{ "metadata": { "name": "", "signature": "sha256:10348502399fa1356ea0f92bff5aa4a9036059619b337a747de5f414baff2786" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "heading", "level": 1, "metadata": {}, "source": [ "California Demographics Descriptive Statistics" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Summary**\n", "\n", "We furthered our analysis on referrals/suspensions by analyzing the California data set. \n", "\n", "By doing descriptive statistics on the data set of total referrals by schools we found out that the standard deviation of these data sets are actually higher than their mean. Since the entries must be nonzeroes, this implies that a small groups of schools whcih have an exceptionally high number of referrals brought up the standard deviation. In hope of explaining this unusualness, we looked at the racial composition of schools and found out that schools with higher percentage of ethnic group 5 and 6 are more likely to have higher referrals per person compared to other schools.\n", "\n", "*This shows the process of extracting useful information from the California Discipline and Referrals Dataset. Methods for extraction and visualization are found below*" ] }, { "cell_type": "code", "collapsed": false, "input": [ "import pandas as pd\n", "import pylab as P\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "from collections import Counter\n", "from nltk import FreqDist\n", "%matplotlib inline " ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 1 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "Some methods I wrote for an easier time subsetting and concatnating datasets. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*See comments for individual descriptions.*" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# read in file as pandas dataframe\n", "def read_in_file(filename):\n", " data = pd.read_csv(filename)\n", " return data\n", "\n", "# for sanity checks of data within columns\n", "# prints out the unique categorical values found in specified columns\n", "def get_unique_values(df, verbose=False):\n", " column_names = list(df)\n", " agg_levels = pd.unique(df[column_names[0]])\n", " names = pd.unique(df[column_names[2]])\n", " discip_type = pd.unique(df[column_names[3]])\n", " ethnic_groups = pd.unique(df[column_names[4]])\n", " if verbose:\n", " print(\"Aggregate Levels are: %s\" % agg_levels)\n", " print(\"Names of schools are: %s\" % names)\n", " print(\"Discipline types are: %s\" % discip_type)\n", " print(\"Ethnic groups are: %s\" % ethnic_groups)\n", " return\n", "\n", "# subset the data by AGGREGATION LEVEL\n", "# D=Local educational agency totals (includes districts and direct funded charter schools)\n", "# O=County totals\n", "# S=SchoolTotals\n", "# T=State totals\n", "def subset_by_agg_level(df):\n", " column_names = list(df)\n", " county_data = df[df.AggegateLevel == 'O']\n", " district_data = df[df.AggegateLevel == 'D']\n", " school_data = df[df.AggegateLevel == 'S']\n", " state_data = df[df.AggegateLevel == 'T']\n", " # label columns in subset:\n", " county_data.columns = column_names\n", " district_data.columns = column_names\n", " school_data.columns = column_names\n", " state_data.columns = column_names\n", " return county_data, district_data, school_data, state_data\n", "\n", "# export a specified dataframe to csv\n", "def export_df_to_csv(df, output_filename):\n", " df.to_csv(output_filename, index=False, header=True)\n", " return\n", "\n", "# grab a subset of a dataframe by column indices\n", "def subset_cols_dataframe(df, col_indexes):\n", " subset = df.iloc[:, col_indexes]\n", " return subset\n", "\n", "# append together an array of dataframes(any number) in order\n", "# example: array_df = [dataframe1, dataframe2, dataframe3]\n", "def append_dataframes(array_df):\n", " temp = array_df[0]\n", " for i in range(1, len(array_df)):\n", " temp = temp.append(array_df[i])\n", " return temp" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 2 }, { "cell_type": "heading", "level": 1, "metadata": {}, "source": [ "Parsing the California Dataset text files into csv form:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# this chunk of code just takes the input csv and subsets it\n", "ca14 = read_in_file('CA_discip14.csv') # 2014 California Data saved in ca14\n", "county_data14, district_data14, school_data14, state_data14 = subset_by_agg_level(ca14)\n", "ca13 = read_in_file('CA_discip13.csv') # 2013 