rlGaXkhzwIFTPdd9EGpVbTj\nPip633WyQImj8jqoStp7k1XJaJaoO0gaRj3sPjJ80tDLS0ROBOYBO4jIw2U/jcOtHTEMwzCMxiov\nERmPW8dxPnBW2U9rVfXFFOuWKnlXeXU6RVebFJks9d2ECZNZs2ZVpGN7eyexevXKhseZyqsOqvqK\nqq5U1aOAv+DWiygwVkS2i1B4w1herUozDMMoxwmTapthjfxEFTydTGQbioj8K7AGuA34WfD5aYRT\n68XyGi0iU1JOK48XZhgdiaoyODiYu7dhI1/EWSl/CrCzqr4QpwBVfR14vczoNw24Pfj/juB7KcW0\n24G9gQfi1NvIFp3u1dYMabkHW58YlcTx8vpfXFysZvEdoytxLC8jH9iK7uZIYwGj9YlRjTgzlCeA\nxUGsrQ1hoqpeHLPMylheLwGbUk5rGMsri8Eh7Q3QsW7dOn70ozt57bVteeihb/PUU7/1mn/R2zkM\nH9/f729bgOFC6kL6+tZZ8Ecj1sLGc6qlq2qkKH0ichcurtZuwPGqeqKIfAO4GicAUk0LQryU1yfT\nXl62Gn6Iam3hKwR6p7Szb6HZTLtlycsrDY+sTvbyijxDiSo4qhQ+CriFoVheZzMUy+s34UAvIqmn\n5Ql7AxxCgr3V+/r8zyI6pZ19h49Ps0+M/BJnhnIXVcSuqh7gu1KtwGYo+cbXW661c+uxGUr8PLOE\nr1he5a63WwIfBjaq6pnNV7H1ZF2gQPF1+83gc1Cydm4tJlDi55klvAiUGhn/SlXfkziDNpIHgWLU\nJkuDkhGPLPWdCZT4eLGhiMiby752AVNw7rlGh2Nv+MmxtjOKRBy34QdwYleAjcCTwKfSqJSRH8wG\nkRxrO6NoRF7YqKrbq+oOwd8dVfWfVPWeuAWKyGYicr2I3CEiXw7SXhaRO4PPNkHa0SKyTERulmCL\n4GbSjHSwXf+SY21nFI04sbw2F5GTROSG4POvIrJ5gjKPwLnyHghsJSK7AQ+r6gHB5+XA1fgEYF/g\nWmBuE2knJKhjy8h7jKUxY8YwbdokHn/8i0ybNsnLorkiUq2fre2MohEn9MoVOLvJ/OAzJUiLyw5A\nuK/KQ7jYW+8UkSUicn6QvhNOyJQYis+VNG3vBHVsCc2Gr6gcpOoJpzQFlwiIdJGWtqbVQjdqeVHb\nv14/x227vL+AVPLSSy9F+qxdu7bdVTUiEEeg/B9VPVZV7ww+nwD+T4Iy/wjsF/y/Py62146quh+w\njYh8AL/xvrZJUMeW0IzKo3KQKpVKNQetNOMuuWtYxdvffjb9/auqXkMzg2CrY0ZFLS9O+9fq5yht\nl6RuSa65HULqRz/6EX/3dxOYOHGHhp+3vKWHxx57LFK+EyZMRkQifQy/xBEom0Tk7eEXEdkBF+Ik\nLj/BqbpuA14D1qhqGGvrJmBXXOyt0IMsjM+VNK1qHC9wsbzCz+LFixNcSnOEMZZWrYofY6lykBoY\nGKgpnNLU1Te6hmYHwbDuqu/hiiu+zec///lhMdh8E7Wt4rR/rTaK2/9FC/K4Zs0aRo/+JBs2vNTw\n0929Oy++GG0/vzh7nBh+iePldQZwl4g8gfP0mgR8Im6BgSrqZAARuRK4Q0S6gvQZOHXYY8Au4jbk\nmo3bS+VPTaRVJc2BKQrNhK+oDPjX09NTMwBgGsEByznmmMM45hiq7k0eDoLbbXc6S5Z8iWOOGWTc\nuHGR8x6q+6848cRPveEJdd55iSIBxSivflvFaf9a/Ry3/+P0Y1R35GZCz5jLs1FJrIWNIrIFsDNO\noPxBVTc0OKVaHtsC38PNbr6Ls6N8BxjERTT+pKqqiByD28v+ReBoVV3bTFqVeuR+YWPlA13vAU/j\n4Y/i9qqqXHnl97jmmluALTnuuP2ZO/eYWHWoVvc0F8dFbas47d/KusVxR07qutyMy3PYVldccQWn\nnfYwf/1rY1Ps+PF7c+utl7L33o1NonEXFtrCxnjUW9jYUOUlIn0iMgdAVTeo6sOq+hDwERE5Om5l\nVPUZVd1fVWer6ndV9SFVnaKq+6nqJ8JRXlW/p6ozVPXQUCA0k1ZEpCzg3+DgIODeYtetWzfiJg2P\n9TnQRVHBiAh9fR9khx12ZPbs+ZFsBdXy8F13H+VVHpe0nnFsGFHKiKMaC2dJ8+ef/IZQiFIfc3k2\nqhFF5fUZ4MAq6T8ClgLXea2REYvyN8Vp0yYhAv39q+rOGHy9RUdVwYwdO5aZM3ekv/+iVFRueSac\nwS1d+hgzZ+7ECSfEm71VI66Ks/zFJOrMI201qpFPGqq8RORBVd2zxm8Pq+puqdQsZYqg8gI3M5k3\n7zImTTqDxx//IiJdvP3tZ7N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8JuC1JwR1+QK6porIyXEGeZlXimFUJzZ2S09e5S8i7xCRc0VkHc7i7W+B/xnk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\nXe+rb37+VYz5iVc3Jr/oqOj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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Scatter matrices for different columns\n", "plotting.scatter_matrix(data[['Weight', 'Height', 'MRI_Count']])\n", "plotting.scatter_matrix(data[['PIQ', 'VIQ', 'FSIQ']])\n", "print 'Scatter matrixes for correlations betwen numerical variables '" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " FSIQ VIQ PIQ Weight Height MRI_Count\n", "FSIQ 1.000000 0.897984 0.865884 -0.075450 -0.118544 0.374143\n", "VIQ 0.897984 1.000000 0.778131 -0.052778 -0.071560 0.360769\n", "PIQ 0.865884 0.778131 1.000000 0.013634 -0.076802 0.399081\n", "Weight -0.075450 -0.052778 0.013634 1.000000 0.710607 0.503301\n", "Height -0.118544 -0.071560 -0.076802 0.710607 1.000000 0.606555\n", "MRI_Count 0.374143 0.360769 0.399081 0.503301 0.606555 1.000000\n" ] } ], "source": [ "print data.corr(method='pearson')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Finding errors (or outliers) with bi-variate analysis" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "a= 0.925554782663 b= 11.7609688234\n", "11.9904462053\n", "8 51.492429\n", "Name: FSIQ, dtype: float64\n" ] }, { "data": { "text/html": [ "
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GenderFSIQVIQPIQWeightHeightMRI_Count
8Male1419384134.066.3904858
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" ], "text/plain": [ "
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GenderFSIQVIQPIQWeightHeightMRI_Count
8Male1419384134.066.3904858
