From c6985dbfba9e041cace6b32701f8a9fc7bb199f9 Mon Sep 17 00:00:00 2001 From: Saran Ahluwalia Date: Tue, 21 Dec 2021 10:26:05 -0500 Subject: [PATCH] added illustrative example with California - LA county --- ...s_revised_methodology_visualizations.ipynb | 4717 +++++++++++++++++ 1 file changed, 4717 insertions(+) create mode 100644 data/data-pipeline/data_pipeline/ipython/hud_eda_se_12_20_2011_investigate_sixthousand_candidate_tracts_revised_methodology_visualizations.ipynb diff --git a/data/data-pipeline/data_pipeline/ipython/hud_eda_se_12_20_2011_investigate_sixthousand_candidate_tracts_revised_methodology_visualizations.ipynb b/data/data-pipeline/data_pipeline/ipython/hud_eda_se_12_20_2011_investigate_sixthousand_candidate_tracts_revised_methodology_visualizations.ipynb new file mode 100644 index 00000000..79f2de7d --- /dev/null +++ b/data/data-pipeline/data_pipeline/ipython/hud_eda_se_12_20_2011_investigate_sixthousand_candidate_tracts_revised_methodology_visualizations.ipynb @@ -0,0 +1,4717 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Methodology to address fundamental problem 1 itemized in Issue 1024 - follow-up compare tabulations and relative household burden. This time I extend the 12-112 notebook to look at the revised methodology only." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Indicator reviewed: \n", + "\n", + "Socioeconomic Factors Indicator reviewed\n", + "* [Extreme Housing Burden](#housingburden)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Packages" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sarahluw/justice-40-main/justice40-tool/data/data-pipeline/justifce-40-main-env/lib/python3.7/site-packages/geopandas/_compat.py:110: UserWarning: The Shapely GEOS version (3.8.0-CAPI-1.13.1 ) is incompatible with the GEOS version PyGEOS was compiled with (3.10.1-CAPI-1.16.0). Conversions between both will be slow.\n", + " shapely_geos_version, geos_capi_version_string\n", + "/Users/sarahluw/justice-40-main/justice40-tool/data/data-pipeline/justifce-40-main-env/lib/python3.7/site-packages/fuzzywuzzy/fuzz.py:11: UserWarning: Using slow pure-python SequenceMatcher. Install python-Levenshtein to remove this warning\n", + " warnings.warn('Using slow pure-python SequenceMatcher. Install python-Levenshtein to remove this warning')\n" + ] + } + ], + "source": [ + "import math\n", + "import numpy as np\n", + "import os\n", + "import pandas as pd\n", + "import requests\n", + "import zipfile\n", + "from pathlib import Path\n", + "import shutil\n", + "\n", + "import seaborn as sns\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "from cenpy import products\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### ETL process for acquiring relevant tables" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### NOTE: If you ran the ETL Process to acquire Table 8 in the other notebook of this draft PR you do not need to run the ETL cell block again" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Copy and adapt certain sections of code from data_pipeline.utils \n", + "\n", + "def download_hud_dataset():\n", + " DOWNLOAD_FILENAME = \"HUD_ZIPPED.csv\"\n", + " HOUSING_FTP_URL = \"https://www.huduser.gov/portal/datasets/cp/2014thru2018-140-csv.zip\" \n", + " response = requests.get(HOUSING_FTP_URL, verify=True)\n", + " if response.status_code == 200:\n", + " file_contents = response.content\n", + " else:\n", + " sys.exit(\n", + " f\"HTTP response {response.status_code} from url {file_url}. Info: {response.content}\"\n", + " )\n", + "\n", + " # Write the contents to disk.\n", + " file = open(DOWNLOAD_FILENAME, \"wb\")\n", + " file.write(file_contents)\n", + " file.close()\n", + " \n", + "def extract_zipped_download(zip_file_path, unzipped_path):\n", + " with zipfile.ZipFile(zip_file_path, \"r\") as zip_ref:\n", + " zip_ref.extractall(unzipped_path)\n", + " # cleanup temporary file\n", + " os.remove(zip_file_path)\n", + " \n", + "def up_one_directory(path):\n", + " try:\n", + " # from Python 3.6\n", + " parent_dir = Path(path).parents[1]\n", + " # for Python 3.4/3.5, use str to convert the path to string\n", + " # parent_dir = str(Path(path).parents[1])\n", + " shutil.move(path, parent_dir)\n", + " except IndexError:\n", + " # no upper directory\n", + " pass\n", + "\n", + "CURRENT_DIRECTORY = os.getcwd()\n", + "download_hud_dataset()\n", + "extract_zipped_download(CURRENT_DIRECTORY + \"/HUD_ZIPPED.csv\", CURRENT_DIRECTORY) \n", + "up_one_directory(CURRENT_DIRECTORY + \"/140/Table8.csv\")\n", + "shutil.rmtree(\"./140/\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Extreme Housing Burden \n", + "\n", + "The Extreme Housing Burden indicator represents the proportion of low-income households that have to spend more than half their income on rent. These households experience higher levels of stress, report lower health, and may delay medical treatment because of its high cost.\n", + "\n", + "The Extreme Housing Burden indicator measures the percent of households in a census tract that are:\n", + "\n", + "1. Making less than 80% of the Area Median Family Income as determined by the Department of Housing and Urban Development (HUD), and\n", + "2. Paying greater than 50% of their income to housing costs. \n", + "\n", + "This data is sourced from the 2014-2018 Comprehensive Housing Affordability Strategy dataset from the Department of Housing and Urban Development (HUD) using the census tract geographic summary level, and contains cost burdens for households by percent HUD-adjusted median family income (HAMFI) category. This data can be found [here](https://www.huduser.gov/portal/datasets/cp.html). \n", + "\n", + "Because CHAS data is based on American Communities Survey (ACS) estimates, which come from a sample of the population, they may be unreliable if based on a small sample or population size.\n", + "\n", + "The standard error and relative standard error were used to evaluate the reliability of each estimate using CalEnviroScreen’s methodology. \n", + "\n", + "Census tract estimates that met either of the following criteria were considered reliable and included in the analysis [(CalEnviroScreen, 2017, page 129)](https://oehha.ca.gov/media/downloads/calenviroscreen/report/ces3report.pdf ):\n", + "\n", + "- Relative standard error less than 50 (meaning the standard error was less than half of the estimate), OR \n", + "- Standard error less than the mean standard error of all census tract estimates \n", + "\n", + "Formulas for calculating the standard error of sums, proportions, and ratio come from the [American Communities Survey Office](https://www2.census.gov/programs-surveys/acs/tech_docs/accuracy/MultiyearACSAccuracyofData2013.pdf).\n", + "\n", + "Note that this code creates a score and rank by state, for every state." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The relevant variables in table 8 of the CHAS dataset are the following (CHAS data dictionary available [here](https://www.huduser.gov/portal/datasets/cp/CHAS-data-dictionary-14-18.xlsx)):\n", + "\n", + "| Name | Label |\n", + "|---------|-----------------------------------------------------|\n", + "|T1_est1 | Total Occupied housing units | \n", + "|T8_est10 | Owner occupied less than or equal to 30% of HAMFI cost burden greater than 50% |\n", + "|T8_est23 |Owner occupied greater than 30% but less than or equal to 50% of HAMFI\tcost burden greater than 50%|\n", + "|T8_est36 |Owner occupied\tgreater than 50% but less than or equal to 80% of HAMFI\tcost burden greater than 50%|\n", + "|T8_est76 | Renter occupied less than or equal to 30% of HAMFI cost burden greater than 50% |\n", + "|T8_est89 |Renter occupied\tgreater than 30% but less than or equal to 50% of HAMFI\tcost burden greater than 50%|\n", + "|T8_est102|Renter occupied\tgreater than 50% but less than or equal to 80% of HAMFI\tcost burden greater than 50%|\n", + " " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Below I also propose an alternate means for ranking census tracts\n", + "### These steps are outlined and commented below" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Read in the data from https://www.huduser.gov/portal/datasets/cp.html\n", + "housing = pd.read_csv(\"Table8.csv\", \n", + " encoding = \"ISO-8859-1\", \n", + " dtype = {'Tract_ID': object, 'st': object, 'geoid': object})\n", + "\n", + "# Remove data for states that aren't included in the census (e.g. American Samoa, Guam, etc.):\n", + "housing.drop(housing.loc[housing['st'] == '72'].index, inplace = True)\n", + "\n", + "# Combine owner and renter occupied low-income households that make less than 80% of HAMFI into one variable\n", + "housing['summed'] = (housing['T8_est10'] + \n", + " housing['T8_est23'] + \n", + " housing['T8_est36'] + \n", + " housing['T8_est76'] + \n", + " housing['T8_est89'] + \n", + " housing['T8_est102'])\n", + "\n", + "# Create a variable for the standard error of the summed variables\n", + "housing['summed_se'] = np.sqrt((housing['T8_moe10'] / 1.645)**2 + \n", + " (housing['T8_moe23'] / 1.645)**2 + \n", + " (housing['T8_moe36'] / 1.645)**2 + \n", + " (housing['T8_moe76'] / 1.645)**2 + \n", + " (housing['T8_moe89'] / 1.645)**2 + \n", + " (housing['T8_moe102'] / 1.645)**2)\n", + "\n", + "# Remove the first 7 digits in the FIPS Census Tract ID \n", + "housing['geoid'] = housing['geoid'].str[-11:]\n", + "\n", + "# Find the estimate of the proportion of the population that is heavily rent burdened\n", + "housing['hbrd_score'] = housing['summed'] / housing['T8_est1']\n", + "\n", + "# Change rates where the population is 0 to nan\n", + "housing['hbrd_score'].replace(np.inf, np.nan, inplace = True)\n", + "\n", + "# Create function for calculating the standard error, using the proportions standard error formula\n", + "# if the value under the radical is negative, use the ratio standard error formula\n", + "def se_prop(x, y, se_x, moe_y): \n", + " se_y = moe_y / 1.645\n", + " test = se_x**2 - (((x**2)/(y**2))*((se_y)**2))\n", + " se = np.where(test < 0,\n", + " (1/y) * np.sqrt(se_x**2 + (((x**2)/(y**2))*(se_y**2))), \n", + " (1/y) * np.sqrt(se_x**2 - (((x**2)/(y**2))*(se_y**2))))\n", + " return se\n", + "\n", + "housing['se'] = se_prop(housing['summed'], housing['T8_est1'], housing['summed_se'], housing['T8_moe1'])\n", + "\n", + "# Calculate the relative standard error\n", + "housing['rse'] = housing['se'] / housing['hbrd_score']*100\n", + "\n", + "# Change infinite rse's where the housing burden is 0 to np.nan\n", + "housing['rse'].replace(np.inf, np.nan, inplace = True)\n", + "\n", + "# Calculate the mean standard error for each state\n", + "housing['mean_state_se'] = np.zeros(len(housing))\n", + "\n", + "for state in housing['st'].unique():\n", + " mean_se = np.mean(housing[housing['st'] == state]['se'])\n", + " housing['mean_state_se'].loc[housing['st'] == state] = mean_se\n", + " \n", + "# Find census tract estimates that meet both of the following criteria and are thus considered unreliable estimates: \n", + "# RSE less than 50 AND\n", + "# SE less than the mean state SE or housing burdened low income households\n", + "# Convert these scores to nan\n", + "housing.loc[(housing['rse'] >= 50) & (housing['rse'] >= housing['mean_state_se']), 'hbrd_score'] = np.nan\n", + "\n", + "# Rename columns\n", + "housing = housing.rename(columns = {'geoid' :'FIPS_tract_id',\n", + " 'st' : 'state'\n", + " })\n", + "\n", + "# Calculate percentile rank for census tracts with a score above 0, set percentile to 0 if score is 0, for each state\n", + "housing['hbrd_rank'] = housing[\n", + " housing['hbrd_score'] != 0][['hbrd_score',\n", + " 'state']].groupby('state').rank( \n", + " na_option = 'keep', \n", + " pct = True) * 100\n", + "\n", + "housing.loc[housing['hbrd_score'] == 0, 'hbrd_rank'] = 0\n", + "\n", + "# Create final housing burden df\n", + "housingburden = housing.copy()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "housingburden.