California Data saved in ca13\n", "county_data13, district_data13, school_data13, state_data13 = subset_by_agg_level(ca13)\n", "ca12 = read_in_file('CA_discip12.csv') # 2012 California Data saved in ca12\n", "county_data12, district_data12, school_data12, state_data12 = subset_by_agg_level(ca12)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 3 }, { "cell_type": "heading", "level": 4, "metadata": {}, "source": [ "Getting a quick overview of values contained in the data (sanity check):" ] }, { "cell_type": "code", "collapsed": false, "input": [ "print(\"2012 data:\")\n", "get_unique_values(ca12, verbose=True)\n", "print(\"2013 data:\")\n", "get_unique_values(ca13, verbose=True)\n", "print(\"2014 data:\")\n", "get_unique_values(ca14, verbose=True)\n", "print(\"-----------------------------------------------------------------------------------------\")" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "2012 data:\n", "Aggregate Levels are: ['O' 'D' 'S' 'T' nan]\n", "Names of schools are: ['Alameda' 'Alpine' 'Amador' ..., 'Wheatland Community Day High' 'State'\n", " nan]\n", "Discipline types are: ['E' 'I' 'O' nan]\n", "Ethnic groups are: [ 2. 6. 0. 4. 5. 1. 3. 9. 7. nan]\n", "2013 data:\n", "Aggregate Levels are: ['O' 'D' 'S' 'T' nan]\n", "Names of schools are: ['Alameda' 'Alpine' 'Amador' ..., 'Wheatland Community Day High' 'State'\n", " nan]\n", "Discipline types are: ['E' 'I' 'O' nan]\n", "Ethnic groups are: [ 2. 6. 4. 5. 1. 3. 9. 7. 0. nan]\n", "2014 data:\n", "Aggregate Levels are: ['O' 'D' 'S' 'T' nan]\n", "Names of schools are: ['Alameda' 'Alpine' 'Amador' ..., 'Wheatland Community Day High' 'State'\n", " nan]\n", "Discipline types are: ['E' 'I' 'O' nan]\n", "Ethnic groups are: [ 2. 6. 0. 4. 5. 3. 9. 7. 1. nan]\n", "-----------------------------------------------------------------------------------------\n" ] } ], "prompt_number": 4 }, { "cell_type": "heading", "level": 1, "metadata": {}, "source": [ "Querying the Imported Data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "\n", "\n", "Since the data imported makes sense (categorial values are as expected, did not split names incorrectly, etc), now we want to **subset the data** with respect to columns we actually need for each analyses. \n", "* I made a method earlier called **subset_cols_dataframe(df, col_indexes)** to do this easily. \n", "* There is also a method called **append_dataframes(array_df)** which takes in any size array of dataframes and appends them together. I use this method to put together all 3 years worth of data." ] }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "Looking at Each School's Total Referrals Over Time" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# creating the useful dataframe for visualizing change in schools over time\n", "indices_schools = [2, -2,-1] # for this information we only need the name of school, total referrals, and year\n", "\n", "schools14 = subset_cols_dataframe(school_data14, indices_schools) # slicing out columns for each year\n", "schools13 = subset_cols_dataframe(school_data13, indices_schools)\n", "schools12 = subset_cols_dataframe(school_data12, indices_schools)\n", "\n", "school_totals = append_dataframes([schools14, schools13, schools12]) # appending all years together" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 5 }, { "cell_type": "heading", "level": 3, "metadata": {}, "source": [ "Now add up the totals with respect to each school:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "by_school = school_totals.groupby(['Name','Year']).sum()\n", "print(\"Preview of groupby product: \")\n", "print(by_school[0:10])" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "Preview of groupby product: \n", " Total\n", "Name Year \n", "100 Black Men of the Bay Area Community 2013 0\n", " 2014 0\n", "180 Program 2013 0\n", "A. E. Arnold Elementary 2012 0\n", " 2013 0\n", " 2014 0\n", "A. G. Currie Middle 2012 84\n", " 2013 88\n", " 2014 137\n", "A. J. Cook Elementary 2013 0\n" ] } ], "prompt_number": 6 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "Descriptive statistics on the totals for each school every year:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "print(by_school.describe())" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ " Total\n", "count 20885.000000\n", "mean 51.283649\n", "std 115.911895\n", "min 0.000000\n", "25% 0.000000\n", "50% 14.000000\n", "75% 54.000000\n", "max 3536.000000\n" ] } ], "prompt_number": 7 }, { "cell_type": "heading", "level": 3, "metadata": {}, "source": [ "*Thoughts on these numbers:*\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As you can see, there is a **very high standard deviation** of referrals between schools. What does this tell us? \n", "* The range of data, especially at the tails, is very large\n", "* Why? Look at the **max number** of referrals at one school.