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" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Let's do regression between a pari of numeric varaibales\n", "from scipy.optimize import curve_fit\n", "def fit_func(x, a, b):\n", " return a*x+b\n", "params = curve_fit(fit_func, data.PIQ,data.FSIQ )\n", "print 'a=',params[0][0], 'b=',params[0][1]\n", "\n", "# Find errors or outliers\n", "error = data.FSIQ-[fit_func(x,params[0][0],params[0][1]) for x in data.PIQ]\n", "print np.std(error)\n", "print error[error>np.mean(error)+2*np.std(error)]\n", "\n", "data[data.FSIQ-[fit_func(x,params[0][0],params[0][1]) for x in data.PIQ]==max(data.FSIQ-[fit_func(x,params[0][0],params[0][1]) for x in data.PIQ])]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Solving the error susbtituting current value by predicted value with linear regression " ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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GenderFSIQVIQPIQWeightHeightMRI_Count
0Female133132124118.064.5816932
1Male140150124NaN72.51001121
2Male139123150143.073.31038437
3Male133129128172.068.8965353
4Female137132134147.065.0951545
5Female9990110146.069.0928799
6Female138136131138.064.5991305
7Female929098175.066.0854258
8Male899384134.066.3904858
9Male133114147172.068.8955466
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GenderFSIQVIQPIQWeightHeightMRI_Count
0Female133132124118.064.5816932
1Male140150124NaN72.51001121
2Male139123150143.073.31038437
3Male133129128172.068.8965353
4Female137132134147.065.0951545
5Female9990110146.069.0928799
6Female138136131138.064.5991305
7Female929098175.066.0854258
8Male899384134.066.3904858
9Male133114147172.068.8955466
\n", "
" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.set_value(8, 'FSIQ', fit_func(data['PIQ'][8],params[0][0],params[0][1]))\n", "data.head(10)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Scatter matrixes for correlations betwen numeriacal variables \n" ] }, { "data": { "image/png": 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0d3fXncrXCzGRRigU36oFWwjZOURVcTa6byvvwVrHN7pXm1W5huU+9dRFzJy5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\n7zImTTqDxx//IiJdvP3tZ7N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EzgUuAf4OeAy4D8cls5i4Y39A19txKnpFHuQVBvMqMIzKwcZjtOTy9rkOuAf4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\n5oC2TSLyI5wC7v8BXIeTt//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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plotting.scatter_matrix(data[['Weight', 'Height', 'MRI_Count']])\n", "plotting.scatter_matrix(data[['PIQ', 'VIQ', 'FSIQ']])\n", "print 'Scatter matrixes for correlations betwen numeriacal variables '" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Missing data" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Gender False\n", "FSIQ False\n", "VIQ False\n", "PIQ False\n", "Weight True\n", "Height True\n", "MRI_Count False\n", "dtype: bool" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.isnull().any()" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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GenderFSIQVIQPIQWeightHeightMRI_Count
1Male140150124NaN72.51001121
20Male838386NaNNaN892420
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GenderFSIQVIQPIQWeightHeightMRI_Count
1Male140150124NaN72.51001121
20Male838386NaNNaN892420
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GenderFSIQVIQPIQWeightHeightMRI_Count
20Male838386NaNNaN892420
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GenderFSIQVIQPIQWeightHeightMRI_Count
20Male838386NaNNaN892420
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" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data[data.Height.isnull()]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Let's solve the case 1 of Weight with regression according to Height because both variables are highly correlated" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "ename": "ValueError", "evalue": "array must not contain infs or NaNs", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m()\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0mfit_func\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mx\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ma\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mb\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0ma\u001b[0m\u001b[1;33m*\u001b[0m\u001b[0mx\u001b[0m\u001b[1;33m+\u001b[0m\u001b[0mb\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 3\u001b[1;33m \u001b[0mparams\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcurve_fit\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mfit_func\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mdata\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mHeight\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mWeight\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 4\u001b[0m \u001b[1;32mprint\u001b[0m \u001b[1;34m'a='\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mparams\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'b='\u001b[0m\u001b[1;33m,\u001b[0m\u001b[0mparams\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32mC:\\Users\\Inanna\\Anaconda2\\lib\\site-packages\\scipy\\optimize\\minpack.pyc\u001b[0m in \u001b[0;36mcurve_fit\u001b[1;34m(f, xdata, ydata, p0, sigma, absolute_sigma, check_finite, bounds, method, jac, **kwargs)\u001b[0m\n\u001b[0;32m 652\u001b[0m \u001b[1;31m# NaNs can not be handled\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 653\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0mcheck_finite\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m--> 654\u001b[1;33m \u001b[0mydata\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0masarray_chkfinite\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mydata\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 655\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 656\u001b[0m \u001b[0mydata\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0masarray\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mydata\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32mC:\\Users\\Inanna\\Anaconda2\\lib\\site-packages\\numpy\\lib\\function_base.pyc\u001b[0m in \u001b[0;36masarray_chkfinite\u001b[1;34m(a, dtype, order)\u001b[0m\n\u001b[0;32m 1031\u001b[0m \u001b[1;32mif\u001b[0m \u001b[0ma\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdtype\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mchar\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mtypecodes\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;34m'AllFloat'\u001b[0m\u001b[1;33m]\u001b[0m \u001b[1;32mand\u001b[0m \u001b[1;32mnot\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0misfinite\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ma\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mall\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 1032\u001b[0m raise ValueError(\n\u001b[1;32m-> 1033\u001b[1;33m \"array must not contain infs or NaNs\")\n\u001b[0m\u001b[0;32m 1034\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0ma\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 1035\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;31mValueError\u001b[0m: array must not contain infs or NaNs" ] } ], "source": [ "def fit_func(x, a, b):\n", " return a*x+b\n", "params = curve_fit(fit_func, data.Height,data.Weight)\n", "print 'a=',params[0][0], 'b=',params[0][1]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Of course, an error because...\n", "\n", "### First we have to filter the NaNs to compute anything" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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GenderFSIQVIQPIQWeightHeightMRI_Count
0Female133132124118.064.5816932
2Male139123150143.073.31038437
3Male133129128172.068.8965353
4Female137132134147.065.0951545
5Female9990110146.069.0928799
6Female138136131138.064.5991305
7Female929098175.066.0854258
8Male899384134.066.3904858
9Male133114147172.068.8955466
10Female132129124118.064.5833868
11Male141150128151.070.01079549
12Male135129124155.069.0924059
13Female140120147155.070.5856472
14Female9610090146.066.0878897
15Female837196135.068.0865363
17Male10096102178.073.5945088
18Female10111284136.066.3808020
19Male807786180.070.0889083
21Male9710784186.076.5905940
22Female135129134122.062.0790619
23Male139145128132.068.0955003
24Female9186102114.063.0831772
25Male141145131171.072.0935494
26Female859084140.068.0798612
27Male10396110187.077.01062462
28Female778372106.063.0793549
29Female130126124159.066.5866662
30Female133126132127.062.5857782
31Male144145137191.067.0949589
32Male10396110192.075.5997925
33Male909686181.069.0879987
34Female839081143.066.5834344
35Female133129128153.066.5948066
36Male140150124144.070.5949395
37Female888694139.064.5893983
38Male819074148.074.0930016
39Male899189179.075.5935863