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "housingburden.shape" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### As desired we see a uniform distribution for the percentile rank for burdened households" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(12, 8))\n", + "plt.title('Relative Housing Burden (Percentile rank) - CalEnvironScreen Methodology')\n", + "# Set x-axis label\n", + "plt.xlabel('Percentile Rank')\n", + "# Set y-axis label\n", + "plt.ylabel('Relative Frequency in Support')\n", + "\n", + "sns.histplot(housingburden[\"hbrd_rank\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Now we compute for a baseline comparison " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Owner occupied numerator fields\n", + "OWNER_OCCUPIED_NUMERATOR_FIELDS = [\n", + " # Column Name\n", + " # Line_Type\n", + " # Tenure\n", + " # Household income\n", + " # Cost burden\n", + " # Facilities\n", + " \"T8_est7\",\n", + " # Subtotal\n", + " # Owner occupied\n", + " # less than or equal to 30% of HAMFI\n", + " # greater than 30% but less than or equal to 50%\n", + " # All\n", + " \"T8_est10\",\n", + " # Subtotal\n", + " # Owner occupied\n", + " # less than or equal to 30% of HAMFI\n", + " # greater than 50%\n", + " # All\n", + " \"T8_est20\",\n", + " \n", + " # Subtotal\n", + " # Owner occupied\n", + " # greater than 30% but less than or equal to 50% of HAMFI\n", + " # greater than 30% but less than or equal to 50%\n", + " # All\n", + " \"T8_est23\",\n", + " # Subtotal\n", + " # Owner occupied\n", + " # greater than 30% but less than or equal to 50% of HAMFI\n", + " # greater than 50%\n", + " # All\n", + " \"T8_est33\",\n", + " # Subtotal\n", + " # Owner occupied\n", + " # greater than 50% but less than or equal to 80% of HAMFI\n", + " # greater than 30% but less than or equal to 50%\n", + " # All\n", + " \"T8_est36\",\n", + " # Subtotal\n", + " # Owner occupied\n", + " # greater than 50% but less than or equal to 80% of HAMFI\n", + " # greater than 50%\n", + " # All\n", + "]\n", + "\n", + "# These rows have the values where HAMFI was not computed, b/c of no or negative income.\n", + "OWNER_OCCUPIED_NOT_COMPUTED_FIELDS = [\n", + " # Column Name\n", + " # Line_Type\n", + " # Tenure\n", + " # Household income\n", + " # Cost burden\n", + " # Facilities\n", + " \"T8_est13\",\n", + " # Subtotal\n", + " # Owner occupied\n", + " # less than or equal to 30% of HAMFI\n", + " # not computed (no/negative income)\n", + " # All\n", + " \"T8_est26\",\n", + " # Subtotal\n", + " # Owner occupied\n", + " # greater than 30% but less than or equal to 50% of HAMFI\n", + " # not computed (no/negative income)\n", + " # All\n", + " \"T8_est39\",\n", + " # Subtotal\n", + " # Owner occupied\n", + " # greater than 50% but less than or equal to 80% of HAMFI\n", + " # not computed (no/negative income)\n", + " # All\n", + " \"T8_est52\",\n", + " # Subtotal\n", + " # Owner occupied\n", + " # greater than 80% but less than or equal to 100% of HAMFI\n", + " # not computed (no/negative income)\n", + " # All\n", + " \"T8_est65\",\n", + " # Subtotal\n", + " # Owner occupied\n", + " # greater than 100% of HAMFI\n", + " # not computed (no/negative income)\n", + " # All\n", + "]\n", + "\n", + "OWNER_OCCUPIED_POPULATION_FIELD = \"T8_est2\"\n", + "# Subtotal\n", + "# Owner occupied\n", + "# All\n", + "# All\n", + "# All\n", + "\n", + "OWNER_OCCUPIED_POPULATION_HAMFI_FIELD = \"T8_est3\"\n", + "# Subtotal\n", + "# Owner occupied \n", + "# All\n", + "# All\n", + "# All\n", + "\n", + "# Renter occupied numerator fields\n", + "RENTER_OCCUPIED_NUMERATOR_FIELDS = [\n", + " # Column Name\n", + " # Line_Type\n", + " # Tenure\n", + " # Household income\n", + " # Cost burden\n", + " # Facilities\n", + " \"T8_est73\",\n", + " # Subtotal\n", + " # Renter occupied\n", + " # less than or equal to 30% of HAMFI\n", + " # greater than 30% but less than or equal to 50%\n", + " # All\n", + " \"T8_est76\",\n", + " # Subtotal\n", + " # Renter occupied\n", + " # less than or equal to 30% of HAMFI\n", + " # greater than 50%\n", + " # All\n", + " \"T8_est86\",\n", + " # Subtotal\n", + " # Renter occupied\n", + " # greater than 30% but less than or equal to 50% of HAMFI\n", + " # greater than 30% but less than or equal to 50%\n", + " # All\n", + " \"T8_est89\",\n", + " # Subtotal\n", + " # Renter occupied\n", + " # greater than 30% but less than or equal to 50% of HAMFI\n", + " # greater than 50%\n", + " # All\n", + " \"T8_est99\",\n", + " # Subtotal\n", + " # Renter occupied\tgreater than 50% but less than or equal to 80% of HAMFI\n", + " # greater than 30% but less than or equal to 50%\n", + " # All\n", + " \"T8_est102\",\n", + " # Subtotal\n", + " # Renter occupied\n", + " # greater than 50% but less than or equal to 80% of HAMFI\n", + " # greater than 50%\n", + " # All\n", + "]\n", + "\n", + "# These rows have the values where HAMFI was not computed, b/c of no or negative income.\n", + "RENTER_OCCUPIED_NOT_COMPUTED_FIELDS = [\n", + " # Column Name\n", + " # Line_Type\n", + " # Tenure\n", + " # Household income\n", + " # Cost burden\n", + " # Facilities\n", + " \"T8_est79\",\n", + " # Subtotal\n", + " # Renter occupied\tless than or equal to 30% of HAMFI\n", + " # not computed (no/negative income)\n", + " # All\n", + " \"T8_est92\",\n", + " # Subtotal\n", + " # Renter occupied\tgreater than 30% but less than or equal to 50% of HAMFI\n", + " # not computed (no/negative income)\n", + " # All\n", + " \"T8_est105\",\n", + " # Subtotal\n", + " # Renter occupied\n", + " # greater than 50% but less than or equal to 80% of HAMFI\n", + " # not computed (no/negative income)\n", + " # All\n", + " \"T8_est118\",\n", + " # Subtotal\n", + " # Renter occupied\tgreater than 80% but less than or equal to 100% of HAMFI\n", + " # not computed (no/negative income)\n", + " # All\n", + " \"T8_est131\",\n", + " # Subtotal\n", + " # Renter occupied\n", + " # greater than 100% of HAMFI\n", + " # not computed (no/negative income)\n", + " # All\n", + "]\n", + "\n", + "# T8_est68\tSubtotalRenter occupied\tAll\tAll\tAll\n", + "RENTER_OCCUPIED_POPULATION_FIELD = \"T8_est68\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "housingburden[\"current_summed_methodology\"] = housingburden[\n", + " OWNER_OCCUPIED_NUMERATOR_FIELDS\n", + "].sum(axis=1) + housingburden[RENTER_OCCUPIED_NUMERATOR_FIELDS].sum(axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "housingburden[\"current_methodology_denominator\"] = (\n", + " housingburden[OWNER_OCCUPIED_POPULATION_FIELD]\n", + " + housingburden[RENTER_OCCUPIED_POPULATION_FIELD]\n", + " - housingburden[OWNER_OCCUPIED_NOT_COMPUTED_FIELDS].sum(axis=1)\n", + " - housingburden[RENTER_OCCUPIED_NOT_COMPUTED_FIELDS].sum(axis=1)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "housingburden[\"current_methodology_denominator_sans_not_computed\"] = (\n", + " housingburden[OWNER_OCCUPIED_POPULATION_FIELD]\n", + " + housingburden[RENTER_OCCUPIED_POPULATION_FIELD]\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "housingburden[\"current_methodology_percent\"] = np.round(\n", + " (housingburden[\"current_summed_methodology\"] / housingburden[\"current_methodology_denominator\"] ), 2) * 100" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "housingburden[\"absolute_difference\"] = housingburden[\n", + " \"current_summed_methodology\"] - housingburden[\"summed\"]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "housingburden.to_csv(\"housing_burden_percentiles_12122021.csv\", index=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Now we construct the distribution of differences in the number of owned and rented burdened households\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "plt.figure(figsize=(12, 8))\n", + "plt.title('Distribution of differences between two methodologies')\n", + "# Set x-axis label\n", + "plt.xlabel('Aggregate total owner and renter occupied low-income households < 80%')\n", + "# Set y-axis label\n", + "plt.ylabel('Relative Frequency in Support')\n", + "\n", + "sns.histplot(housingburden[\"absolute_difference\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plotting both distributions for accounting for different aggregations of owned and rented burdened households. Red is the revised version; green is the current methodology" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "sns.set_color_codes()\n", + "plt.figure(figsize=(12, 8))\n", + "plt.title('Owner and renter occupied low-income households that make less than 80% of HAMF')\n", + "# Set y-axis label\n", + "plt.ylabel('Kernel density estimate')\n", + "\n", + "sns.distplot(housingburden[\"current_summed_methodology\"], \n", + " rug_kws={\"color\": \"green\"}, rug = True, \n", + " kde_kws={\"color\": \"g\", \"lw\": 3, \"label\": \"KDE\"},\n", + " hist_kws={\"histtype\": \"step\", \"linewidth\": 3,\n", + " \"alpha\": 1, \"color\": \"green\"}\n", + " )\n", + "sns.distplot(housingburden[\"summed\"], \n", + " rug_kws={\"color\": \"red\"}, rug = True, \n", + " kde_kws={\"color\": \"r\", \"lw\": 3, \"label\": \"KDE\"},\n", + " hist_kws={\"histtype\": \"step\", \"linewidth\": 3,\n", + " \"alpha\": 1, \"color\": \"red\"}\n", + " )\n", + "\n", + "plt.xlabel('Aggregate total owner and renter occupied low-income households < 80%')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Now let's focus on West Virginia (FIPS code 54) and perform a nonparametric test to validate that the distributions are different for the health burden across all census tracts within West Virginia\n", + "\n", + "\n", + "Permutation sampling is a method to simulate the hypothesis that two variables have identical probability distributions. We perform this below. The red ECDF is the current tabulation of burdened household. The blue the proposed methodology for tabulation." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def permutation_sample(data1, data2):\n", + " \"\"\"Generate a permutation sample from two data sets.\"\"\"\n", + "\n", + " # Concatenate the data sets: data\n", + " data = np.concatenate((data1, data2))\n", + "\n", + " # Permute the concatenated array: permuted_data\n", + " permuted_data = np.random.permutation(data)\n", + "\n", + " # Split the permuted array into two: perm_sample_1, perm_sample_2\n", + " perm_sample_1 = permuted_data[:len(data1)]\n", + " perm_sample_2 = permuted_data[len(data1):]\n", + "\n", + " return perm_sample_1, perm_sample_2\n", + "\n", + "def ecdf(data):\n", + " \"\"\"Compute ECDF for a one-dimensional array of measurements.\"\"\"\n", + " # Number of data points: n\n", + " n = len(data)\n", + "\n", + " # x-data for the ECDF: x\n", + " x = np.sort(data)\n", + "\n", + " # y-data for the ECDF: y\n", + " y = np.arange(1, n+1) / n\n", + "\n", + " return x, y\n", + "\n", + "\n", + "current_methodology = housingburden[housingburden[\"state\"] == '54'][\"current_summed_methodology\"].values\n", + "revised_methodology = housingburden[housingburden[\"state\"] == '54'][\"summed\"].values\n", + "\n", + "for _ in range(100):\n", + " # Generate permutation samples\n", + " perm_sample_1, perm_sample_2 = permutation_sample(current_methodology, revised_methodology)\n", + "\n", + "\n", + " # Compute ECDFs\n", + " x_1, y_1 = ecdf(perm_sample_1)\n", + " x_2, y_2 = ecdf(perm_sample_2)\n", + "\n", + " # Plot ECDFs of permutation sample\n", + " _ = plt.plot(x_1, y_1, marker='.', linestyle='none',\n", + " color='red', alpha=0.02)\n", + " _ = plt.plot(x_2, y_2, marker='.', linestyle='none',\n", + " color='blue', alpha=0.02)\n", + "\n", + "# Create and plot ECDFs from original data\n", + "x_1, y_1 = ecdf(current_methodology)\n", + "x_2, y_2 = ecdf(revised_methodology)\n", + "_ = plt.plot(x_1, y_1, marker='.', linestyle='none', color='red')\n", + "_ = plt.plot(x_2, y_2, marker='.', linestyle='none', color='blue')\n", + "\n", + "# Label axes, set margin, and show plot\n", + "plt.margins(0.02)\n", + "_ = plt.xlabel('Total number of owner and rental burdened households using both methodologies')\n", + "_ = plt.ylabel('ECDF')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Notice that the permutation samples ECDFs overlap and give a purple haze. None of the ECDFs from the permutation samples overlap with the observed data, suggesting that the hypothesis is not commensurate with the data. Both methodologies for housing burden are not identically distributed." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + "\n", + "## Nonparametric two-sample bootstrap test for sample mean\n", + "\n", + "We now want to test the hypothesis that both methodologies have the same average housing burden across all census tracts in West Virginia, but not necessarily the same distribution, which is also impossible with a permutation test.\n", + "\n", + "To do the two-sample bootstrap test, we shift both arrays to have the same mean, since we are simulating the hypothesis that their means are, in fact, equal. We then draw bootstrap samples out of the shifted arrays and compute the difference in means. This constitutes a bootstrap replicate, and we generate many of them. The p-value is the fraction of replicates with a difference in means greater than or equal to what was observed.\n", + "\n", + "**Conclusion**:\n", + "\n", + "We actually have evidence that the means are equal and corroborate a similar result as when we performed in the permutation test. Nonetheless, remember that it is important to carefully think about what question we want to ask. Are we only interested in the mean housing burden, or in the distribution of housing burdens across a state's census tract??" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def bootstrap_replicate_1d(data, func):\n", + " \"\"\"Generate bootstrap replicate of one dimensional data.\"\"\"\n", + " bs_sample = np.random.choice(data, len(data))\n", + " return func(bs_sample)\n", + "\n", + "def draw_bs_reps(data, func, size=1):\n", + " \"\"\"Draw bootstrap replicates.\"\"\"\n", + " # Initialize array of replicates\n", + " bs_replicates = np.empty(size)\n", + " # Generate replicates\n", + " for i in range(size):\n", + " bs_replicates[i] = bootstrap_replicate_1d(data, func)\n", + " return bs_replicates\n", + "\n", + "def diff_of_means(data_1, data_2):\n", + " \"\"\"Difference in means of two arrays.\"\"\"\n", + "\n", + " # The difference of means of data_1, data_2: diff\n", + " diff = np.mean(data_1) - np.mean(data_2)\n", + "\n", + " return diff\n", + "\n", + "# Compute difference of mean burden from data\n", + "empirical_diff_means = diff_of_means(current_methodology, revised_methodology)\n", + "\n", + "# Compute mean of all burdens (population)\n", + "mean_burden = np.mean(np.append(current_methodology, revised_methodology))\n", + "\n", + "# Generate shifted arrays\n", + "burden_a_shifted = current_methodology - np.mean(current_methodology) + mean_burden\n", + "burden_b_shifted = revised_methodology - np.mean(revised_methodology) + mean_burden\n", + "\n", + "# Compute 10,000 bootstrap replicates from shifted arrays\n", + "bs_replicates_a = draw_bs_reps(burden_a_shifted, np.mean, size=10000)\n", + "bs_replicates_b = draw_bs_reps(burden_b_shifted, np.mean, size=10000)\n", + "\n", + "# Get replicates of difference of means\n", + "bs_replicates = bs_replicates_a - bs_replicates_b\n", + "\n", + "# Compute and print p-value\n", + "p = np.sum(bs_replicates >= empirical_diff_means) / len(bs_replicates)\n", + "print(\"P Value: {:.4f}\".format(round(p, 2)))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Percentiles Comparison" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "final_df = housingburden[['FIPS_tract_id', 'state','hbrd_rank','hbrd_score', 'summed', \n", + " 'current_summed_methodology', 'T8_est1', \n", + " \"current_methodology_denominator_sans_not_computed\",\n", + " 'current_methodology_denominator', 'current_methodology_percent']]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### First notice here that **T8_est1** and **current_methodology_denominator** should represent same or similar aggregates. In general, we cen see that the current computation performed results in a differerntial that undercounts the total occupied and rental households." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "final_df[\"differences_aggregate_denominator\"] = (\n", + " final_df[\"current_methodology_denominator\"] - final_df[\"T8_est1\"] \n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "final_df[\"differences_aggregate_denominator_sans_not_computed\"] = (\n", + " final_df[\"current_methodology_denominator\"] - final_df[\"T8_est1\"] \n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(12, 8))\n", + "plt.title('Distribution of differences between aggregate totals that normalizes tabulation of poverty households')\n", + "# Set x-axis label\n", + "plt.xlabel('Aggregate differences in total owner and renter occupied low-income households < 80%')\n", + "# Set y-axis label\n", + "plt.ylabel('Relative Frequency in Support')\n", + "\n", + "sns.histplot(final_df[\"differences_aggregate_denominator\"])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plt.figure(figsize=(12, 8))\n", + "plt.title('Distribution of differences between aggregate totals that normalizes tabulation of poverty households (with removal of not computed fields) ')\n", + "# Set x-axis label\n", + "plt.xlabel('Aggregate differences in total owner and renter occupied low-income households')\n", + "# Set y-axis label\n", + "plt.ylabel('Relative Frequency in Support')\n", + "\n", + "sns.histplot(final_df[\"differences_aggregate_denominator_sans_not_computed\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Only include non-NA tracts for comparison purposes" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "final_df = final_df[~final_df[\"hbrd_rank\"].isna()]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "common_percentile = 90\n", + "\n", + "# (final_df['current_methodology_percent'] >= 90).value_counts()\n", + "\n", + "final_df[\"current_threshold_exceeded\"] = (final_df['current_methodology_percent'] >= 90)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "final_df[\"new_threshold_exceeded\"] = (final_df['hbrd_rank'] >= 90)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "final_df[\"new_threshold_exceeded\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "final_df[\"current_threshold_exceeded\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "final_df[\"hbrd_rank\"].sort_values(ascending=False)[:10]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# find the corresponding tracts that are different between the two\n", + "final_df.loc[final_df[\n", + " 'current_threshold_exceeded'] != final_df['new_threshold_exceeded']].head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# final_df.to_csv(\"housing_burdencomparison_two_methods_12192021.csv\", index=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Read Final Dataframe for all tracts" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "final_df = pd.read_csv(\"housing_burdencomparison_two_methods_12192021.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(67813, 14)" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "final_df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# merge_global = census_acs_2019.merge(final_df, \n", + "# left_on = \"GEOID10_TRACT\", \n", + "# right_on = \"FIPS_tract_id\")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "# merge_global_stats = merge_global.groupby([\"state\"]).agg({\n", + "# 'GEOID10_TRACT': 'nunique',\n", + "# 'Percent of individuals < 200% Federal Poverty Line': [np.median, 'nunique', np.std],\n", + "# 'Median value ($) of owner-occupied housing units': [np.median, 'nunique', np.std],\n", + "# 'Percent individuals age 25 or over with less than high school degree': [np.median, 'nunique', np.std],\n", + "# 'Percent enrollment in college or graduate school': [np.median, 'nunique', np.std],\n", + "# # 'Hispanic or Latino': [np.median, 'nunique'. np.std],\n", + "# 'Percent Black or African American alone': [np.median, 'nunique', np.std],\n", + "# 'Percent American Indian and Alaska Native alone': [np.median, 'nunique', np.std],\n", + "# 'Percent Non-Hispanic White': [np.median, 'nunique', np.std], \n", + "# 'Linguistic isolation (percent)': [np.median, 'nunique', np.std],\n", + "# # 'Percent of tract that is HOLC Grade D': [np.median, 'nunique', np.std],\n", + "# # 'Current lack of health insurance among adults aged 18-64 years': [np.median, 'nunique', np.std],\n", + "# 'Median household income in the past 12 months': [np.median, 'nunique', np.std],\n", + "# 'Percent Hispanic or Latino': [np.median, 'nunique', np.std],\n", + "# 'hbrd_rank': [np.median, 'nunique', np.std],\n", + "# 'current_methodology_percent': [np.median, 'nunique', np.std],\n", + "# 'current_summed_methodology': [np.median, 'nunique', np.std, np.sum]\n", + "\n", + "# }).reset_index()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "# merge_global_stats.columns = [' '.join(col).strip() for\n", + "# col in merge_global_stats.columns.values]" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "# np.median(merge_global_stats[\"Percent Black or African American alone median\"] * 100)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "# select only those tracts that meet the new housing burden definition\n", + "final_df = final_df[final_df[\"new_threshold_exceeded\"] == True]" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(6801, 14)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "final_df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "6 781\n", + "48 466\n", + "36 466\n", + "12 399\n", + "42 305\n", + "17 299\n", + "39 276\n", + "26 257\n", + "37 203\n", + "34 196\n", + "Name: state, dtype: int64" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# california is number 1\n", + "final_df.state.value_counts()[:10]" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "census_acs_2019 = pd.read_csv(\"../data/dataset/census_acs_2019/usa.