\n", "\n", "Most schools (75%) have **54 referrals or less a year**." ] }, { "cell_type": "heading", "level": 3, "metadata": {}, "source": [ "Lets take a closer look at what is causing this skew in the data:" ] }, { "cell_type": "heading", "level": 4, "metadata": {}, "source": [ "*Schools with the the most referrals:*" ] }, { "cell_type": "code", "collapsed": false, "input": [ "by_school.sort('Total', ascending=False).head(50)" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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Total
NameYear
Franklin Middle2012 3536
Garey High2012 2927
Blaker-Kinser Junior High2012 2312
Merrill F. West High2012 2248
Vallejo High2012 1963
Southwest High2013 1917
Central Union High2012 1890
Franklin Middle2014 1682
Encina Preparatory High2012 1660
Fontana High2012 1626
East Bakersfield High2013 1617
Oasis Community2013 1597
Charles W. Tewinkle Middle2012 1550
Los Banos Junior High2012 1479
Eisenhower Senior High2012 1448
Southwest High2012 1429
Calexico High2013 1322
Silverado High2012 1310
San Joaquin County Community2012 1299
Hogan Middle2014 1279
Phoenix High Community Day2012 1264
Bakersfield High2013 1230
Solano Middle2012 1157
Tioga Middle2012 1155
Franklin Middle2013 1152
John Muir Middle2012 1138
South High2013 1123
Alisal High2013 1121
Washington Middle2012 1120
San Leandro High2012 1115
Eisenhower Senior High2013 1103
Victor Valley High2012 1076
Cobalt Institute of Math and Science Academy2012 1074
Estancia High2012 1055
Ukiah High2012 1041
Gifford C. Cole Middle2012 1033
Nidorf Barry J. Juvenile Hall2012 1014
Calexico High2012 1012
Littlerock High2013 1000
Sequoia Middle2012 990
Los Padrinos Juvenile Hall2013 979
Modesto High2012 968
Lincoln High2012 954
Bear Creek High2013 953
Alisal High2012 953
Littlerock High2014 949
Fred C. Beyer High2012 947
Lindsay Senior High2013 942
Saddleback High2012 938
Silverado High2014 933
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 8, "text": [ " Total\n", "Name Year \n", "Franklin Middle 2012 3536\n", "Garey High 2012 2927\n", "Blaker-Kinser Junior High 2012 2312\n", "Merrill F. West High 2012 2248\n", "Vallejo High 2012 1963\n", "Southwest High 2013 1917\n", "Central Union High 2012 1890\n", "Franklin Middle 2014 1682\n", "Encina Preparatory High 2012 1660\n", "Fontana High 2012 1626\n", "East Bakersfield High 2013 1617\n", "Oasis Community 2013 1597\n", "Charles W. Tewinkle Middle 2012 1550\n", "Los Banos Junior High 2012 1479\n", "Eisenhower Senior High 2012 1448\n", "Southwest High 2012 1429\n", "Calexico High 2013 1322\n", "Silverado High 2012 1310\n", "San Joaquin County Community 2012 1299\n", "Hogan Middle 2014 1279\n", "Phoenix High Community Day 2012 1264\n", "Bakersfield High 2013 1230\n", "Solano Middle 2012 1157\n", "Tioga Middle 2012 1155\n", "Franklin Middle 2013 1152\n", "John Muir Middle 2012 1138\n", "South High 2013 1123\n", "Alisal High 2013 1121\n", "Washington Middle 2012 1120\n", "San Leandro High 2012 1115\n", "Eisenhower Senior High 2013 1103\n", "Victor Valley High 2012 1076\n", "Cobalt Institute of Math and Science Academy 2012 1074\n", "Estancia High 2012 1055\n", "Ukiah High 2012 1041\n", "Gifford C. Cole Middle 2012 1033\n", "Nidorf Barry J. Juvenile Hall 2012 1014\n", "Calexico High 2012 1012\n", "Littlerock High 2013 1000\n", "Sequoia Middle 2012 990\n", "Los Padrinos Juvenile Hall 2013 979\n", "Modesto High 2012 968\n", "Lincoln High 2012 954\n", "Bear Creek High 2013 953\n", "Alisal High 2012 953\n", "Littlerock High 2014 949\n", "Fred C. Beyer High 2012 947\n", "Lindsay Senior High 2013 942\n", "Saddleback High 2012 938\n", "Silverado High 2014 933" ] } ], "prompt_number": 8 }, { "cell_type": "heading", "level": 3, "metadata": {}, "source": [ "Cumulative Histogram of total referrals per year" ] }, { "cell_type": "code", "collapsed": false, "input": [ "total_ref = by_school.Total.tolist() # get just the number total referrals/year in a list\n", "cleanedList = [x for x in total_ref if str(x) != 'nan'] # temp fix since my 'nan' is string not NaN\n", "\n", "# make