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GenderFSIQVIQPIQWeightHeightMRI_Count
0Female133132124118.064.5816932
2Male139123150143.073.31038437
3Male133129128172.068.8965353
4Female137132134147.065.0951545
5Female9990110146.069.0928799
6Female138136131138.064.5991305
7Female929098175.066.0854258
8Male899384134.066.3904858
9Male133114147172.068.8955466
10Female132129124118.064.5833868
11Male141150128151.070.01079549
12Male135129124155.069.0924059
13Female140120147155.070.5856472
14Female9610090146.066.0878897
15Female837196135.068.0865363
17Male10096102178.073.5945088
18Female10111284136.066.3808020
19Male807786180.070.0889083
21Male9710784186.076.5905940
22Female135129134122.062.0790619
23Male139145128132.068.0955003
24Female9186102114.063.0831772
25Male141145131171.072.0935494
26Female859084140.068.0798612
27Male10396110187.077.01062462
28Female778372106.063.0793549
29Female130126124159.066.5866662
30Female133126132127.062.5857782
31Male144145137191.067.0949589
32Male10396110192.075.5997925
33Male909686181.069.0879987
34Female839081143.066.5834344
35Female133129128153.066.5948066
36Male140150124144.070.5949395
37Female888694139.064.5893983
38Male819074148.074.0930016
39Male899189179.075.5935863
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" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = data.dropna(axis=0)\n", "df" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "a= 4.11620824141 b= -129.9238153\n" ] } ], "source": [ "def fit_func(x, a, b):\n", " return a*x+b\n", "params = curve_fit(fit_func, df.Height,df.Weight)\n", "print 'a=',params[0][0], 'b=',params[0][1]" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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GenderFSIQVIQPIQWeightHeightMRI_Count
0Female133132124118.00000064.5816932
1Male140150124168.50128272.51001121
2Male139123150143.00000073.31038437
3Male133129128172.00000068.8965353
4Female137132134147.00000065.0951545
5Female9990110146.00000069.0928799
6Female138136131138.00000064.5991305
7Female929098175.00000066.0854258
8Male899384134.00000066.3904858
9Male133114147172.00000068.8955466
10Female132129124118.00000064.5833868
11Male141150128151.00000070.01079549
12Male135129124155.00000069.0924059
13Female140120147155.00000070.5856472
14Female9610090146.00000066.0878897
15Female837196135.00000068.0865363
17Male10096102178.00000073.5945088
18Female10111284136.00000066.3808020
19Male807786180.00000070.0889083
20Male838386NaNNaN892420
21Male9710784186.00000076.5905940
22Female135129134122.00000062.0790619
23Male139145128132.00000068.0955003
24Female9186102114.00000063.0831772
25Male141145131171.00000072.0935494
26Female859084140.00000068.0798612
27Male10396110187.00000077.01062462
28Female778372106.00000063.0793549
29Female130126124159.00000066.5866662
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31Male144145137191.00000067.0949589
32Male10396110192.00000075.5997925
33Male909686181.00000069.0879987
34Female839081143.00000066.5834344
35Female133129128153.00000066.5948066
36Male140150124144.00000070.5949395
37Female888694139.00000064.5893983
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GenderFSIQVIQPIQWeightHeightMRI_Count
0Female133132124118.00000064.5816932
1Male140150124168.50128272.51001121
2Male139123150143.00000073.31038437
3Male133129128172.00000068.8965353
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20Male838386NaNNaN892420
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34Female839081143.00000066.5834344
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\n", "
" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "idx = data.Weight.isnull()\n", "data.set_value(idx, 'Weight', fit_func(data['Height'][idx],params[0][0],params[0][1]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### For the remainding Nas, we will replace the value with the average of the column" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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GenderFSIQVIQPIQWeightHeightMRI_Count
0Female133132124118.00000064.500000816932
1Male140150124168.50128272.5000001001121
2Male139123150143.00000073.3000001038437
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36Male140150124144.00000070.500000949395
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39Male899189179.00000075.500000935863
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