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "GEOID10_TRACT int64\n", + "Unemployed civilians (percent) float64\n", + "Linguistic isolation (percent) float64\n", + "Median household income in the past 12 months int64\n", + "Percent of individuals < 100% Federal Poverty Line float64\n", + "Percent of individuals < 150% Federal Poverty Line float64\n", + "Percent of individuals < 200% Federal Poverty Line float64\n", + "Median value ($) of owner-occupied housing units int64\n", + "Percent individuals age 25 or over with less than high school degree float64\n", + "Percent enrollment in college or graduate school float64\n", + "Black or African American alone int64\n", + "American Indian and Alaska Native alone int64\n", + "Asian alone int64\n", + "Native Hawaiian and Other Pacific alone int64\n", + "Two or more races int64\n", + "Non-Hispanic White int64\n", + "Hispanic or Latino int64\n", + "Percent Black or African American alone float64\n", + "Percent American Indian and Alaska Native alone float64\n", + "Percent Asian alone float64\n", + "Percent Native Hawaiian and Other Pacific alone float64\n", + "Percent Two or more races float64\n", + "Percent Non-Hispanic White float64\n", + "Percent Hispanic or Latino float64\n", + "dtype: object" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "census_acs_2019.dtypes" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 1073001100\n", + "1 1073001400\n", + "2 1073002000\n", + "3 1073003802\n", + "4 1073004000\n", + "Name: GEOID10_TRACT, dtype: int64" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "census_acs_2019[\"GEOID10_TRACT\"].head()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "final_df['FIPS_tract_id'] = final_df['FIPS_tract_id'].astype(np.int64)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "FIPS_tract_id int64\n", + "state int64\n", + "hbrd_rank float64\n", + "hbrd_score float64\n", + "summed int64\n", + "current_summed_methodology int64\n", + "T8_est1 int64\n", + "current_methodology_denominator_sans_not_computed int64\n", + "current_methodology_denominator int64\n", + "current_methodology_percent float64\n", + "differences_aggregate_denominator int64\n", + "differences_aggregate_denominator_sans_not_computed int64\n", + "current_threshold_exceeded bool\n", + "new_threshold_exceeded bool\n", + "dtype: object" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "final_df.dtypes" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "merge_1 = census_acs_2019.merge(final_df, \n", + " left_on = \"GEOID10_TRACT\", \n", + " right_on = \"FIPS_tract_id\")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " GEOID10_TRACT Unemployed civilians (percent) \\\n", + "0 1073002000 0.137549 \n", + "1 1073003802 0.103332 \n", + "2 1073004000 0.211483 \n", + "3 1073005101 0.092632 \n", + "4 1073010302 0.152021 \n", + "\n", + " Linguistic isolation (percent) \\\n", + "0 0.019732 \n", + "1 0.000000 \n", + "2 0.044787 \n", + "3 0.000000 \n", + "4 0.019872 \n", + "\n", + " Median household income in the past 12 months \\\n", + "0 27159 \n", + "1 38721 \n", + "2 18525 \n", + "3 15833 \n", + "4 20696 \n", + "\n", + " Percent of individuals < 100% Federal Poverty Line \\\n", + "0 0.513352 \n", + "1 0.196560 \n", + "2 0.405843 \n", + "3 0.622069 \n", + "4 0.401938 \n", + "\n", + " Percent of individuals < 150% Federal Poverty Line \\\n", + "0 0.616172 \n", + "1 0.340389 \n", + "2 0.585077 \n", + "3 0.833103 \n", + "4 0.511390 \n", + "\n", + " Percent of individuals < 200% Federal Poverty Line \\\n", + "0 0.727976 \n", + "1 0.529012 \n", + "2 0.707856 \n", + "3 0.842069 \n", + "4 0.593873 \n", + "\n", + " Median value ($) of owner-occupied housing units \\\n", + "0 68400 \n", + "1 64100 \n", + "2 67300 \n", + "3 51000 \n", + "4 71900 \n", + "\n", + " Percent individuals age 25 or over with less than high school degree \\\n", + "0 0.233405 \n", + "1 0.143187 \n", + "2 0.170472 \n", + "3 0.254545 \n", + "4 0.158696 \n", + "\n", + " Percent enrollment in college or graduate school ... summed \\\n", + "0 0.063934 ... 360 \n", + "1 0.083550 ... 460 \n", + "2 0.039753 ... 375 \n", + "3 0.090062 ... 149 \n", + "4 0.063147 ... 385 \n", + "\n", + " current_summed_methodology T8_est1 \\\n", + "0 620 1455 \n", + "1 775 1925 \n", + "2 665 1515 \n", + "3 329 640 \n", + "4 590 1510 \n", + "\n", + " current_methodology_denominator_sans_not_computed \\\n", + "0 1455 \n", + "1 1925 \n", + "2 1515 \n", + "3 635 \n", + "4 1510 \n", + "\n", + " current_methodology_denominator current_methodology_percent \\\n", + "0 1425 44.0 \n", + "1 1885 41.0 \n", + "2 1420 47.0 \n", + "3 625 53.0 \n", + "4 1410 42.0 \n", + "\n", + " differences_aggregate_denominator \\\n", + "0 -30 \n", + "1 -40 \n", + "2 -95 \n", + "3 -15 \n", + "4 -100 \n", + "\n", + " differences_aggregate_denominator_sans_not_computed \\\n", + "0 -30 \n", + "1 -40 \n", + "2 -95 \n", + "3 -15 \n", + "4 -100 \n", + "\n", + " current_threshold_exceeded new_threshold_exceeded \n", + "0 False True \n", + "1 False True \n", + "2 False True \n", + "3 False True \n", + "4 False True \n", + "\n", + "[5 rows x 38 columns]" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "merge_1.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(6801, 38)" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "merge_1.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "cdc_places = pd.read_csv(\"../data/dataset/cdc_places/usa.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "cdc_le = pd.read_csv(\"../data/dataset/cdc_life_expectancy/usa.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "# all CDC datasets\n", + "temp_cdc = cdc_places.merge(cdc_le, on = \"GEOID10_TRACT\")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "# Segregation\n", + "# holc = pd.read_csv(\"../data/dataset/mapping_inequality/usa.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [], + "source": [ + "# urban--rural\n", + "geo_corr = pd.read_csv(\"../data/dataset/geocorr/usa.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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GEOID10_TRACTpopulation_in_rural_areaspopulation_in_urban_areasperc_population_in_rural_areasperc_population_in_urban_areasUrban Heuristic Flag
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" + ], + "text/plain": [ + " GEOID10_TRACT population_in_rural_areas population_in_urban_areas \\\n", + "0 1001020100 318.0 1594.0 \n", + "1 1001020200 NaN 2170.0 \n", + "2 1001020300 NaN 3373.0 \n", + "3 1001020400 NaN 4386.0 \n", + "4 1001020500 4.0 10762.0 \n", + "\n", + " perc_population_in_rural_areas perc_population_in_urban_areas \\\n", + "0 0.166318 0.833682 \n", + "1 NaN 1.000000 \n", + "2 NaN 1.000000 \n", + "3 NaN 1.000000 \n", + "4 0.000372 0.999628 \n", + "\n", + " Urban Heuristic Flag \n", + "0 1 \n", + "1 1 \n", + "2 1 \n", + "3 1 \n", + "4 1 " + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "geo_corr.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "merge_2 = geo_corr.merge(temp_cdc, on=\"GEOID10_TRACT\")\n", + "\n", + "# merge_3 = merge_2.merge(geo_corr, on=\"GEOID10_TRACT\")" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "combined_df = merge_2.merge(merge_1, on=\"GEOID10_TRACT\")" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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GEOID10_TRACTpopulation_in_rural_areaspopulation_in_urban_areasperc_population_in_rural_areasperc_population_in_urban_areasUrban Heuristic FlagAll teeth lost among adults aged >=65 yearsArthritis among adults aged >=18 yearsBinge drinking among adults aged >=18 yearsCancer (excluding skin cancer) among adults aged >=18 years...summedcurrent_summed_methodologyT8_est1current_methodology_denominator_sans_not_computedcurrent_methodology_denominatorcurrent_methodology_percentdifferences_aggregate_denominatordifferences_aggregate_denominator_sans_not_computedcurrent_threshold_exceedednew_threshold_exceeded
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21015000200NaN3104.0NaN1.000000123.934.712.27.1...28547512401245122539.0-15-15FalseTrue
31015000300NaN2951.0NaN1.000000133.337.510.56.4...28048812201215117542.0-45-45FalseTrue
41015002101294.03698.00.0736470.926353124.913.218.02.1...3654831005100097050.0-35-35FalseTrue
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5 rows × 74 columns

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" + ], + "text/plain": [ + " GEOID10_TRACT population_in_rural_areas population_in_urban_areas \\\n", + "0 1005950700 430.0 1297.0 \n", + "1 1011952100 1434.0 NaN \n", + "2 1015000200 NaN 3104.0 \n", + "3 1015000300 NaN 2951.0 \n", + "4 1015002101 294.0 3698.0 \n", + "\n", + " perc_population_in_rural_areas perc_population_in_urban_areas \\\n", + "0 0.248987 0.751013 \n", + "1 1.000000 NaN \n", + "2 NaN 1.000000 \n", + "3 NaN 1.000000 \n", + "4 0.073647 0.926353 \n", + "\n", + " Urban Heuristic Flag All teeth lost among adults aged >=65 years \\\n", + "0 1 28.2 \n", + "1 0 39.6 \n", + "2 1 23.9 \n", + "3 1 33.3 \n", + "4 1 24.9 \n", + "\n", + " Arthritis among adults aged >=18 years \\\n", + "0 40.7 \n", + "1 40.6 \n", + "2 34.7 \n", + "3 37.5 \n", + "4 13.2 \n", + "\n", + " Binge drinking among adults aged >=18 years \\\n", + "0 10.5 \n", + "1 9.6 \n", + "2 12.2 \n", + "3 10.5 \n", + "4 18.0 \n", + "\n", + " Cancer (excluding skin cancer) among adults aged >=18 years ... summed \\\n", + "0 8.7 ... 144 \n", + "1 6.7 ... 174 \n", + "2 7.1 ... 285 \n", + "3 6.4 ... 280 \n", + "4 2.1 ... 365 \n", + "\n", + " current_summed_methodology T8_est1 \\\n", + "0 218 615 \n", + "1 222 645 \n", + "2 475 1240 \n", + "3 488 1220 \n", + "4 483 1005 \n", + "\n", + " current_methodology_denominator_sans_not_computed \\\n", + "0 615 \n", + "1 645 \n", + "2 1245 \n", + "3 1215 \n", + "4 1000 \n", + "\n", + " current_methodology_denominator current_methodology_percent \\\n", + "0 607 36.0 \n", + "1 641 35.0 \n", + "2 1225 39.0 \n", + "3 1175 42.0 \n", + "4 970 50.0 \n", + "\n", + " differences_aggregate_denominator \\\n", + "0 -8 \n", + "1 -4 \n", + "2 -15 \n", + "3 -45 \n", + "4 -35 \n", + "\n", + " differences_aggregate_denominator_sans_not_computed \\\n", + "0 -8 \n", + "1 -4 \n", + "2 -15 \n", + "3 -45 \n", + "4 -35 \n", + "\n", + " current_threshold_exceeded new_threshold_exceeded \n", + "0 False True \n", + "1 False True \n", + "2 False True \n", + "3 False True \n", + "4 False True \n", + "\n", + "[5 rows x 74 columns]" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['GEOID10_TRACT', 'population_in_rural_areas',\n", + " 'population_in_urban_areas', 'perc_population_in_rural_areas',\n", + " 'perc_population_in_urban_areas', 'Urban Heuristic Flag',\n", + " 'All teeth lost among adults aged >=65 years',\n", + " 'Arthritis among adults aged >=18 years',\n", + " 'Binge drinking among adults aged >=18 years',\n", + " 'Cancer (excluding skin cancer) among adults aged >=18 years',\n", + " 'Cervical cancer screening among adult women aged 21-65 years',\n", + " 'Cholesterol screening among adults aged >=18 years',\n", + " 'Chronic kidney disease among adults aged >=18 years',\n", + " 'Chronic obstructive pulmonary disease among adults aged >=18 years',\n", + " 'Coronary heart disease among adults aged >=18 years',\n", + " 'Current asthma among adults aged >=18 years',\n", + " 'Current lack of health insurance among adults aged 18-64 years',\n", + " 'Current smoking among adults aged >=18 years',\n", + " 'Depression among adults aged >=18 years',\n", + " 'Diagnosed diabetes among adults aged >=18 years',\n", + " 'Fair or poor self-rated health status among adults aged >=18 years',\n", + " 'Fecal occult blood test, sigmoidoscopy, or colonoscopy among adults aged 50-75 years',\n", + " 'High blood pressure among adults aged >=18 years',\n", + " 'High cholesterol among adults aged >=18 years who have been screened in the past 5 years',\n", + " 'Mammography use among women aged 50-74 years',\n", + " 'Mental health not good for >=14 days among adults aged >=18 years',\n", + " 'No leisure-time physical activity among adults aged >=18 years',\n", + " 'Obesity among adults aged >=18 years',\n", + " 'Older adult men aged >=65 years who are up to date on a core set of clinical preventive services: Flu shot past year, PPV shot ever, Colorectal cancer screening',\n", + " 'Older adult women aged >=65 years who are up to date on a core set of clinical preventive services: Flu shot past year, PPV shot ever, Colorectal cancer screening, and Mammogram past 2 years',\n", + " 'Physical health not good for >=14 days among adults aged >=18 years',\n", + " 'Sleeping less than 7 hours among adults aged >=18 years',\n", + " 'Stroke among adults aged >=18 years',\n", + " 'Taking medicine for high blood pressure control among adults aged >=18 years with high blood pressure',\n", + " 'Visits to dentist or dental clinic among adults aged >=18 years',\n", + " 'Visits to doctor for routine checkup within the past year among adults aged >=18 years',\n", + " 'Life expectancy (years)', 'Unemployed civilians (percent)',\n", + " 'Linguistic isolation (percent)',\n", + " 'Median household income in the past 12 months',\n", + " 'Percent of individuals < 100% Federal Poverty Line',\n", + " 'Percent of individuals < 150% Federal Poverty Line',\n", + " 'Percent of individuals < 200% Federal Poverty Line',\n", + " 'Median value ($) of owner-occupied housing units',\n", + " 'Percent individuals age 25 or over with less