histogram from this list of values\n", "yearly_ref = Counter()\n", "for value in cleanedList:\n", " yearly_ref[value] += 1\n", " \n", "yearly_ref_values = list(yearly_ref.keys())" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 9 }, { "cell_type": "heading", "level": 4, "metadata": {}, "source": [ "Most common number of referrals per School per Year in (occurence, num_schools) form" ] }, { "cell_type": "code", "collapsed": false, "input": [ "print(yearly_ref.most_common(15))" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "[(0.0, 9089), (11.0, 564), (12.0, 450), (13.0, 329), (14.0, 285), (15.0, 275), (16.0, 243), (17.0, 203), (25.0, 181), (18.0, 175), (20.0, 164), (27.0, 163), (19.0, 161), (22.0, 161), (23.0, 152)]\n" ] } ], "prompt_number": 10 }, { "cell_type": "code", "collapsed": false, "input": [ "P.hist(yearly_ref_values, bins=100, facecolor='green')\n", "plt.title('Counts of Number of Referrals per Year')\n", "plt.ylabel('Number of Schools')\n", "plt.xlabel('Number Referrals')\n" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 11, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 11 }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Takeaways\n", "* There are a small number of schools which have _a **lot more** referrals than the average school_\n", "* This is an interesting point to keep in mind when approaching how to model the rest of the data\n", "* Although the greater majority of schools may have a low number of yearly referrals, our job is not done\n", "* It's more important to focus on the few schools that have an extraordinarily large amount of referrals\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Why do *select schools* have such a **large number of referrals** compared to the majority?\n", "\n" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# choose which columns you want to subset\n", "indices_ethnicity = [4, 6, 12]\n", "\n", "# state data w/o agg_level and CID and name\n", "indices_IDless = [4, 3, 5, 6, 7, 8, 9, 10, 12]\n", "ethnic14state = subset_cols_dataframe(state_data14, indices_IDless)\n", "ethnic13state = subset_cols_dataframe(state_data13, indices_IDless)\n", "ethnic12state = subset_cols_dataframe(state_data12, indices_IDless)\n", "\n", "# append the state data from all 3 years together\n", "ethnic_discip_state = append_dataframes([ethnic14state, ethnic13state, ethnic12state])\n", "\n", "# optional: uncomment to export this dataframe in csv form\n", "# export_df_to_csv(ethnic_discip_state, 'ethnic_discip_state.csv')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 12 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "\n", "\n", "Creating dataframe for visualizing descriptive statistics on referrals with respect to ethnicity:\n" ] }, { "cell_type": "heading", "level": 5, "metadata": {}, "source": [ "Now, to see at the number of referrals of each ethnicity with repect to year:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "group_year_ethnicity = ethnic_discip_state.groupby(['Ethnicity', 'Year']).sum()\n", "group_ethnic = ethnic_discip_state.groupby(['Ethnicity']).sum()\n", "group_year = ethnic_discip_state.groupby(['Year']).sum()\n", "\n", "# optional: uncomment to export this dataframe in csv form\n", "# export_df_to_csv(group_year_ethnicity, 'group_year_ethnicity.csv')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 13 }, { "cell_type": "heading", "level": 4, "metadata": {}, "source": [ "This information visualized:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "group_year_ethnicity.plot(kind = 'bar',stacked = True, title = 'Referrals by Ethnicity and Year')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 14, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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2qm5z3ER/OmLpgL8ztx6eO/10Zz17ubdOfSBDRMoC1VR1l4ikAyl+dRKAzwLZ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\n9CO5NjkeNTx6irqj7qi7P3XXYma9bsC1wGnA4jG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"text": [ "" ] } ], "prompt_number": 14 }, { "cell_type": "code", "collapsed": false, "input": [ "#InAmGroup = group_year_ethnicity.groupby(group_year_ethnicity.Ethnicity==1)\n" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 15 }, { "cell_type": "code", "collapsed": false, "input": [ "group_year_ethnicity.describe().plot(kind = 'area', stacked =True, title = '')\n" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 16, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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PHmXt2rXk5OSwePHiPAZGp6CturiyH7443Fk7uKZ+y+KJEZV2vWtqGK93Te8SD7Uta/sl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\nc6DAG6ejHvk0kc5ZPHeu8NDX0pnVmoE/HTreo7/pFtsmd3C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"text": [ "" ] } ], "prompt_number": 16 }, { "cell_type": "code", "collapsed": false, "input": [ "group_year_ethnicity.describe()" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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WeaponsDrugsViolenceWithInjuryViolenceWithoutInjuryOtherNonDefianceOtherDefiance