than high school degree',\n", + " 'Percent enrollment in college or graduate school',\n", + " 'Black or African American alone',\n", + " 'American Indian and Alaska Native alone', 'Asian alone',\n", + " 'Native Hawaiian and Other Pacific alone', 'Two or more races',\n", + " 'Non-Hispanic White', 'Hispanic or Latino',\n", + " 'Percent Black or African American alone',\n", + " 'Percent American Indian and Alaska Native alone',\n", + " 'Percent Asian alone',\n", + " 'Percent Native Hawaiian and Other Pacific alone',\n", + " 'Percent Two or more races', 'Percent Non-Hispanic White',\n", + " 'Percent Hispanic or Latino', 'FIPS_tract_id', 'state', 'hbrd_rank',\n", + " 'hbrd_score', 'summed', 'current_summed_methodology', 'T8_est1',\n", + " 'current_methodology_denominator_sans_not_computed',\n", + " 'current_methodology_denominator', 'current_methodology_percent',\n", + " 'differences_aggregate_denominator',\n", + " 'differences_aggregate_denominator_sans_not_computed',\n", + " 'current_threshold_exceeded', 'new_threshold_exceeded'],\n", + " dtype='object')" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(5726, 74)" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [], + "source": [ + "combined_df['state'] = combined_df['state'].astype(object)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [], + "source": [ + "combined_df['state'] = combined_df['state'].apply(lambda x: '0'+ str(x) if len(str(x)) == 1 else str(x))" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [], + "source": [ + "combined_df = combined_df[[\n", + " 'GEOID10_TRACT', 'state',\n", + " 'Life expectancy (years)',\n", + " 'Unemployed civilians (percent)', 'Percent of individuals < 200% Federal Poverty Line',\n", + " 'Median value ($) of owner-occupied housing units',\n", + " 'Percent individuals age 25 or over with less than high school degree',\n", + " 'Percent enrollment in college or graduate school',\n", + " 'Percent Black or African American alone',\n", + " 'Percent American Indian and Alaska Native alone',\n", + " 'Percent Non-Hispanic White',\n", + " 'Linguistic isolation (percent)',\n", + "# 'Percent of tract that is HOLC Grade D',\n", + " 'Current lack of health insurance among adults aged 18-64 years', \n", + " 'Median household income in the past 12 months', \n", + " 'Percent Hispanic or Latino', 'hbrd_rank', 'current_methodology_percent',\n", + " 'current_summed_methodology',\n", + " \"Urban Heuristic Flag\"\n", + "]]" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['GEOID10_TRACT', 'state', 'Life expectancy (years)',\n", + " 'Unemployed civilians (percent)',\n", + " 'Percent of individuals < 200% Federal Poverty Line',\n", + " 'Median value ($) of owner-occupied housing units',\n", + " 'Percent individuals age 25 or over with less than high school degree',\n", + " 'Percent enrollment in college or graduate school',\n", + " 'Percent Black or African American alone',\n", + " 'Percent American Indian and Alaska Native alone',\n", + " 'Percent Non-Hispanic White', 'Linguistic isolation (percent)',\n", + " 'Current lack of health insurance among adults aged 18-64 years',\n", + " 'Median household income in the past 12 months',\n", + " 'Percent Hispanic or Latino', 'hbrd_rank',\n", + " 'current_methodology_percent', 'current_summed_methodology',\n", + " 'Urban Heuristic Flag'],\n", + " dtype='object')" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [], + "source": [ + "combined_df_percent_cols_df = combined_df[[ 'Unemployed civilians (percent)', 'Percent of individuals < 200% Federal Poverty Line',\n", + " 'Percent individuals age 25 or over with less than high school degree',\n", + " 'Percent enrollment in college or graduate school', \n", + " 'Percent Black or African American alone',\n", + " 'Percent American Indian and Alaska Native alone',\n", + " 'Percent Non-Hispanic White',\n", + "# 'Percent of tract that is HOLC Grade D',\n", + " 'Percent Hispanic or Latino', \n", + " 'Linguistic isolation (percent)','hbrd_rank', 'current_methodology_percent',\n", + " 'Current lack of health insurance among adults aged 18-64 years'\n", + " ]]" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Unemployed civilians (percent) \\\n", + "0 0.149013 \n", + "1 0.100352 \n", + "2 0.072202 \n", + "3 0.132609 \n", + "4 0.106825 \n", + "\n", + " Percent of individuals < 200% Federal Poverty Line \\\n", + "0 0.571109 \n", + "1 0.595947 \n", + "2 0.499139 \n", + "3 0.656289 \n", + "4 0.610356 \n", + "\n", + " Percent individuals age 25 or over with less than high school degree \\\n", + "0 0.316770 \n", + "1 0.249513 \n", + "2 0.132335 \n", + "3 0.291840 \n", + "4 0.144252 \n", + "\n", + " Percent enrollment in college or graduate school \\\n", + "0 0.016191 \n", + "1 0.056473 \n", + "2 0.042894 \n", + "3 0.063500 \n", + "4 0.680013 \n", + "\n", + " Percent Black or African American alone \\\n", + "0 0.535174 \n", + "1 0.968968 \n", + "2 0.548193 \n", + "3 0.801010 \n", + "4 0.274121 \n", + "\n", + " Percent American Indian and Alaska Native alone \\\n", + "0 0.000000 \n", + "1 0.000000 \n", + "2 0.011188 \n", + "3 0.006310 \n", + "4 0.000000 \n", + "\n", + " Percent Non-Hispanic White Percent Hispanic or Latino \\\n", + "0 0.431953 0.000000 \n", + "1 0.031032 0.000000 \n", + "2 0.411790 0.061962 \n", + "3 0.175011 0.017669 \n", + "4 0.711452 0.005110 \n", + "\n", + " Linguistic isolation (percent) hbrd_rank current_methodology_percent \\\n", + "0 0.000000 92.019231 36.0 \n", + "1 0.031457 96.153846 35.0 \n", + "2 0.018628 91.346154 39.0 \n", + "3 0.000000 91.057692 42.0 \n", + "4 0.000000 99.519231 50.0 \n", + "\n", + " Current lack of health insurance among adults aged 18-64 years \n", + "0 22.1 \n", + "1 24.5 \n", + "2 19.6 \n", + "3 25.5 \n", + "4 18.9 " + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df_percent_cols_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [], + "source": [ + "# these are not converted into percent 0 - 100 scale\n", + "percent_cols = [x for x in combined_df_percent_cols_df.columns if \n", + " 'Percent' in x or '(percent)' in x\n", + " ]" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sarahluw/justice-40-main/justice40-tool/data/data-pipeline/justifce-40-main-env/lib/python3.7/site-packages/pandas/core/frame.py:3641: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " self[k1] = value[k2]\n" + ] + } + ], + "source": [ + "combined_df_percent_cols_df[\n", + " percent_cols] = combined_df_percent_cols_df[\n", + " percent_cols].apply(lambda x: x * 100)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [], + "source": [ + "combined_df[\n", + " percent_cols] = combined_df[\n", + " percent_cols].apply(lambda x: x * 100)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Compute the correlation matrix\n", + "corr = combined_df_percent_cols_df.corr()\n", + "\n", + "# Generate a mask for the upper triangle\n", + "mask = np.triu(np.ones_like(corr, dtype=bool))\n", + "\n", + "# Set up the matplotlib figure\n", + "f, ax = plt.subplots(figsize=(15, 12))\n", + "\n", + "# Generate a custom diverging colormap\n", + "cmap = sns.diverging_palette(230, 20, as_cmap=True)\n", + "\n", + "# Draw the heatmap with the mask and correct aspect ratio\n", + "sns.heatmap(corr, mask=mask, cmap=cmap, vmax=.3, center=0,\n", + " square=True, linewidths=.5, cbar_kws={\"shrink\": .5})" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(5726, 19)" + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [], + "source": [ + "import us" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [], + "source": [ + "mapping = us.states.mapping('fips', 'abbr')" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sarahluw/justice-40-main/justice40-tool/data/data-pipeline/justifce-40-main-env/lib/python3.7/site-packages/pandas/core/indexing.py:1684: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " self.obj[key] = infer_fill_value(value)\n", + "/Users/sarahluw/justice-40-main/justice40-tool/data/data-pipeline/justifce-40-main-env/lib/python3.7/site-packages/pandas/core/indexing.py:1817: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " self._setitem_single_column(loc, value, pi)\n" + ] + } + ], + "source": [ + "for idx, row in combined_df.iterrows():\n", + " current_row = str(combined_df.loc[idx, 'state'])\n", + " state = mapping.get(current_row, None)\n", + " combined_df.loc[idx, 'state_name'] = state" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(5726, 20)" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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GEOID10_TRACTstateLife expectancy (years)Unemployed civilians (percent)Percent of individuals < 200% Federal Poverty LineMedian value ($) of owner-occupied housing unitsPercent individuals age 25 or over with less than high school degreePercent enrollment in college or graduate schoolPercent Black or African American alonePercent American Indian and Alaska Native alonePercent Non-Hispanic WhiteLinguistic isolation (percent)Current lack of health insurance among adults aged 18-64 yearsMedian household income in the past 12 monthsPercent Hispanic or Latinohbrd_rankcurrent_methodology_percentcurrent_summed_methodologyUrban Heuristic Flagstate_name
010059507000173.114.90125757.11094613750031.6770191.61912153.5174230.00000043.1952660.00000022.1216070.00000092.01923136.02181AL
110119521000178.510.03521159.5946806690024.9512675.64726396.8967700.0000003.1032303.14569524.5253430.00000096.15384635.02220AL
210150002000175.67.22021749.9139417700013.2335334.28940654.8192771.11876141.1790021.86282819.6337206.19621391.34615439.04751AL
310150003000167.113.26087065.6289445130029.1840386.35002680.1009680.63104817.5010520.00000025.5211751.76693391.05769242.04881AL
410150021010172.910.68249361.03556515350014.42516368.00126127.4120830.00000071.1451760.00000018.9245430.51097199.51923150.04831AL
\n", + "
" + ], + "text/plain": [ + " GEOID10_TRACT state Life expectancy (years) \\\n", + "0 1005950700 01 73.1 \n", + "1 1011952100 01 78.5 \n", + "2 1015000200 01 75.6 \n", + "3 1015000300 01 67.1 \n", + "4 1015002101 01 72.9 \n", + "\n", + " Unemployed civilians (percent) \\\n", + "0 14.901257 \n", + "1 10.035211 \n", + "2 7.220217 \n", + "3 13.260870 \n", + "4 10.682493 \n", + "\n", + " Percent of individuals < 200% Federal Poverty Line \\\n", + "0 57.110946 \n", + "1 59.594680 \n", + "2 49.913941 \n", + "3 65.628944 \n", + "4 61.035565 \n", + "\n", + " Median value ($) of owner-occupied housing units \\\n", + "0 137500 \n", + "1 66900 \n", + "2 77000 \n", + "3 51300 \n", + "4 153500 \n", + "\n", + " Percent individuals age 25 or over with less than high school degree \\\n", + "0 31.677019 \n", + "1 24.951267 \n", + "2 13.233533 \n", + "3 29.184038 \n", + "4 14.425163 \n", + "\n", + " Percent enrollment in college or graduate school \\\n", + "0 1.619121 \n", + "1 5.647263 \n", + "2 4.289406 \n", + "3 6.350026 \n", + "4 68.001261 \n", + "\n", + " Percent Black or African American alone \\\n", + "0 53.517423 \n", + "1 96.896770 \n", + "2 54.819277 \n", + "3 80.100968 \n", + "4 27.412083 \n", + "\n", + " Percent American Indian and Alaska Native alone \\\n", + "0 0.000000 \n", + "1 0.000000 \n", + "2 1.118761 \n", + "3 0.631048 \n", + "4 0.000000 \n", + "\n", + " Percent Non-Hispanic White Linguistic isolation (percent) \\\n", + "0 43.195266 0.000000 \n", + "1 3.103230 3.145695 \n", + "2 41.179002 1.862828 \n", + "3 17.501052 0.000000 \n", + "4 71.145176 0.000000 \n", + "\n", + " Current lack of health insurance among adults aged 18-64 years \\\n", + "0 22.1 \n", + "1 24.5 \n", + "2 19.6 \n", + "3 25.5 \n", + "4 18.9 \n", + "\n", + " Median household income in the past 12 months Percent Hispanic or Latino \\\n", + "0 21607 0.000000 \n", + "1 25343 0.000000 \n", + "2 33720 6.196213 \n", + "3 21175 1.766933 \n", + "4 24543 0.510971 \n", + "\n", + " hbrd_rank current_methodology_percent