count 27.000000 27.00000 27.000000 27.000000 27.000000 27.000000
mean 1698.888889 5519.62963 5588.814815 22907.000000 3082.592593 29629.111111
std 2744.328001 9428.57981 8030.540436 33888.038374 4863.285675 48120.322021
min 76.000000 199.00000 270.000000 1053.000000 133.000000 965.000000
25% 159.000000 503.50000 456.500000 1558.500000 287.500000 1992.500000
50% 324.000000 1012.00000 1015.000000 4315.000000 597.000000 4697.000000
75% 1801.500000 5563.50000 10269.000000 41724.000000 4322.000000 43781.000000
max 9432.000000 31517.00000 25863.000000 111628.000000 15880.000000 190815.000000
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 17, "text": [ " Weapons Drugs ViolenceWithInjury ViolenceWithoutInjury \\\n", "count 27.000000 27.00000 27.000000 27.000000 \n", "mean 1698.888889 5519.62963 5588.814815 22907.000000 \n", "std 2744.328001 9428.57981 8030.540436 33888.038374 \n", "min 76.000000 199.00000 270.000000 1053.000000 \n", "25% 159.000000 503.50000 456.500000 1558.500000 \n", "50% 324.000000 1012.00000 1015.000000 4315.000000 \n", "75% 1801.500000 5563.50000 10269.000000 41724.000000 \n", "max 9432.000000 31517.00000 25863.000000 111628.000000 \n", "\n", " OtherNonDefiance OtherDefiance \n", "count 27.000000 27.000000 \n", "mean 3082.592593 29629.111111 \n", "std 4863.285675 48120.322021 \n", "min 133.000000 965.000000 \n", "25% 287.500000 1992.500000 \n", "50% 597.000000 4697.000000 \n", "75% 4322.000000 43781.000000 \n", "max 15880.000000 190815.000000 " ] } ], "prompt_number": 17 }, { "cell_type": "code", "collapsed": false, "input": [ "ethnic_discip = read_in_file('ethnic_discip_state.csv')\n", "print(\"Columns are: %s\" %list(ethnic_discip)) # columns of dataframe\n", "print(\"Number of entries is: %s\" %len(ethnic_discip)) # num entries" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "Columns are: ['Ethnicity', 'DisciplineType', 'Weapons', 'Drugs', 'ViolenceWithInjury', 'ViolenceWithoutInjury', 'OtherNonDefiance', 'OtherDefiance', 'Total', 'Year']\n", "Number of entries is: 81\n" ] } ], "prompt_number": 18 }, { "cell_type": "code", "collapsed": false, "input": [ "ethnic_discip.plot(x='Ethnicity',y ='Drugs', kind = 'scatter',xticks=[0,1,2,3,4,5,6,7,8,9], title = 'Total Referrals by Ethnicity')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 19, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 19 }, { "cell_type": "code", "collapsed": false, "input": [ "byInAm = ethnic_discip[ethnic_discip.Ethnicity==1]\n", "print(byInAm)" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ " Ethnicity DisciplineType Weapons Drugs ViolenceWithInjury \\\n", "5 1 E 22 35 12 \n", "14 1 I 13 28 95 \n", "23 1 O 155 546 541 \n", "32 1 E 23 40 16 \n", "41 1 I 14 21 113 \n", "50 1 O 173 612 605 \n", "59 1 E 24 46 24 \n", "68 1 I 8 14 89 \n", "77 1 O 213 548 615 \n", "\n", " ViolenceWithoutInjury OtherNonDefiance OtherDefiance Total Year \n", "5 25 3 3 100 2014 \n", "14 310 55 897 1398 2014 \n", "23 2179 253 1742 5416 2014 \n", "32 41 3 24 147 2013 \n", "41 382 42 1377 1949 2013 \n", "50 2443 249 2368 6450 2013 \n", "59 37 6 21 158 2012 \n", "68 320 65 1626 2122 2012 \n", "77 2392 263 3050 7081 2012 \n" ] } ], "prompt_number": 20 }, { "cell_type": "code", "collapsed": false, "input": [ "year = byInAm.groupby(['Year']).sum()\n", "print(year)\n", "\n" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ " Ethnicity Weapons Drugs ViolenceWithInjury ViolenceWithoutInjury \\\n", "Year \n", "2012 3 245 608 728 2749 \n", "2013 3 210 673 734 2866 \n", "2014 3 190 609 648 2514 \n", "\n", " OtherNonDefiance OtherDefiance Total \n", "Year \n", "2012 334 4697 9361 \n", "2013 294 3769 8546 \n", "2014 311 2642 6914 \n" ] } ], "prompt_number": 21 }, { "cell_type": "code", "collapsed": false, "input": [], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 21 } ], "metadata": {} } ] }