current_summed_methodology \\\n", + "0 92.019231 36.0 218 \n", + "1 96.153846 35.0 222 \n", + "2 91.346154 39.0 475 \n", + "3 91.057692 42.0 488 \n", + "4 99.519231 50.0 483 \n", + "\n", + " Urban Heuristic Flag state_name \n", + "0 1 AL \n", + "1 0 AL \n", + "2 1 AL \n", + "3 1 AL \n", + "4 1 AL " + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "CA 696\n", + "NY 434\n", + "TX 390\n", + "FL 359\n", + "Name: state_name, dtype: int64" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.state_name.value_counts()[:4]" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "metadata": {}, + "outputs": [], + "source": [ + "# CA', 'NY', 'TX', 'FL....33.8 % of sample\n", + "target_states = list(combined_df.state_name.value_counts()[:4].keys())" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1879" + ] + }, + "execution_count": 54, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 1879 out of 5728\n", + "sum(list(combined_df.state_name.value_counts()[:4].values))" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(5726, 20)" + ] + }, + "execution_count": 55, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "metadata": {}, + "outputs": [], + "source": [ + "# Remove college student-dominted tracts" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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GEOID10_TRACTstateLife expectancy (years)Unemployed civilians (percent)Percent of individuals < 200% Federal Poverty LineMedian value ($) of owner-occupied housing unitsPercent individuals age 25 or over with less than high school degreePercent enrollment in college or graduate schoolPercent Black or African American alonePercent American Indian and Alaska Native alonePercent Non-Hispanic WhiteLinguistic isolation (percent)Current lack of health insurance among adults aged 18-64 yearsMedian household income in the past 12 monthsPercent Hispanic or Latinohbrd_rankcurrent_methodology_percentcurrent_summed_methodologyUrban Heuristic Flagstate_name
010059507000173.114.90125757.11094613750031.6770191.61912153.5174230.00000043.1952660.00000022.1216070.00000092.01923136.02181AL
110119521000178.510.03521159.5946806690024.9512675.64726396.8967700.0000003.1032303.14569524.5253430.00000096.15384635.02220AL
210150002000175.67.22021749.9139417700013.2335334.28940654.8192771.11876141.1790021.86282819.6337206.19621391.34615439.04751AL
310150003000167.113.26087065.6289445130029.1840386.35002680.1009680.63104817.5010520.00000025.5211751.76693391.05769242.04881AL
410150021010172.910.68249361.03556515350014.42516368.00126127.4120830.00000071.1451760.00000018.9245430.51097199.51923150.04831AL
\n", + "
" + ], + "text/plain": [ + " GEOID10_TRACT state Life expectancy (years) \\\n", + "0 1005950700 01 73.1 \n", + "1 1011952100 01 78.5 \n", + "2 1015000200 01 75.6 \n", + "3 1015000300 01 67.1 \n", + "4 1015002101 01 72.9 \n", + "\n", + " Unemployed civilians (percent) \\\n", + "0 14.901257 \n", + "1 10.035211 \n", + "2 7.220217 \n", + "3 13.260870 \n", + "4 10.682493 \n", + "\n", + " Percent of individuals < 200% Federal Poverty Line \\\n", + "0 57.110946 \n", + "1 59.594680 \n", + "2 49.913941 \n", + "3 65.628944 \n", + "4 61.035565 \n", + "\n", + " Median value ($) of owner-occupied housing units \\\n", + "0 137500 \n", + "1 66900 \n", + "2 77000 \n", + "3 51300 \n", + "4 153500 \n", + "\n", + " Percent individuals age 25 or over with less than high school degree \\\n", + "0 31.677019 \n", + "1 24.951267 \n", + "2 13.233533 \n", + "3 29.184038 \n", + "4 14.425163 \n", + "\n", + " Percent enrollment in college or graduate school \\\n", + "0 1.619121 \n", + "1 5.647263 \n", + "2 4.289406 \n", + "3 6.350026 \n", + "4 68.001261 \n", + "\n", + " Percent Black or African American alone \\\n", + "0 53.517423 \n", + "1 96.896770 \n", + "2 54.819277 \n", + "3 80.100968 \n", + "4 27.412083 \n", + "\n", + " Percent American Indian and Alaska Native alone \\\n", + "0 0.000000 \n", + "1 0.000000 \n", + "2 1.118761 \n", + "3 0.631048 \n", + "4 0.000000 \n", + "\n", + " Percent Non-Hispanic White Linguistic isolation (percent) \\\n", + "0 43.195266 0.000000 \n", + "1 3.103230 3.145695 \n", + "2 41.179002 1.862828 \n", + "3 17.501052 0.000000 \n", + "4 71.145176 0.000000 \n", + "\n", + " Current lack of health insurance among adults aged 18-64 years \\\n", + "0 22.1 \n", + "1 24.5 \n", + "2 19.6 \n", + "3 25.5 \n", + "4 18.9 \n", + "\n", + " Median household income in the past 12 months Percent Hispanic or Latino \\\n", + "0 21607 0.000000 \n", + "1 25343 0.000000 \n", + "2 33720 6.196213 \n", + "3 21175 1.766933 \n", + "4 24543 0.510971 \n", + "\n", + " hbrd_rank current_methodology_percent current_summed_methodology \\\n", + "0 92.019231 36.0 218 \n", + "1 96.153846 35.0 222 \n", + "2 91.346154 39.0 475 \n", + "3 91.057692 42.0 488 \n", + "4 99.519231 50.0 483 \n", + "\n", + " Urban Heuristic Flag state_name \n", + "0 1 AL \n", + "1 0 AL \n", + "2 1 AL \n", + "3 1 AL \n", + "4 1 AL " + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(119, 20)" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df[(combined_df['Percent enrollment in college or graduate school' ] > 50)].shape" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "metadata": {}, + "outputs": [], + "source": [ + "combined_df = combined_df[~(combined_df['Percent enrollment in college or graduate school'] > 50)]" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(5607, 20)" + ] + }, + "execution_count": 60, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "metadata": {}, + "outputs": [], + "source": [ + "combined_df[\"GEOID10_TRACT\"] = combined_df[\"GEOID10_TRACT\"].astype(str)" + ] + }, + { + "cell_type": "code", + "execution_count": 105, + "metadata": {}, + "outputs": [], + "source": [ + "comparison_tool_output = pd.read_csv(\"../data/comparison_outputs/Priority Tracts – Different geographic groupings.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 107, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Country USA\n", + "Analysis grouped by GEOID10_STATE\n", + "GEOID10_STATE 6.0\n", + "Geography name California\n", + "Definition L (communities) (percent tracts) 0.376148\n", + "Definition L (communities) (percent population) 0.375163\n", + "Climate Factor (Definition L) (percent tracts) 0.03512\n", + "Climate Factor (Definition L) (percent population) 0.033279\n", + "Energy Factor (Definition L) (percent tracts) 0.238148\n", + "Energy Factor (Definition L) (percent population) 0.230607\n", + "Transportation Factor (Definition L) (percent tracts) 0.14073\n", + "Transportation Factor (Definition L) (percent population) 0.128957\n", + "Housing Factor (Definition L) (percent tracts) 0.181559\n", + "Housing Factor (Definition L) (percent population) 0.174911\n", + "Pollution Factor (Definition L) (percent tracts) 0.188757\n", + "Pollution Factor (Definition L) (percent population) 0.180446\n", + "Water Factor (Definition L) (percent tracts) 0.047282\n", + "Water Factor (Definition L) (percent population) 0.046698\n", + "Health Factor (Definition L) (percent tracts) 0.049888\n", + "Health Factor (Definition L) (percent population) 0.042468\n", + "Workforce Factor (Definition L) (percent tracts) 0.277488\n", + "Workforce Factor (Definition L) (percent population) 0.27666\n", + "Any Non-Workforce Factor (Definition L) (percent tracts) 0.306652\n", + "Any Non-Workforce Factor (Definition L) (percent population) 0.302016\n", + "Score G (communities) (percent tracts) 0.298089\n", + "Score G (communities) (percent population) 0.288004\n", + "NMTC (communities) (percent tracts) 0.312981\n", + "NMTC (communities) (percent population) 0.301784\n", + "Score C (top 25th percentile) (percent tracts) 0.556342\n", + "Score C (top 25th percentile) (percent population) 0.556811\n", + "Score D (top 30th percentile) (percent tracts) 0.412882\n", + "Score D (top 30th percentile) (percent population) 0.41409\n", + "Score D (top 25th percentile) (percent tracts) 0.36622\n", + "Score D (top 25th percentile) (percent population) 0.368405\n", + "Score F (communities) (percent tracts) 0.405436\n", + "Score F (communities) (percent population) 0.403572\n", + "calenviroscreen_priority_community (percent tracts) 0.246091\n", + "calenviroscreen_priority_community (percent population) 0.246098\n", + "Persistent Poverty, Tract Level (percent tracts) 0.139365\n", + "Persistent Poverty, Tract Level (percent population) 0.134149\n", + "Tract is >90% all other Maryland Tracts (percent tracts) 0.0\n", + "Tract is >90% all other Maryland Tracts (percent population) 0.0\n", + "Tract is >20% HOLC Grade D (percent tracts) 0.068627\n", + "Tract is >20% HOLC Grade D (percent population) 0.060316\n", + "Tract is >50% HOLC Grade D (percent tracts) 0.045172\n", + "Tract is >50% HOLC Grade D (percent population) 0.039753\n", + "Tract is >75% HOLC Grade D (percent tracts) 0.031273\n", + "Tract is >75% HOLC Grade D (percent population) 0.027215\n", + "region West\n", + "division NaN\n", + "Urban vs Rural NaN\n", + "Name: 5, dtype: object" + ] + }, + "execution_count": 107, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_tool_output.iloc[5]" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "metadata": {}, + "outputs": [], + "source": [ + "# california only\n", + "combined_df_ca = combined_df[combined_df[\"state_name\"].isin(target_states[:1])]" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [], + "source": [ + "# combined_df_covriates_df = combined_df.select_dtypes(include=['float64'])" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "metadata": {}, + "outputs": [], + "source": [ + "combined_df_ca = combined_df_ca[~(combined_df_ca[\n", + " 'GEOID10_TRACT'].isna())]" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['GEOID10_TRACT', 'state', 'Life expectancy (years)',\n", + " 'Unemployed civilians (percent)',\n", + " 'Percent of individuals < 200% Federal Poverty Line',\n", + " 'Median value ($) of owner-occupied housing units',\n", + " 'Percent individuals age 25 or over with less than high school degree',\n", + " 'Percent enrollment in college or graduate school',\n", + " 'Percent Black or African American alone',\n", + " 'Percent American Indian and Alaska Native alone',\n", + " 'Percent Non-Hispanic White', 'Linguistic isolation (percent)',\n", + " 'Current lack of health insurance among adults aged 18-64 years',\n", + " 'Median household income in the past 12 months',\n", + " 'Percent Hispanic or Latino', 'hbrd_rank',\n", + " 'current_methodology_percent', 'current_summed_methodology',\n", + " 'Urban Heuristic Flag', 'state_name'],\n", + " dtype='object')" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df_ca.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "685" + ] + }, + "execution_count": 66, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df_ca[\"GEOID10_TRACT\"].nunique()" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sarahluw/justice-40-main/justice40-tool/data/data-pipeline/justifce-40-main-env/lib/python3.7/site-packages/pyproj/crs/crs.py:131: FutureWarning: '+init=:' syntax is deprecated. ':' is the preferred initialization method. When making the change, be mindful of axis order changes: https://pyproj4.github.io/pyproj/stable/gotchas.html#axis-order-changes-in-proj-6\n", + " in_crs_string = _prepare_from_proj_string(in_crs_string)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Matched: Los Angeles, CA to Los Angeles city within layer Incorporated Places\n" + ] + } + ], + "source": [ + "california = products.ACS(2019).from_place('Los Angeles, CA', level='tract',\n", + " variables=['B01002H_001E'])" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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GEOIDgeometryB01002H_001Estatecountytract
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.....................
74406037206020POLYGON ((-13162179.040 4036091.630, -13162176...36.506037206020
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749 rows × 6 columns

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" + ], + "text/plain": [ + " GEOID geometry \\\n", + "0 06037296220 POLYGON ((-13167749.020 3993777.050, -13167748... \n", + "1 06037294520 POLYGON ((-13165632.390 4000481.780, -13165603... \n", + "2 06037294620 POLYGON ((-13163943.340 4000298.270, -13163941... \n", + "3 06037134201 POLYGON ((-13202217.320 4058352.770, -13202183... \n", + "4 06037113303 POLYGON ((-13202321.070 4062417.020, -13202191... \n", + ".. ... ... \n", + "744 06037206020 POLYGON ((-13162179.040 4036091.630, -13162176... \n", + "745 06037199400 POLYGON ((-13159612.340 4039453.040, -13159588... \n", + "746 06037203720 POLYGON ((-13158766.430 4035209.040, -13158719... \n", + "747 06037183221 POLYGON ((-13157571.300 4045808.090, -13157460... \n", + "748 06037201200 POLYGON ((-13156206.300 4040453.830, -13156147... \n", + "\n", + " B01002H_001E state county tract \n", + "0 42.6 06 037 296220 \n", + "1 52.9 06 037 294520 \n", + "2 38.9 06 037 294620 \n", + "3 49.5 06 037 134201 \n", + "4 47.9 06 037 113303 \n", + ".. ... ... ... ... \n", + "744 36.5 06 037 206020 \n", + "745 38.6 06 037 199400 \n", + "746 26.0 06 037 203720 \n", + "747 47.4 06 037 183221 \n", + "748 39.1 06 037 201200 \n", + "\n", + "[749 rows x 6 columns]" + ] + }, + "execution_count": 98, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "california" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "metadata": {}, + "outputs": [], + "source": [ + "# source: https://www.census.gov/programs-surveys/geography/guidance/geo-identifiers.html\n", + "cols = ['state', 'county', 'tract']\n", + "california[\"GEOID10_TRACT\"] = california[cols].apply(lambda row: ''.join(row.values.astype(str)), axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "metadata": {}, + "outputs": [], + "source": [ + "california[\"GEOID10_TRACT\"] = california[\"GEOID10_TRACT\"].apply(lambda x: x[1:])" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "metadata": {}, + "outputs": [], + "source": [ + "intersection = list(set(combined_df_ca[\"GEOID10_TRACT\"].values).intersection(set(california[\"GEOID10_TRACT\"].values)))" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "f, ax = plt.subplots(1,1,figsize=(20,20))\n", + "california[california.GEOID10_TRACT.isin(intersection\n", + ")].dropna(subset=['B01002H_001E'], axis=0).plot('B01002H_001E', ax=ax, cmap='plasma')\n", + "ax.set_facecolor('k')" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/sarahluw/justice-40-main/justice40-tool/data/data-pipeline/justifce-40-main-env/lib/python3.7/site-packages/pyproj/crs/crs.py:131: FutureWarning: '+init=:' syntax is deprecated. ':' is the preferred initialization method. When making the change, be mindful of axis order changes: https://pyproj4.github.io/pyproj/stable/gotchas.html#axis-order-changes-in-proj-6\n", + " in_crs_string = _prepare_from_proj_string(in_crs_string)\n" + ] + } + ], + "source": [ + "dectest = products.Decennial2010()\n", + "\n", + "la = dectest.from_county('Los Angeles, CA', \n", + " level='tract', \n", + " variables=['^P004'])" + ] + }, + { + "cell_type": "code", + "execution_count": 104, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "219" + ] + }, + "execution_count": 104, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(intersection)" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "metadata": {}, + "outputs": [], + "source": [ + "la[\"GEOID\"] = la[\"GEOID\"].apply(lambda x: x[1:])" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# And, making a pretty plot of the LatinX population of the 219 tracts in LA county\n", + "# Source: 2010 Decennial \n", + "f, ax = plt.subplots(1,1,figsize=(20,20))\n", + "la[la.GEOID.isin(intersection\n", + ")].dropna(subset=['P004003'], axis=0).plot('P004003', ax=ax, cmap='plasma')\n", + "ax.set_facecolor('k')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### California" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "g = sns.PairGrid(combined_df_ca, vars=[\n", + " 'hbrd_rank',\n", + " 'Percent Black or African American alone',\n", + " 'Percent Hispanic or Latino',\n", + " 'Percent Non-Hispanic White', \n", + "# 'Percent of tract that is HOLC Grade D',\n", + "], hue=\"state_name\")\n", + "g.map(sns.scatterplot)\n", + "g.map_lower(sns.kdeplot)\n", + "g.map_diag(sns.kdeplot, lw=3, legend=True)\n", + "for ax in g.axes.flatten():\n", + " ax.tick_params(rotation = 90)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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hbrd_rankPercent Non-Hispanic WhitePercent Black or African American alonePercent Hispanic or Latino
count685.000000685.000000685.000000685.000000
mean94.74789415.77161211.09038260.378188
std2.79194518.65281312.30447325.373697
min90.0025630.0000000.0000001.463861
25%92.2648042.4385742.37312941.301401
50%94.7577548.7448816.50829464.634664
75%97.06485520.18993415.54213780.677638
max99.92309787.28270870.92542799.442231
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" + ], + "text/plain": [ + " hbrd_rank Percent Non-Hispanic White \\\n", + "count 685.000000 685.000000 \n", + "mean 94.747894 15.771612 \n", + "std 2.791945 18.652813 \n", + "min 90.002563 0.000000 \n", + "25% 92.264804 2.438574 \n", + "50% 94.757754 8.744881 \n", + "75% 97.064855 20.189934 \n", + "max 99.923097 87.282708 \n", + "\n", + " Percent Black or African American alone Percent Hispanic or Latino \n", + "count 685.000000 685.000000 \n", + "mean 11.090382 60.378188 \n", + "std 12.304473 25.373697 \n", + "min 0.000000 1.463861 \n", + "25% 2.373129 41.301401 \n", + "50% 6.508294 64.634664 \n", + "75% 15.542137 80.677638 \n", + "max 70.925427 99.442231 " + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# california\n", + "combined_df_ca.describe()[['hbrd_rank', 'Percent Non-Hispanic White', \n", + " 'Percent Black or African American alone', 'Percent Hispanic or Latino']]" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "metadata": {}, + "outputs": [], + "source": [ + "# new york only\n", + "combined_df_temp_ny = combined_df[combined_df[\"state_name\"].isin(target_states[1:2])]" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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hbrd_rankPercent Non-Hispanic WhitePercent Black or African American alonePercent Hispanic or Latino
count432.000000432.000000432.000000432.000000
mean94.93051121.41117131.91030236.308587
std2.88720228.18229027.72526026.236893
min90.0193170.0000000.0000000.152568
25%92.4688772.0779645.58950511.921255
50%94.8594127.72599825.86108830.061539
75%97.40824230.19624851.83657861.084394
max100.00000099.71181696.52949992.430905
\n", + "
" + ], + "text/plain": [ + " hbrd_rank Percent Non-Hispanic White \\\n", + "count 432.000000 432.000000 \n", + "mean 94.930511 21.411171 \n", + "std 2.887202 28.182290 \n", + "min 90.019317 0.000000 \n", + "25% 92.468877 2.077964 \n", + "50% 94.859412 7.725998 \n", + "75% 97.408242 30.196248 \n", + "max 100.000000 99.711816 \n", + "\n", + " Percent Black or African American alone Percent Hispanic or Latino \n", + "count 432.000000 432.000000 \n", + "mean 31.910302 36.308587 \n", + "std 27.725260 26.236893 \n", + "min 0.000000 0.152568 \n", + "25% 5.589505 11.921255 \n", + "50% 25.861088 30.061539 \n", + "75% 51.836578 61.084394 \n", + "max 96.529499 92.430905 " + ] + }, + "execution_count": 61, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# NY\n", + "combined_df_temp_ny.describe()[['hbrd_rank', 'Percent Non-Hispanic White', \n", + " 'Percent Black or African American alone', 'Percent Hispanic or Latino']]" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "g = sns.PairGrid(combined_df_temp_ny, vars=[\n", + " 'hbrd_rank',\n", + " 'Percent of individuals < 200% Federal Poverty Line',\n", + " 'Percent Black or African American alone',\n", + " 'Percent Hispanic or Latino',\n", + " 'Percent Non-Hispanic White', \n", + "# 'Percent of tract that is HOLC Grade D', \n", + "], hue=\"state_name\")\n", + "g.map(sns.scatterplot)\n", + "g.map_lower(sns.kdeplot)\n", + "g.map_diag(sns.kdeplot, lw=3, legend=True)\n", + "for ax in g.axes.flatten():\n", + " ax.tick_params(rotation = 90)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [], + "source": [ + "# texas only\n", + "combined_df_tx = combined_df[combined_df[\"state_name\"].isin(target_states[2:3])]" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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hbrd_rankPercent Non-Hispanic WhitePercent Black or African American alonePercent Hispanic or Latino
count374.000000374.000000374.000000374.000000
mean94.54061019.30800024.30157951.913930
std2.67817819.01954523.49530327.389138
min90.0064470.0000000.0000000.000000
25%92.2039544.8754765.40834728.650159
50%94.48742712.20030716.37020751.144643
75%96.81388429.56805638.02112774.862463
max99.69911989.95198394.683544100.000000
\n", + "
" + ], + "text/plain": [ + " hbrd_rank Percent Non-Hispanic White \\\n", + "count 374.000000 374.000000 \n", + "mean 94.540610 19.308000 \n", + "std 2.678178 19.019545 \n", + "min 90.006447 0.000000 \n", + "25% 92.203954 4.875476 \n", + "50% 94.487427 12.200307 \n", + "75% 96.813884 29.568056 \n", + "max 99.699119 89.951983 \n", + "\n", + " Percent Black or African American alone Percent Hispanic or Latino \n", + "count 374.000000 374.000000 \n", + "mean 24.301579 51.913930 \n", + "std 23.495303 27.389138 \n", + "min 0.000000 0.000000 \n", + "25% 5.408347 28.650159 \n", + "50% 16.370207 51.144643 \n", + "75% 38.021127 74.862463 \n", + "max 94.683544 100.000000 " + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Texas\n", + "combined_df_tx.describe()[['hbrd_rank', 'Percent Non-Hispanic White', \n", + " 'Percent Black or African American alone', 'Percent Hispanic or Latino']]" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "metadata": {}, + "outputs": [], + "source": [ + "# florida only\n", + "combined_df_fl = combined_df[combined_df[\"state_name\"].isin(target_states[3:4])]" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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hbrd_rankPercent Non-Hispanic WhitePercent Black or African American alonePercent Hispanic or Latino
count351.000000351.000000351.000000351.000000
mean94.84340517.67371237.26089443.807197
std2.87847419.04991631.32518933.267694
min90.0100400.0000000.0000000.352338
25%92.3569283.5731746.64476213.770096
50%94.7791169.28831630.75086835.026944
75%97.32680725.67742965.32465473.540553
max99.94979991.06566298.52216798.819109
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" + ], + "text/plain": [ + " hbrd_rank Percent Non-Hispanic White \\\n", + "count 351.000000 351.000000 \n", + "mean 94.843405 17.673712 \n", + "std 2.878474 19.049916 \n", + "min 90.010040 0.000000 \n", + "25% 92.356928 3.573174 \n", + "50% 94.779116 9.288316 \n", + "75% 97.326807 25.677429 \n", + "max 99.949799 91.065662 \n", + "\n", + " Percent Black or African American alone Percent Hispanic or Latino \n", + "count 351.000000 351.000000 \n", + "mean 37.260894 43.807197 \n", + "std 31.325189 33.267694 \n", + "min 0.000000 0.352338 \n", + "25% 6.644762 13.770096 \n", + "50% 30.750868 35.026944 \n", + "75% 65.324654 73.540553 \n", + "max 98.522167 98.819109 " + ] + }, + "execution_count": 66, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Texas\n", + "combined_df_fl.describe()[['hbrd_rank', 'Percent Non-Hispanic White', \n", + " 'Percent Black or African American alone', 'Percent Hispanic or Latino']]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### After applying the CalEnvironScreen's methodology for Housing Burden Rank (CHBR), we identify some global trends across all of the tracts in this sample where greater than 90 percent of owned and rented households are considered burdened\n", + "\n", + " 1. Poverty is most correlated with CHBR and current methodology (referencing, percent of individuals < 200% Federal Poverty Line)\n", + " 2. The current methodology is negatively correlated with the percentage of non-Hispanic white populations across all tracts\n", + " 3. CHBR is more \"race-neutral\" than the current methodology in the sense that there is little to no relationship with racial self-identification across all states. However, if one looks at descriptive statistics state-by-state, there is a clear pattern of stratification in Latin-X communities. Focusing on just the most representative states (Florida, Texas, New York, and California - which comprise 33.8 % of the sample considered burdened we observe the following:\n", + " * In Califonia the median percentage of the tract that identifies as Latin-X is ~ 64.6 %. Moreover, the sample for California represents 506, 990 households in aggregate.\n", + " \n", + " * In addition, Texas and Florida predominantly represent tracts comprised of LatinX (51% and 35% respectively, and 271, 370, and 295, 318 households, respectively).\n", + " 4. CHBR is less positively correlated than the current methodology as it pertains to high school education\n", + " 5. In this sample of New York state's 191 the median percent of individuals < 200% Federal Poverty Line, of a tract that is ~55.2% (n = 432 tracts). Moreover, in New York - where all tracts are considered \"urban\" by the definition L criterion - the median percent of the population that identifies as African American is 25.86%.\n", + " 6. Similarly to (5), in Florida (n = 351, with one tract considered \"rural\"), we observe that the median percent of the population that identifies as African American is 30.89%. " + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['GEOID10_TRACT', 'state', 'Life expectancy (years)',\n", + " 'Unemployed civilians (percent)',\n", + " 'Percent of individuals < 200% Federal Poverty Line',\n", + " 'Median value ($) of owner-occupied housing units',\n", + " 'Percent individuals age 25 or over with less than high school degree',\n", + " 'Percent enrollment in college or graduate school',\n", + " 'Percent Black or African American alone',\n", + " 'Percent American Indian and Alaska Native alone',\n", + " 'Percent Non-Hispanic White', 'Linguistic isolation (percent)',\n", + " 'Current lack of health insurance among adults aged 18-64 years',\n", + " 'Median household income in the past 12 months',\n", + " 'Percent Hispanic or Latino', 'hbrd_rank',\n", + " 'current_methodology_percent', 'current_summed_methodology',\n", + " 'Urban Heuristic Flag', 'state_name'],\n", + " dtype='object')" + ] + }, + "execution_count": 72, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "combined_df.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "metadata": {}, + "outputs": [], + "source": [ + "grouped_stats = combined_df.groupby([\"state_name\", \"Urban Heuristic Flag\"]).agg({\n", + " 'GEOID10_TRACT': 'nunique',\n", + " 'Percent of individuals < 200% Federal Poverty Line': [np.median, 'nunique', np.std],\n", + " 'Median value ($) of owner-occupied housing units': [np.median, 'nunique', np.std],\n", + " 'Percent individuals age 25 or over with less than high school degree': [np.median, 'nunique', np.std],\n", + " 'Percent enrollment in college or graduate school': [np.median, 'nunique', np.std],\n", + "# 'Hispanic or Latino': [np.median, 'nunique'. np.std],\n", + " 'Percent Black or African American alone': [np.median, 'nunique', np.std],\n", + " 'Percent American Indian and Alaska Native alone': [np.median, 'nunique', np.std],\n", + " 'Percent Non-Hispanic White': [np.median, 'nunique', np.std], \n", + " 'Linguistic isolation (percent)': [np.median, 'nunique', np.std],\n", + "# 'Percent of tract that is HOLC Grade D': [np.median, 'nunique', np.std],\n", + " 'Current lack of health insurance among adults aged 18-64 years': [np.median, 'nunique', np.std],\n", + " 'Median household income in the past 12 months': [np.median, 'nunique', np.std],\n", + " 'Percent Hispanic or Latino': [np.median, 'nunique', np.std],\n", + " 'hbrd_rank': [np.median, 'nunique', np.std],\n", + " 'current_methodology_percent': [np.median, 'nunique', np.std],\n", + " 'current_summed_methodology': [np.median, 'nunique', np.std, np.sum]\n", + "\n", + "}).reset_index()" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "metadata": {}, + "outputs": [], + "source": [ + "target_state_groupeds_df = grouped_stats[grouped_stats.state_name.isin(target_states)]" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "metadata": {}, + "outputs": [], + "source": [ + "target_state_groupeds_df.columns = [' '.join(col).strip() for col in target_state_groupeds_df.columns.values]" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['state_name', 'Urban Heuristic Flag', 'GEOID10_TRACT nunique',\n", + " 'Percent of individuals < 200% Federal Poverty Line median',\n", + " 'Percent of individuals < 200% Federal Poverty Line nunique',\n", + " 'Percent of individuals < 200% Federal Poverty Line std',\n", + " 'Median value ($) of owner-occupied housing units median',\n", + " 'Median value ($) of owner-occupied housing units nunique',\n", + " 'Median value ($) of owner-occupied housing units std',\n", + " 'Percent individuals age 25 or over with less than high school degree median',\n", + " 'Percent individuals age 25 or over with less than high school degree nunique',\n", + " 'Percent individuals age 25 or over with less than high school degree std',\n", + " 'Percent enrollment in college or graduate school median',\n", + " 'Percent enrollment in college or graduate school nunique',\n", + " 'Percent enrollment in college or graduate school std',\n", + " 'Percent Black or African American alone median',\n", + " 'Percent Black or African American alone nunique',\n", + " 'Percent Black or African American alone std',\n", + " 'Percent American Indian and Alaska Native alone median',\n", + " 'Percent American Indian and Alaska Native alone nunique',\n", + " 'Percent American Indian and Alaska Native alone std',\n", + " 'Percent Non-Hispanic White median',\n", + " 'Percent Non-Hispanic White nunique', 'Percent Non-Hispanic White std',\n", + " 'Linguistic isolation (percent) median',\n", + " 'Linguistic isolation (percent) nunique',\n", + " 'Linguistic isolation (percent) std',\n", + " 'Current lack of health insurance among adults aged 18-64 years median',\n", + " 'Current lack of health insurance among adults aged 18-64 years nunique',\n", + " 'Current lack of health insurance among adults aged 18-64 years std',\n", + " 'Median household income in the past 12 months median',\n", + " 'Median household income in the past 12 months nunique',\n", + " 'Median household income in the past 12 months std',\n", + " 'Percent Hispanic or Latino median',\n", + " 'Percent Hispanic or Latino nunique', 'Percent Hispanic or Latino std',\n", + " 'hbrd_rank median', 'hbrd_rank nunique', 'hbrd_rank std',\n", + " 'current_methodology_percent median',\n", + " 'current_methodology_percent nunique',\n", + " 'current_methodology_percent std', 'current_summed_methodology median',\n", + " 'current_summed_methodology nunique', 'current_summed_methodology std',\n", + " 'current_summed_methodology sum'],\n", + " dtype='object')" + ] + }, + "execution_count": 99, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "target_state_groupeds_df.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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GEOID10_TRACT nuniquestate_namePercent Black or African American alone median
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" + ], + "text/plain": [ + " GEOID10_TRACT nunique state_name \\\n", + "6 685 CA \n", + "12 1 FL \n", + "13 350 FL \n", + "44 432 NY \n", + "57 3 TX \n", + "58 371 TX \n", + "\n", + " Percent Black or African American alone median \n", + "6 6.508294 \n", + "12 22.120285 \n", + "13 30.896102 \n", + "44 25.861088 \n", + "57 0.084998 \n", + "58 16.522423 " + ] + }, + "execution_count": 100, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "target_state_groupeds_df[['GEOID10_TRACT nunique','state_name', 'Percent Black or African American alone median']]" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "metadata": {}, + "outputs": [], + "source": [ + "target_state_groupeds_df.to_csv(\"top_4_states_12202021.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "506990" + ] + }, + "execution_count": 78, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# ca\n", + "506752 + 238" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "271370" + ] + }, + "execution_count": 91, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# tx\n", + "270057 + 1313" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "295318" + ] + }, + "execution_count": 92, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# fl\n", + "295080 + 238" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.7.4" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +}