{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# Mapping outliers\n", "\n", "This notebook digs more into the outlier areas seen on the added utility maps of England and Wales plotted in the previous notebook.\n", "\n", "## Plain English summary\n", "\n", "A few areas in England and Wales break the trend shown by the rest. For the treated ischaemic population as a whole, most places show an improvement in added utility in the mothership scenario compared with drip-and-ship. However a few places show a worsening instead.\n", "\n", "We will find out more about these outlier areas to see if we can find general trends of when the mothership scenario is a bad idea.\n", "\n", "## Aims\n", "\n", "+ Find the names of regions that break the trend\n", "+ Look for trends in the treatment times of the outlier regions\n", "+ Use existing generic geography and outcome matrix methods to check that the outlier results make sense.\n", "\n", "## Methods\n", "\n", "We define outlier regions as any that has better added utility in the drip-and-ship scenario than in mothership.\n", "\n", "First we look for other regions that share similar travel times to the outliers.\n", "\n", "Then we frame some of the outlier regions in the same context as the generic geography and the outcome matrix results to check what the stroke outcome model has output to create these outliers." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Import packages" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# import contextily as ctx\n", "import geopandas\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import pandas as pd\n", "import os\n", "\n", "import stroke_maps.load_data\n", "import stroke_maps.catchment\n", "import stroke_maps.geo # to make catchment area geometry\n", "\n", "pd.set_option('display.max_rows', 150)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "dir_output = 'output'\n", "limit_to_england = False" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Load data" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Load shape file" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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OBJECTIDLSOA11CDLSOA11NMLSOA11NMWBNG_EBNG_NLONGLATShape__AreaShape__LengthGlobalIDgeometry
01E01000001City of London 001ACity of London 001A532129181625-0.0970651.51810157794.4810791685.391778b12173a3-5423-4672-a5eb-f152d2345f96POLYGON ((532282.642 181906.500, 532248.262 18...
12E01000002City of London 001BCity of London 001B532480181699-0.0919751.51868164882.4276281804.82819690274dc4-f785-4afb-95cd-7cc1fc9a2cadPOLYGON ((532746.826 181786.896, 532248.262 18...
23E01000003City of London 001CCity of London 001C532245182036-0.0952351.5217642219.805717909.2232777e89d0ba-f186-45fb-961c-8f5ffcd03808POLYGON ((532293.080 182068.426, 532419.605 18...
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" ], "text/plain": [ " OBJECTID LSOA11CD LSOA11NM LSOA11NMW BNG_E \\\n", "0 1 E01000001 City of London 001A City of London 001A 532129 \n", "1 2 E01000002 City of London 001B City of London 001B 532480 \n", "2 3 E01000003 City of London 001C City of London 001C 532245 \n", "\n", " BNG_N LONG LAT Shape__Area Shape__Length \\\n", "0 181625 -0.09706 51.51810 157794.481079 1685.391778 \n", "1 181699 -0.09197 51.51868 164882.427628 1804.828196 \n", "2 182036 -0.09523 51.52176 42219.805717 909.223277 \n", "\n", " GlobalID \\\n", "0 b12173a3-5423-4672-a5eb-f152d2345f96 \n", "1 90274dc4-f785-4afb-95cd-7cc1fc9a2cad \n", "2 7e89d0ba-f186-45fb-961c-8f5ffcd03808 \n", "\n", " geometry \n", "0 POLYGON ((532282.642 181906.500, 532248.262 18... \n", "1 POLYGON ((532746.826 181786.896, 532248.262 18... \n", "2 POLYGON ((532293.080 182068.426, 532419.605 18... " ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "lsoa_gdf = stroke_maps.load_data.lsoa_geography()\n", "lsoa_gdf = lsoa_gdf.to_crs('EPSG:27700')\n", "\n", "lsoa_gdf.head(3)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Load country outline\n", "# outline = geopandas.read_file('./data/Countries_(December_2022)_GB_BFC.zip')\n", "if limit_to_england:\n", " # mask = outline['CTRY22NM'] == 'England'\n", " # outline = outline[mask]\n", " outline = stroke_maps.load_data.england_outline()\n", "else:\n", " # mask = (outline['CTRY22NM'] == 'England') | (outline['CTRY22NM'] == 'Wales')\n", " # outline = outline[mask]\n", " outline = stroke_maps.load_data.englandwales_outline()" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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countryOBJECTIDctry11cdctry11cdoctry11nmctry11nmwGlobalIDgeometry
001E92000001921EnglandLloegr27bbf7ca-99bd-4fe8-87a1-d498d48e3084MULTIPOLYGON (((83994.599 5397.099, 84001.300 ...
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" ], "text/plain": [ " country OBJECTID ctry11cd ctry11cdo ctry11nm ctry11nmw \\\n", "0 0 1 E92000001 921 England Lloegr \n", "\n", " GlobalID \\\n", "0 27bbf7ca-99bd-4fe8-87a1-d498d48e3084 \n", "\n", " geometry \n", "0 MULTIPOLYGON (((83994.599 5397.099, 84001.300 ... " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "outline" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Load hospital info\n", "\n", "Load in the stroke unit coordinates and merge in the services information:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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postcodeSY231ERCB20QQL97AL
stroke_teamBronglais Hospital (Aberystwyth)Addenbrooke's Hospital, CambridgeUniversity Hospital Aintree, Liverpool
short_codeABADAI
ssnap_nameBronglais HospitalAddenbrooke's HospitalUniversity Hospital Aintree
use_ivt111
use_mt011
use_msu011
transfer_unit_postcodenearestnearestnearest
lsoaCeredigion 002ACambridge 013DLiverpool 005A
lsoa_codeW01000512E01017995E01006654
regionHywel Dda University Health BoardNHS Cambridgeshire and Peterborough ICB - 06HNHS Cheshire and Merseyside ICB - 99A
region_codeW11000025E38000260E38000101
region_typeLHBSICBLSICBL
countryWalesEnglandEngland
icbNaNNHS Cambridgeshire and Peterborough Integrated...NHS Cheshire and Merseyside Integrated Care Board
icb_codeNaNE54000056E54000008
isdnNaNEast of England (South)Cheshire and Merseyside
\n", "
" ], "text/plain": [ "postcode SY231ER \\\n", "stroke_team Bronglais Hospital (Aberystwyth) \n", "short_code AB \n", "ssnap_name Bronglais Hospital \n", "use_ivt 1 \n", "use_mt 0 \n", "use_msu 0 \n", "transfer_unit_postcode nearest \n", "lsoa Ceredigion 002A \n", "lsoa_code W01000512 \n", "region Hywel Dda University Health Board \n", "region_code W11000025 \n", "region_type LHB \n", "country Wales \n", "icb NaN \n", "icb_code NaN \n", "isdn NaN \n", "\n", "postcode CB20QQ \\\n", "stroke_team Addenbrooke's Hospital, Cambridge \n", "short_code AD \n", "ssnap_name Addenbrooke's Hospital \n", "use_ivt 1 \n", "use_mt 1 \n", "use_msu 1 \n", "transfer_unit_postcode nearest \n", "lsoa Cambridge 013D \n", "lsoa_code E01017995 \n", "region NHS Cambridgeshire and Peterborough ICB - 06H \n", "region_code E38000260 \n", "region_type SICBL \n", "country England \n", "icb NHS Cambridgeshire and Peterborough Integrated... \n", "icb_code E54000056 \n", "isdn East of England (South) \n", "\n", "postcode L97AL \n", "stroke_team University Hospital Aintree, Liverpool \n", "short_code AI \n", "ssnap_name University Hospital Aintree \n", "use_ivt 1 \n", "use_mt 1 \n", "use_msu 1 \n", "transfer_unit_postcode nearest \n", "lsoa Liverpool 005A \n", "lsoa_code E01006654 \n", "region NHS Cheshire and Merseyside ICB - 99A \n", "region_code E38000101 \n", "region_type SICBL \n", "country England \n", "icb NHS Cheshire and Merseyside Integrated Care Board \n", "icb_code E54000008 \n", "isdn Cheshire and Merseyside " ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_units = stroke_maps.load_data.stroke_unit_region_lookup()\n", "\n", "df_units.head(3).T" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "hospitals_gdf = stroke_maps.load_data.stroke_unit_coordinates()\n", "hospitals_gdf = pd.merge(\n", " hospitals_gdf, df_units[['use_ivt', 'use_mt']],\n", " left_index=True, right_index=True, how='right'\n", ")" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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BNG_EBNG_NLatitudeLongitudegeometryuse_ivtuse_mt
postcode
SY231ER25920828180552.416068-4.071578POINT (259208.000 281805.000)10
CB20QQ54637525498852.1737410.139114POINT (546375.000 254988.000)11
L97AL33802039720553.467918-2.935131POINT (338020.000 397205.000)11
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" ], "text/plain": [ " BNG_E BNG_N Latitude Longitude geometry \\\n", "postcode \n", "SY231ER 259208 281805 52.416068 -4.071578 POINT (259208.000 281805.000) \n", "CB20QQ 546375 254988 52.173741 0.139114 POINT (546375.000 254988.000) \n", "L97AL 338020 397205 53.467918 -2.935131 POINT (338020.000 397205.000) \n", "\n", " use_ivt use_mt \n", "postcode \n", "SY231ER 1 0 \n", "CB20QQ 1 1 \n", "L97AL 1 1 " ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hospitals_gdf.head(3)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Load LSOA model output data" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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012
lsoaAdur 001AAdur 001BAdur 001C
closest_ivt_time17.618.717.6
closest_ivt_unitBN25BEBN25BEBN112DH
closest_mt_time17.618.719.8
closest_mt_unitBN25BEBN25BEBN25BE
transfer_mt_time0.00.031.6
transfer_mt_unitBN25BEBN25BEBN25BE
mt_transfer_requiredFalseFalseTrue
ivt_drip_ship107.6108.7107.6
mt_drip_ship167.6168.7259.2
ivt_mothership107.6108.7109.8
mt_mothership167.6168.7169.8
drip_ship_nlvo_ivt_added_utility0.116850.116410.11685
drip_ship_nlvo_ivt_mean_mrs1.636531.639131.63653
drip_ship_nlvo_ivt_mrs_less_equal_20.706490.7060.70649
drip_ship_nlvo_ivt_mrs_shift-0.64347-0.64087-0.64347
drip_ship_nlvo_ivt_added_mrs_less_equal_20.126490.1260.12649
drip_ship_lvo_ivt_added_utility0.058720.058410.05872
drip_ship_lvo_ivt_mean_mrs3.346553.348233.34655
drip_ship_lvo_ivt_mrs_less_equal_20.328790.328470.32879
drip_ship_lvo_ivt_mrs_shift-0.29345-0.29177-0.29345
drip_ship_lvo_ivt_added_mrs_less_equal_20.063790.063470.06379
drip_ship_lvo_ivt_mt_added_utility0.163610.162950.10928
drip_ship_lvo_ivt_mt_mean_mrs2.811362.814943.10174
drip_ship_lvo_ivt_mt_mrs_less_equal_20.438070.437360.37981
drip_ship_lvo_ivt_mt_mrs_shift-0.82864-0.82506-0.53826
drip_ship_lvo_ivt_mt_added_mrs_less_equal_20.173070.172360.11481
drip_ship_lvo_mt_added_utility0.163610.162950.10928
drip_ship_lvo_mt_mean_mrs2.811362.814943.10174
drip_ship_lvo_mt_mrs_less_equal_20.438070.437360.37981
drip_ship_lvo_mt_mrs_shift-0.82864-0.82506-0.53826
drip_ship_lvo_mt_added_mrs_less_equal_20.173070.172360.11481
mothership_nlvo_ivt_added_utility0.116850.116410.11596
mothership_nlvo_ivt_mean_mrs1.636531.639131.64173
mothership_nlvo_ivt_mrs_less_equal_20.706490.7060.70551
mothership_nlvo_ivt_mrs_shift-0.64347-0.64087-0.63827
mothership_nlvo_ivt_added_mrs_less_equal_20.126490.1260.12551
mothership_lvo_ivt_added_utility0.058720.058410.05811
mothership_lvo_ivt_mean_mrs3.346553.348233.3499
mothership_lvo_ivt_mrs_less_equal_20.328790.328470.32815
mothership_lvo_ivt_mrs_shift-0.29345-0.29177-0.2901
mothership_lvo_ivt_added_mrs_less_equal_20.063790.063470.06315
mothership_lvo_ivt_mt_added_utility0.163610.162950.16229
mothership_lvo_ivt_mt_mean_mrs2.811362.814942.81852
mothership_lvo_ivt_mt_mrs_less_equal_20.438070.437360.43664
mothership_lvo_ivt_mt_mrs_shift-0.82864-0.82506-0.82148
mothership_lvo_ivt_mt_added_mrs_less_equal_20.173070.172360.17164
mothership_lvo_mt_added_utility0.163610.162950.16229
mothership_lvo_mt_mean_mrs2.811362.814942.81852
mothership_lvo_mt_mrs_less_equal_20.438070.437360.43664
mothership_lvo_mt_mrs_shift-0.82864-0.82506-0.82148
mothership_lvo_mt_added_mrs_less_equal_20.173070.172360.17164
drip_ship_lvo_mix_added_utility0.155480.154850.10536
drip_ship_lvo_mix_mrs_less_equal_20.42960.428920.37586
drip_ship_lvo_mix_mrs_shift-0.78717-0.78373-0.51929
drip_ship_lvo_mix_added_mrs_less_equal_20.16460.163920.11086
mothership_lvo_mix_added_utility0.155480.154850.15422
mothership_lvo_mix_mrs_less_equal_20.42960.428920.42823
mothership_lvo_mix_mrs_shift-0.78717-0.78373-0.7803
mothership_lvo_mix_added_mrs_less_equal_20.16460.163920.16323
drip_ship_weighted_added_utility0.033920.033790.02764
drip_ship_weighted_mrs_less_equal_20.141070.140920.13432
drip_ship_weighted_mrs_shift-0.17815-0.1774-0.14454
drip_ship_weighted_added_mrs_less_equal_20.036260.036110.02951
mothership_weighted_added_utility0.033920.033790.03366
mothership_weighted_mrs_less_equal_20.141070.140920.14077
mothership_weighted_mrs_shift-0.17815-0.1774-0.17665
mothership_weighted_added_mrs_less_equal_20.036260.036110.03597
drip_ship_weighted_treated_added_utility0.136330.135790.11106
drip_ship_weighted_treated_mrs_less_equal_20.566890.56630.53979
drip_ship_weighted_treated_mrs_shift-0.71592-0.7129-0.58086
drip_ship_weighted_treated_added_mrs_less_equal_20.145710.145120.11861
mothership_weighted_treated_added_utility0.136330.135790.13525
mothership_weighted_treated_mrs_less_equal_20.566890.56630.56571
mothership_weighted_treated_mrs_shift-0.71592-0.7129-0.70988
mothership_weighted_treated_added_mrs_less_equal_20.145710.145120.14453
\n", "
" ], "text/plain": [ " 0 1 \\\n", "lsoa Adur 001A Adur 001B \n", "closest_ivt_time 17.6 18.7 \n", "closest_ivt_unit BN25BE BN25BE \n", "closest_mt_time 17.6 18.7 \n", "closest_mt_unit BN25BE BN25BE \n", "transfer_mt_time 0.0 0.0 \n", "transfer_mt_unit BN25BE BN25BE \n", "mt_transfer_required False False \n", "ivt_drip_ship 107.6 108.7 \n", "mt_drip_ship 167.6 168.7 \n", "ivt_mothership 107.6 108.7 \n", "mt_mothership 167.6 168.7 \n", "drip_ship_nlvo_ivt_added_utility 0.11685 0.11641 \n", "drip_ship_nlvo_ivt_mean_mrs 1.63653 1.63913 \n", "drip_ship_nlvo_ivt_mrs_less_equal_2 0.70649 0.706 \n", "drip_ship_nlvo_ivt_mrs_shift -0.64347 -0.64087 \n", "drip_ship_nlvo_ivt_added_mrs_less_equal_2 0.12649 0.126 \n", "drip_ship_lvo_ivt_added_utility 0.05872 0.05841 \n", "drip_ship_lvo_ivt_mean_mrs 3.34655 3.34823 \n", "drip_ship_lvo_ivt_mrs_less_equal_2 0.32879 0.32847 \n", "drip_ship_lvo_ivt_mrs_shift -0.29345 -0.29177 \n", "drip_ship_lvo_ivt_added_mrs_less_equal_2 0.06379 0.06347 \n", "drip_ship_lvo_ivt_mt_added_utility 0.16361 0.16295 \n", "drip_ship_lvo_ivt_mt_mean_mrs 2.81136 2.81494 \n", "drip_ship_lvo_ivt_mt_mrs_less_equal_2 0.43807 0.43736 \n", "drip_ship_lvo_ivt_mt_mrs_shift -0.82864 -0.82506 \n", "drip_ship_lvo_ivt_mt_added_mrs_less_equal_2 0.17307 0.17236 \n", "drip_ship_lvo_mt_added_utility 0.16361 0.16295 \n", "drip_ship_lvo_mt_mean_mrs 2.81136 2.81494 \n", "drip_ship_lvo_mt_mrs_less_equal_2 0.43807 0.43736 \n", "drip_ship_lvo_mt_mrs_shift -0.82864 -0.82506 \n", "drip_ship_lvo_mt_added_mrs_less_equal_2 0.17307 0.17236 \n", "mothership_nlvo_ivt_added_utility 0.11685 0.11641 \n", "mothership_nlvo_ivt_mean_mrs 1.63653 1.63913 \n", "mothership_nlvo_ivt_mrs_less_equal_2 0.70649 0.706 \n", "mothership_nlvo_ivt_mrs_shift -0.64347 -0.64087 \n", "mothership_nlvo_ivt_added_mrs_less_equal_2 0.12649 0.126 \n", "mothership_lvo_ivt_added_utility 0.05872 0.05841 \n", "mothership_lvo_ivt_mean_mrs 3.34655 3.34823 \n", "mothership_lvo_ivt_mrs_less_equal_2 0.32879 0.32847 \n", "mothership_lvo_ivt_mrs_shift -0.29345 -0.29177 \n", "mothership_lvo_ivt_added_mrs_less_equal_2 0.06379 0.06347 \n", "mothership_lvo_ivt_mt_added_utility 0.16361 0.16295 \n", "mothership_lvo_ivt_mt_mean_mrs 2.81136 2.81494 \n", "mothership_lvo_ivt_mt_mrs_less_equal_2 0.43807 0.43736 \n", "mothership_lvo_ivt_mt_mrs_shift -0.82864 -0.82506 \n", "mothership_lvo_ivt_mt_added_mrs_less_equal_2 0.17307 0.17236 \n", "mothership_lvo_mt_added_utility 0.16361 0.16295 \n", "mothership_lvo_mt_mean_mrs 2.81136 2.81494 \n", "mothership_lvo_mt_mrs_less_equal_2 0.43807 0.43736 \n", "mothership_lvo_mt_mrs_shift -0.82864 -0.82506 \n", "mothership_lvo_mt_added_mrs_less_equal_2 0.17307 0.17236 \n", "drip_ship_lvo_mix_added_utility 0.15548 0.15485 \n", "drip_ship_lvo_mix_mrs_less_equal_2 0.4296 0.42892 \n", "drip_ship_lvo_mix_mrs_shift -0.78717 -0.78373 \n", "drip_ship_lvo_mix_added_mrs_less_equal_2 0.1646 0.16392 \n", "mothership_lvo_mix_added_utility 0.15548 0.15485 \n", "mothership_lvo_mix_mrs_less_equal_2 0.4296 0.42892 \n", "mothership_lvo_mix_mrs_shift -0.78717 -0.78373 \n", "mothership_lvo_mix_added_mrs_less_equal_2 0.1646 0.16392 \n", "drip_ship_weighted_added_utility 0.03392 0.03379 \n", "drip_ship_weighted_mrs_less_equal_2 0.14107 0.14092 \n", "drip_ship_weighted_mrs_shift -0.17815 -0.1774 \n", "drip_ship_weighted_added_mrs_less_equal_2 0.03626 0.03611 \n", "mothership_weighted_added_utility 0.03392 0.03379 \n", "mothership_weighted_mrs_less_equal_2 0.14107 0.14092 \n", "mothership_weighted_mrs_shift -0.17815 -0.1774 \n", "mothership_weighted_added_mrs_less_equal_2 0.03626 0.03611 \n", "drip_ship_weighted_treated_added_utility 0.13633 0.13579 \n", "drip_ship_weighted_treated_mrs_less_equal_2 0.56689 0.5663 \n", "drip_ship_weighted_treated_mrs_shift -0.71592 -0.7129 \n", "drip_ship_weighted_treated_added_mrs_less_equal_2 0.14571 0.14512 \n", "mothership_weighted_treated_added_utility 0.13633 0.13579 \n", "mothership_weighted_treated_mrs_less_equal_2 0.56689 0.5663 \n", "mothership_weighted_treated_mrs_shift -0.71592 -0.7129 \n", "mothership_weighted_treated_added_mrs_less_equal_2 0.14571 0.14512 \n", "\n", " 2 \n", "lsoa Adur 001C \n", "closest_ivt_time 17.6 \n", "closest_ivt_unit BN112DH \n", "closest_mt_time 19.8 \n", "closest_mt_unit BN25BE \n", "transfer_mt_time 31.6 \n", "transfer_mt_unit BN25BE \n", "mt_transfer_required True \n", "ivt_drip_ship 107.6 \n", "mt_drip_ship 259.2 \n", "ivt_mothership 109.8 \n", "mt_mothership 169.8 \n", "drip_ship_nlvo_ivt_added_utility 0.11685 \n", "drip_ship_nlvo_ivt_mean_mrs 1.63653 \n", "drip_ship_nlvo_ivt_mrs_less_equal_2 0.70649 \n", "drip_ship_nlvo_ivt_mrs_shift -0.64347 \n", "drip_ship_nlvo_ivt_added_mrs_less_equal_2 0.12649 \n", "drip_ship_lvo_ivt_added_utility 0.05872 \n", "drip_ship_lvo_ivt_mean_mrs 3.34655 \n", "drip_ship_lvo_ivt_mrs_less_equal_2 0.32879 \n", "drip_ship_lvo_ivt_mrs_shift -0.29345 \n", "drip_ship_lvo_ivt_added_mrs_less_equal_2 0.06379 \n", "drip_ship_lvo_ivt_mt_added_utility 0.10928 \n", "drip_ship_lvo_ivt_mt_mean_mrs 3.10174 \n", "drip_ship_lvo_ivt_mt_mrs_less_equal_2 0.37981 \n", "drip_ship_lvo_ivt_mt_mrs_shift -0.53826 \n", "drip_ship_lvo_ivt_mt_added_mrs_less_equal_2 0.11481 \n", "drip_ship_lvo_mt_added_utility 0.10928 \n", "drip_ship_lvo_mt_mean_mrs 3.10174 \n", "drip_ship_lvo_mt_mrs_less_equal_2 0.37981 \n", "drip_ship_lvo_mt_mrs_shift -0.53826 \n", "drip_ship_lvo_mt_added_mrs_less_equal_2 0.11481 \n", "mothership_nlvo_ivt_added_utility 0.11596 \n", "mothership_nlvo_ivt_mean_mrs 1.64173 \n", "mothership_nlvo_ivt_mrs_less_equal_2 0.70551 \n", "mothership_nlvo_ivt_mrs_shift -0.63827 \n", "mothership_nlvo_ivt_added_mrs_less_equal_2 0.12551 \n", "mothership_lvo_ivt_added_utility 0.05811 \n", "mothership_lvo_ivt_mean_mrs 3.3499 \n", "mothership_lvo_ivt_mrs_less_equal_2 0.32815 \n", "mothership_lvo_ivt_mrs_shift -0.2901 \n", "mothership_lvo_ivt_added_mrs_less_equal_2 0.06315 \n", "mothership_lvo_ivt_mt_added_utility 0.16229 \n", "mothership_lvo_ivt_mt_mean_mrs 2.81852 \n", "mothership_lvo_ivt_mt_mrs_less_equal_2 0.43664 \n", "mothership_lvo_ivt_mt_mrs_shift -0.82148 \n", "mothership_lvo_ivt_mt_added_mrs_less_equal_2 0.17164 \n", "mothership_lvo_mt_added_utility 0.16229 \n", "mothership_lvo_mt_mean_mrs 2.81852 \n", "mothership_lvo_mt_mrs_less_equal_2 0.43664 \n", "mothership_lvo_mt_mrs_shift -0.82148 \n", "mothership_lvo_mt_added_mrs_less_equal_2 0.17164 \n", "drip_ship_lvo_mix_added_utility 0.10536 \n", "drip_ship_lvo_mix_mrs_less_equal_2 0.37586 \n", "drip_ship_lvo_mix_mrs_shift -0.51929 \n", "drip_ship_lvo_mix_added_mrs_less_equal_2 0.11086 \n", "mothership_lvo_mix_added_utility 0.15422 \n", "mothership_lvo_mix_mrs_less_equal_2 0.42823 \n", "mothership_lvo_mix_mrs_shift -0.7803 \n", "mothership_lvo_mix_added_mrs_less_equal_2 0.16323 \n", "drip_ship_weighted_added_utility 0.02764 \n", "drip_ship_weighted_mrs_less_equal_2 0.13432 \n", "drip_ship_weighted_mrs_shift -0.14454 \n", "drip_ship_weighted_added_mrs_less_equal_2 0.02951 \n", "mothership_weighted_added_utility 0.03366 \n", "mothership_weighted_mrs_less_equal_2 0.14077 \n", "mothership_weighted_mrs_shift -0.17665 \n", "mothership_weighted_added_mrs_less_equal_2 0.03597 \n", "drip_ship_weighted_treated_added_utility 0.11106 \n", "drip_ship_weighted_treated_mrs_less_equal_2 0.53979 \n", "drip_ship_weighted_treated_mrs_shift -0.58086 \n", "drip_ship_weighted_treated_added_mrs_less_equal_2 0.11861 \n", "mothership_weighted_treated_added_utility 0.13525 \n", "mothership_weighted_treated_mrs_less_equal_2 0.56571 \n", "mothership_weighted_treated_mrs_shift -0.70988 \n", "mothership_weighted_treated_added_mrs_less_equal_2 0.14453 " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "lsoa_data = pd.read_csv(os.path.join(dir_output, 'cohort_outcomes_weighted.csv'))\n", "lsoa_data.head(3).T" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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OBJECTIDLSOA11CDLSOA11NMLSOA11NMWBNG_EBNG_NLONGLATShape__AreaShape__Length...mothership_weighted_mrs_shiftmothership_weighted_added_mrs_less_equal_2drip_ship_weighted_treated_added_utilitydrip_ship_weighted_treated_mrs_less_equal_2drip_ship_weighted_treated_mrs_shiftdrip_ship_weighted_treated_added_mrs_less_equal_2mothership_weighted_treated_added_utilitymothership_weighted_treated_mrs_less_equal_2mothership_weighted_treated_mrs_shiftmothership_weighted_treated_added_mrs_less_equal_2
030557.0E01031349Adur 001AAdur 001A524915.0105607.0-0.2273750.836513.641032e+053054.751704...-0.178150.036260.136330.56689-0.715920.145710.136330.56689-0.715920.14571
130558.0E01031350Adur 001BAdur 001B524825.0106265.0-0.2284250.842442.921732e+052977.102897...-0.177400.036110.135790.56630-0.712900.145120.135790.56630-0.712900.14512
230559.0E01031351Adur 001CAdur 001C523053.0108004.0-0.2530050.858455.281768e+0611671.349143...-0.176650.035970.111060.53979-0.580860.118610.135250.56571-0.709880.14453
330560.0E01031352Adur 001DAdur 001D524141.0106299.0-0.2381250.842902.452292e+052134.908586...-0.176650.035970.111060.53979-0.580860.118610.135250.56571-0.709880.14453
430578.0E01031370Adur 001EAdur 001E523561.0105916.0-0.2464950.839582.402445e+052447.096939...-0.176650.035970.111590.54036-0.583790.119180.135250.56571-0.709880.14453
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5 rows × 88 columns

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" ], "text/plain": [ " OBJECTID LSOA11CD LSOA11NM LSOA11NMW BNG_E BNG_N LONG \\\n", "0 30557.0 E01031349 Adur 001A Adur 001A 524915.0 105607.0 -0.22737 \n", "1 30558.0 E01031350 Adur 001B Adur 001B 524825.0 106265.0 -0.22842 \n", "2 30559.0 E01031351 Adur 001C Adur 001C 523053.0 108004.0 -0.25300 \n", "3 30560.0 E01031352 Adur 001D Adur 001D 524141.0 106299.0 -0.23812 \n", "4 30578.0 E01031370 Adur 001E Adur 001E 523561.0 105916.0 -0.24649 \n", "\n", " LAT Shape__Area Shape__Length ... mothership_weighted_mrs_shift \\\n", "0 50.83651 3.641032e+05 3054.751704 ... -0.17815 \n", "1 50.84244 2.921732e+05 2977.102897 ... -0.17740 \n", "2 50.85845 5.281768e+06 11671.349143 ... -0.17665 \n", "3 50.84290 2.452292e+05 2134.908586 ... -0.17665 \n", "4 50.83958 2.402445e+05 2447.096939 ... -0.17665 \n", "\n", " mothership_weighted_added_mrs_less_equal_2 \\\n", "0 0.03626 \n", "1 0.03611 \n", "2 0.03597 \n", "3 0.03597 \n", "4 0.03597 \n", "\n", " drip_ship_weighted_treated_added_utility \\\n", "0 0.13633 \n", "1 0.13579 \n", "2 0.11106 \n", "3 0.11106 \n", "4 0.11159 \n", "\n", " drip_ship_weighted_treated_mrs_less_equal_2 \\\n", "0 0.56689 \n", "1 0.56630 \n", "2 0.53979 \n", "3 0.53979 \n", "4 0.54036 \n", "\n", " drip_ship_weighted_treated_mrs_shift \\\n", "0 -0.71592 \n", "1 -0.71290 \n", "2 -0.58086 \n", "3 -0.58086 \n", "4 -0.58379 \n", "\n", " drip_ship_weighted_treated_added_mrs_less_equal_2 \\\n", "0 0.14571 \n", "1 0.14512 \n", "2 0.11861 \n", "3 0.11861 \n", "4 0.11918 \n", "\n", " mothership_weighted_treated_added_utility \\\n", "0 0.13633 \n", "1 0.13579 \n", "2 0.13525 \n", "3 0.13525 \n", "4 0.13525 \n", "\n", " mothership_weighted_treated_mrs_less_equal_2 \\\n", "0 0.56689 \n", "1 0.56630 \n", "2 0.56571 \n", "3 0.56571 \n", "4 0.56571 \n", "\n", " mothership_weighted_treated_mrs_shift \\\n", "0 -0.71592 \n", "1 -0.71290 \n", "2 -0.70988 \n", "3 -0.70988 \n", "4 -0.70988 \n", "\n", " mothership_weighted_treated_added_mrs_less_equal_2 \n", "0 0.14571 \n", "1 0.14512 \n", "2 0.14453 \n", "3 0.14453 \n", "4 0.14453 \n", "\n", "[5 rows x 88 columns]" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Merge with shape file\n", "\n", "lsoa_data_gdf = lsoa_gdf.merge(lsoa_data, left_on='LSOA11NM', right_on='lsoa', how='right')\n", "lsoa_data_gdf.head()" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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0123456789
drip_ship_lvo_ivt_added_utility0.058720.058410.058720.058720.059020.058720.058720.058720.058720.05872
drip_ship_lvo_ivt_mt_added_utility0.163610.162950.109280.109280.109920.109280.109280.109280.109280.10928
drip_ship_lvo_mt_added_utility0.163610.162950.109280.109280.109920.109280.109280.109280.109280.10928
mothership_lvo_ivt_added_utility0.058720.058410.058110.058110.058110.058410.057830.057520.057520.05752
mothership_lvo_ivt_mt_added_utility0.163610.162950.162290.162290.162290.162950.161690.161030.161030.16103
mothership_lvo_mt_added_utility0.163610.162950.162290.162290.162290.162950.161690.161030.161030.16103
drip_ship_lvo_mix_added_utility0.155480.154850.105360.105360.105980.105360.105360.105360.105360.10536
mothership_lvo_mix_added_utility0.155480.154850.154220.154220.154220.154850.153640.153010.153010.15301
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" ], "text/plain": [ " 0 1 2 3 \\\n", "drip_ship_lvo_ivt_added_utility 0.05872 0.05841 0.05872 0.05872 \n", "drip_ship_lvo_ivt_mt_added_utility 0.16361 0.16295 0.10928 0.10928 \n", "drip_ship_lvo_mt_added_utility 0.16361 0.16295 0.10928 0.10928 \n", "mothership_lvo_ivt_added_utility 0.05872 0.05841 0.05811 0.05811 \n", "mothership_lvo_ivt_mt_added_utility 0.16361 0.16295 0.16229 0.16229 \n", "mothership_lvo_mt_added_utility 0.16361 0.16295 0.16229 0.16229 \n", "drip_ship_lvo_mix_added_utility 0.15548 0.15485 0.10536 0.10536 \n", "mothership_lvo_mix_added_utility 0.15548 0.15485 0.15422 0.15422 \n", "\n", " 4 5 6 7 \\\n", "drip_ship_lvo_ivt_added_utility 0.05902 0.05872 0.05872 0.05872 \n", "drip_ship_lvo_ivt_mt_added_utility 0.10992 0.10928 0.10928 0.10928 \n", "drip_ship_lvo_mt_added_utility 0.10992 0.10928 0.10928 0.10928 \n", "mothership_lvo_ivt_added_utility 0.05811 0.05841 0.05783 0.05752 \n", "mothership_lvo_ivt_mt_added_utility 0.16229 0.16295 0.16169 0.16103 \n", "mothership_lvo_mt_added_utility 0.16229 0.16295 0.16169 0.16103 \n", "drip_ship_lvo_mix_added_utility 0.10598 0.10536 0.10536 0.10536 \n", "mothership_lvo_mix_added_utility 0.15422 0.15485 0.15364 0.15301 \n", "\n", " 8 9 \n", "drip_ship_lvo_ivt_added_utility 0.05872 0.05872 \n", "drip_ship_lvo_ivt_mt_added_utility 0.10928 0.10928 \n", "drip_ship_lvo_mt_added_utility 0.10928 0.10928 \n", "mothership_lvo_ivt_added_utility 0.05752 0.05752 \n", "mothership_lvo_ivt_mt_added_utility 0.16103 0.16103 \n", "mothership_lvo_mt_added_utility 0.16103 0.16103 \n", "drip_ship_lvo_mix_added_utility 0.10536 0.10536 \n", "mothership_lvo_mix_added_utility 0.15301 0.15301 " ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cols = [c for c in lsoa_data_gdf.columns if (('lvo' in c) & ('nlvo' not in c) & ('utility' in c))]\n", "\n", "lsoa_data_gdf[cols].head(10).T" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Patient proportions:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "patient_proportions = pd.read_csv(\n", " os.path.join('..', 'england_wales', 'output', 'patient_proportions.csv'),\n", " index_col=0, header=None).squeeze()" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0\n", "haemorrhagic 0.13600\n", "lvo_no_treatment 0.14648\n", "lvo_ivt_only 0.00840\n", "lvo_ivt_mt 0.08500\n", "lvo_mt_only 0.01500\n", "nlvo_no_treatment 0.50252\n", "nlvo_ivt 0.10660\n", "Name: 1, dtype: float64" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "patient_proportions" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "lvo_ivt_only\n", "lvo_ivt_mt\n", "lvo_mt_only\n", "nlvo_ivt\n" ] }, { "data": { "text/plain": [ "0.21500000000000002" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Proportion of treated ischaemic patients:\n", "prop_ischaemic_treated = 0.0\n", "\n", "for key, value in patient_proportions.items():\n", " if (('lvo' in key) & ('no_treat' not in key)):\n", " print(key)\n", " prop_ischaemic_treated += value\n", "\n", "prop_ischaemic_treated" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0.49581395348837204, 0.5041860465116279)" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "prop_nlvo_of_treated = patient_proportions['nlvo_ivt'] / prop_ischaemic_treated\n", "prop_lvo_of_treated = 1.0 - prop_nlvo_of_treated\n", "\n", "prop_nlvo_of_treated, prop_lvo_of_treated" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Calculate difference between Mothership and Drip and Ship" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "cohort_names = ['nlvo_ivt', 'lvo_mix', 'weighted_treated']\n", "\n", "outcome_names = ['added_utility', 'added_mrs_less_equal_2', 'mrs_shift']" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "cols_diff = [f'{c}_{o}_mothership_minus_dripship' for c in cohort_names for o in outcome_names]\n", "cols_moth = [f'mothership_{c}_{o}' for c in cohort_names for o in outcome_names]\n", "cols_drip = [f'drip_ship_{c}_{o}' for c in cohort_names for o in outcome_names]\n", "\n", "lsoa_data_gdf[cols_diff] = lsoa_data_gdf[cols_moth].values - lsoa_data_gdf[cols_drip].values" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Map outliers\n", "\n", "Make a new dataframe with only a subset of the full data:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "data_field = 'added_utility'\n", "\n", "cols = [\n", " f'nlvo_ivt_{data_field}_mothership_minus_dripship',\n", " f'lvo_mix_{data_field}_mothership_minus_dripship',\n", " f'weighted_treated_{data_field}_mothership_minus_dripship',\n", "]" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "gdf_outliers = lsoa_data_gdf[['geometry'] + cols]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Find outliers separately for each case because the outlying condition is different each time.\n", "\n", "For nLVO, most of the map has negative mothership minus drip-and-ship added utility, so pick out values that are positive.\n", "\n", "For the LVO and ischaemic mix, most of the map is positive so pick out any negative values." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/home/anna/miniconda3/lib/python3.9/site-packages/geopandas/geodataframe.py:1443: 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", " super().__setitem__(key, value)\n" ] } ], "source": [ "col = cols[0]\n", "gdf_outliers[f'outlier_{col}'] = gdf_outliers[col] > 0.0\n", "\n", "# How many values are outliers?\n", "print(len(gdf_outliers.loc[gdf_outliers[f'outlier_{col}'] == True]))" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/home/anna/miniconda3/lib/python3.9/site-packages/geopandas/geodataframe.py:1443: 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", " super().__setitem__(key, value)\n" ] } ], "source": [ "col = cols[1]\n", "gdf_outliers[f'outlier_{col}'] = gdf_outliers[col] < 0.0\n", "\n", "# How many values are outliers?\n", "print(len(gdf_outliers.loc[gdf_outliers[f'outlier_{col}'] == True]))" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "266\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/home/anna/miniconda3/lib/python3.9/site-packages/geopandas/geodataframe.py:1443: 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", " super().__setitem__(key, value)\n" ] } ], "source": [ "col = cols[2]\n", "gdf_outliers[f'outlier_{col}'] = gdf_outliers[col] < 0.0\n", "\n", "# How many values are outliers?\n", "print(len(gdf_outliers.loc[gdf_outliers[f'outlier_{col}'] == True]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Only the mixed population has outliers. Plot their locations:" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "266\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "col = cols[2]\n", "\n", "# Plot data\n", "fig, ax = plt.subplots(figsize=(8, 10))\n", "mask = gdf_outliers[f'outlier_{col}'] == True\n", "print(len(gdf_outliers.loc[mask]))\n", "gdf_outliers.loc[mask].plot(\n", " ax=ax, # Set which axes to use for plot (only one here)\n", " color='LimeGreen', # Column to apply colour\n", " antialiased=False, # Avoids artifact boundry lines\n", " edgecolor='face', # Make LSOA boundry same colour as area\n", ")\n", "# Add country border\n", "outline.plot(ax=ax, edgecolor='k', facecolor='None', linewidth=1.0)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Check outlier times\n", "\n", "Make a smaller dataframe of all of the columns for just these outlier areas:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "col = cols[2]\n", "\n", "mask = gdf_outliers[f'outlier_{col}'] == True\n", "\n", "gdf_out_adv = lsoa_data_gdf.loc[mask].copy()" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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OBJECTIDLSOA11CDLSOA11NMLSOA11NMWBNG_EBNG_NLONGLATShape__AreaShape__Length...mothership_weighted_treated_added_mrs_less_equal_2nlvo_ivt_added_utility_mothership_minus_dripshipnlvo_ivt_added_mrs_less_equal_2_mothership_minus_dripshipnlvo_ivt_mrs_shift_mothership_minus_dripshiplvo_mix_added_utility_mothership_minus_dripshiplvo_mix_added_mrs_less_equal_2_mothership_minus_dripshiplvo_mix_mrs_shift_mothership_minus_dripshipweighted_treated_added_utility_mothership_minus_dripshipweighted_treated_added_mrs_less_equal_2_mothership_minus_dripshipweighted_treated_mrs_shift_mothership_minus_dripship
619517053.0E01017564Central Bedfordshire 033DCentral Bedfordshire 033D511088.0218265.0-0.38852051.851941.794032e+0720786.770830...0.10599-0.02931-0.032100.168380.017790.01888-0.09336-0.00556-0.006400.03641
619633344.0W01000523Ceredigion 001CCeredigion 001C268865.0290703.0-3.93318052.498431.294319e+0855283.856672...0.08350-0.04997-0.054600.285110.032010.03184-0.15103-0.00863-0.011020.06522
619733367.0W01000548Ceredigion 001DCeredigion 001D261295.0285094.0-4.04228052.446161.452597e+0721925.550573...0.08350-0.05255-0.057440.300180.029980.02971-0.14004-0.01094-0.013500.07823
619833368.0W01000549Ceredigion 001ECeredigion 001E267387.0283780.0-3.95218052.435872.582152e+0727673.339921...0.08291-0.05220-0.057050.298000.030040.02977-0.14047-0.01074-0.013280.07694
619934732.0W01001937Ceredigion 001FCeredigion 001F261990.0288178.0-4.03334052.474052.536853e+0728049.044543...0.08291-0.04958-0.054160.282680.032100.03192-0.15161-0.00840-0.010760.06372
..................................................................
3202629482.0E01030263Waveney 005BWaveney 005B653306.0293630.01.72912552.481777.875654e+053912.339748...0.09557-0.04037-0.044190.231370.035270.03697-0.18337-0.00224-0.003270.02227
3202729489.0E01030270Waveney 005CWaveney 005C652508.0293295.01.71714652.479135.150318e+053402.978540...0.09676-0.03940-0.043130.225920.036490.03829-0.18986-0.00114-0.002080.01629
3203229487.0E01030268Waveney 006CWaveney 006C651334.0293510.01.70005852.481603.534155e+054242.495260...0.09557-0.03997-0.043740.229010.035810.03754-0.18620-0.00177-0.002760.01967
3203329488.0E01030269Waveney 006DWaveney 006D651416.0293083.01.70094152.477738.158435e+054654.804663...0.09616-0.03904-0.042720.223700.037020.03882-0.19255-0.00069-0.001610.01383
3203529466.0E01030247Waveney 007AWaveney 007A655201.0293800.01.75709952.482419.738185e+056457.751416...0.09557-0.03997-0.043740.229010.035810.03754-0.18620-0.00177-0.002760.01967
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266 rows × 97 columns

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" ], "text/plain": [ " OBJECTID LSOA11CD LSOA11NM \\\n", "6195 17053.0 E01017564 Central Bedfordshire 033D \n", "6196 33344.0 W01000523 Ceredigion 001C \n", "6197 33367.0 W01000548 Ceredigion 001D \n", "6198 33368.0 W01000549 Ceredigion 001E \n", "6199 34732.0 W01001937 Ceredigion 001F \n", "... ... ... ... \n", "32026 29482.0 E01030263 Waveney 005B \n", "32027 29489.0 E01030270 Waveney 005C \n", "32032 29487.0 E01030268 Waveney 006C \n", "32033 29488.0 E01030269 Waveney 006D \n", "32035 29466.0 E01030247 Waveney 007A \n", "\n", " LSOA11NMW BNG_E BNG_N LONG LAT \\\n", "6195 Central Bedfordshire 033D 511088.0 218265.0 -0.388520 51.85194 \n", "6196 Ceredigion 001C 268865.0 290703.0 -3.933180 52.49843 \n", "6197 Ceredigion 001D 261295.0 285094.0 -4.042280 52.44616 \n", "6198 Ceredigion 001E 267387.0 283780.0 -3.952180 52.43587 \n", "6199 Ceredigion 001F 261990.0 288178.0 -4.033340 52.47405 \n", "... ... ... ... ... ... \n", "32026 Waveney 005B 653306.0 293630.0 1.729125 52.48177 \n", "32027 Waveney 005C 652508.0 293295.0 1.717146 52.47913 \n", "32032 Waveney 006C 651334.0 293510.0 1.700058 52.48160 \n", "32033 Waveney 006D 651416.0 293083.0 1.700941 52.47773 \n", "32035 Waveney 007A 655201.0 293800.0 1.757099 52.48241 \n", "\n", " Shape__Area Shape__Length ... \\\n", "6195 1.794032e+07 20786.770830 ... \n", "6196 1.294319e+08 55283.856672 ... \n", "6197 1.452597e+07 21925.550573 ... \n", "6198 2.582152e+07 27673.339921 ... \n", "6199 2.536853e+07 28049.044543 ... \n", "... ... ... ... \n", "32026 7.875654e+05 3912.339748 ... \n", "32027 5.150318e+05 3402.978540 ... \n", "32032 3.534155e+05 4242.495260 ... \n", "32033 8.158435e+05 4654.804663 ... \n", "32035 9.738185e+05 6457.751416 ... \n", "\n", " mothership_weighted_treated_added_mrs_less_equal_2 \\\n", "6195 0.10599 \n", "6196 0.08350 \n", "6197 0.08350 \n", "6198 0.08291 \n", "6199 0.08291 \n", "... ... \n", "32026 0.09557 \n", "32027 0.09676 \n", "32032 0.09557 \n", "32033 0.09616 \n", "32035 0.09557 \n", "\n", " nlvo_ivt_added_utility_mothership_minus_dripship \\\n", "6195 -0.02931 \n", "6196 -0.04997 \n", "6197 -0.05255 \n", "6198 -0.05220 \n", "6199 -0.04958 \n", "... ... \n", "32026 -0.04037 \n", "32027 -0.03940 \n", "32032 -0.03997 \n", "32033 -0.03904 \n", "32035 -0.03997 \n", "\n", " nlvo_ivt_added_mrs_less_equal_2_mothership_minus_dripship \\\n", "6195 -0.03210 \n", "6196 -0.05460 \n", "6197 -0.05744 \n", "6198 -0.05705 \n", "6199 -0.05416 \n", "... ... \n", "32026 -0.04419 \n", "32027 -0.04313 \n", "32032 -0.04374 \n", "32033 -0.04272 \n", "32035 -0.04374 \n", "\n", " nlvo_ivt_mrs_shift_mothership_minus_dripship \\\n", "6195 0.16838 \n", "6196 0.28511 \n", "6197 0.30018 \n", "6198 0.29800 \n", "6199 0.28268 \n", "... ... \n", "32026 0.23137 \n", "32027 0.22592 \n", "32032 0.22901 \n", "32033 0.22370 \n", "32035 0.22901 \n", "\n", " lvo_mix_added_utility_mothership_minus_dripship \\\n", "6195 0.01779 \n", "6196 0.03201 \n", "6197 0.02998 \n", "6198 0.03004 \n", "6199 0.03210 \n", "... ... \n", "32026 0.03527 \n", "32027 0.03649 \n", "32032 0.03581 \n", "32033 0.03702 \n", "32035 0.03581 \n", "\n", " lvo_mix_added_mrs_less_equal_2_mothership_minus_dripship \\\n", "6195 0.01888 \n", "6196 0.03184 \n", "6197 0.02971 \n", "6198 0.02977 \n", "6199 0.03192 \n", "... ... \n", "32026 0.03697 \n", "32027 0.03829 \n", "32032 0.03754 \n", "32033 0.03882 \n", "32035 0.03754 \n", "\n", " lvo_mix_mrs_shift_mothership_minus_dripship \\\n", "6195 -0.09336 \n", "6196 -0.15103 \n", "6197 -0.14004 \n", "6198 -0.14047 \n", "6199 -0.15161 \n", "... ... \n", "32026 -0.18337 \n", "32027 -0.18986 \n", "32032 -0.18620 \n", "32033 -0.19255 \n", "32035 -0.18620 \n", "\n", " weighted_treated_added_utility_mothership_minus_dripship \\\n", "6195 -0.00556 \n", "6196 -0.00863 \n", "6197 -0.01094 \n", "6198 -0.01074 \n", "6199 -0.00840 \n", "... ... \n", "32026 -0.00224 \n", "32027 -0.00114 \n", "32032 -0.00177 \n", "32033 -0.00069 \n", "32035 -0.00177 \n", "\n", " weighted_treated_added_mrs_less_equal_2_mothership_minus_dripship \\\n", "6195 -0.00640 \n", "6196 -0.01102 \n", "6197 -0.01350 \n", "6198 -0.01328 \n", "6199 -0.01076 \n", "... ... \n", "32026 -0.00327 \n", "32027 -0.00208 \n", "32032 -0.00276 \n", "32033 -0.00161 \n", "32035 -0.00276 \n", "\n", " weighted_treated_mrs_shift_mothership_minus_dripship \n", "6195 0.03641 \n", "6196 0.06522 \n", "6197 0.07823 \n", "6198 0.07694 \n", "6199 0.06372 \n", "... ... \n", "32026 0.02227 \n", "32027 0.01629 \n", "32032 0.01967 \n", "32033 0.01383 \n", "32035 0.01967 \n", "\n", "[266 rows x 97 columns]" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gdf_out_adv" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Pick out the first part of the LSOA names to get an idea of their towns or regions:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['Central Bedfordshire',\n", " 'Ceredigion',\n", " 'Great Yarmouth',\n", " 'Gwynedd',\n", " 'Isle of Anglesey',\n", " 'Isle of Wight',\n", " 'North Devon',\n", " 'Norwich',\n", " 'Pembrokeshire',\n", " 'Waveney']" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sorted(list(set([s[:-5] for s in gdf_out_adv['LSOA11NM'].values])))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Eyeball the travel and treatment time columns:" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [], "source": [ "cols_to_check = [\n", " 'LSOA11NM',\n", " 'closest_ivt_time',\n", " 'closest_ivt_unit',\n", " 'closest_mt_time',\n", " 'closest_mt_unit',\n", " 'transfer_mt_time',\n", " 'transfer_mt_unit',\n", " 'mt_transfer_required',\n", " 'ivt_drip_ship',\n", " 'mt_drip_ship',\n", " 'ivt_mothership',\n", " 'mt_mothership'\n", "]\n" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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6195619661976198619962006201620262036204...32021320223202332024320253202632027320323203332035
LSOA11NMCentral Bedfordshire 033DCeredigion 001CCeredigion 001DCeredigion 001ECeredigion 001FCeredigion 002ACeredigion 002BCeredigion 002DCeredigion 002FCeredigion 003A...Waveney 004CWaveney 004DWaveney 004EWaveney 004FWaveney 005AWaveney 005BWaveney 005CWaveney 006CWaveney 006DWaveney 007A
closest_ivt_time21.916.510.112.218.76.96.97.96.99.0...17.617.616.517.618.715.515.516.517.616.5
closest_ivt_unitLU40DZSY231ERSY231ERSY231ERSY231ERSY231ERSY231ERSY231ERSY231ERSY231ER...NR316LANR316LANR316LANR316LANR316LANR316LANR316LANR316LANR316LANR316LA
closest_mt_time91.7133.6133.6134.7134.7134.7135.8136.8134.7136.8...111.1111.1112.1111.1110.0111.1108.9111.1110.0111.1
closest_mt_unitNW12BUST46QGCF144XWCF144XWST46QGCF144XWCF144XWCF144XWCF144XWCF144XW...CB20QQCB20QQCB20QQCB20QQCB20QQCB20QQCB20QQCB20QQCB20QQCB20QQ
transfer_mt_time45.5135.8135.8135.8135.8135.8135.8135.8135.8135.8...105.7105.7105.7105.7105.7105.7105.7105.7105.7105.7
transfer_mt_unitNW12BUCF144XWCF144XWCF144XWCF144XWCF144XWCF144XWCF144XWCF144XWCF144XW...CB20QQCB20QQCB20QQCB20QQCB20QQCB20QQCB20QQCB20QQCB20QQCB20QQ
mt_transfer_requiredTrueTrueTrueTrueTrueTrueTrueTrueTrueTrue...TrueTrueTrueTrueTrueTrueTrueTrueTrueTrue
ivt_drip_ship111.9106.5100.1102.2108.796.996.997.996.999.0...107.6107.6106.5107.6108.7105.5105.5106.5107.6106.5
mt_drip_ship277.4362.3355.9358.0364.5352.7352.7353.7352.7354.8...333.3333.3332.2333.3334.4331.2331.2332.2333.3332.2
ivt_mothership181.7223.6223.6224.7224.7224.7225.8226.8224.7226.8...201.1201.1202.1201.1200.0201.1198.9201.1200.0201.1
mt_mothership241.7283.6283.6284.7284.7284.7285.8286.8284.7286.8...261.1261.1262.1261.1260.0261.1258.9261.1260.0261.1
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12 rows × 266 columns

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" ], "text/plain": [ " 6195 6196 \\\n", "LSOA11NM Central Bedfordshire 033D Ceredigion 001C \n", "closest_ivt_time 21.9 16.5 \n", "closest_ivt_unit LU40DZ SY231ER \n", "closest_mt_time 91.7 133.6 \n", "closest_mt_unit NW12BU ST46QG \n", "transfer_mt_time 45.5 135.8 \n", "transfer_mt_unit NW12BU CF144XW \n", "mt_transfer_required True True \n", "ivt_drip_ship 111.9 106.5 \n", "mt_drip_ship 277.4 362.3 \n", "ivt_mothership 181.7 223.6 \n", "mt_mothership 241.7 283.6 \n", "\n", " 6197 6198 6199 \\\n", "LSOA11NM Ceredigion 001D Ceredigion 001E Ceredigion 001F \n", "closest_ivt_time 10.1 12.2 18.7 \n", "closest_ivt_unit SY231ER SY231ER SY231ER \n", "closest_mt_time 133.6 134.7 134.7 \n", "closest_mt_unit CF144XW CF144XW ST46QG \n", "transfer_mt_time 135.8 135.8 135.8 \n", "transfer_mt_unit CF144XW CF144XW CF144XW \n", "mt_transfer_required True True True \n", "ivt_drip_ship 100.1 102.2 108.7 \n", "mt_drip_ship 355.9 358.0 364.5 \n", "ivt_mothership 223.6 224.7 224.7 \n", "mt_mothership 283.6 284.7 284.7 \n", "\n", " 6200 6201 6202 \\\n", "LSOA11NM Ceredigion 002A Ceredigion 002B Ceredigion 002D \n", "closest_ivt_time 6.9 6.9 7.9 \n", "closest_ivt_unit SY231ER SY231ER SY231ER \n", "closest_mt_time 134.7 135.8 136.8 \n", "closest_mt_unit CF144XW CF144XW CF144XW \n", "transfer_mt_time 135.8 135.8 135.8 \n", "transfer_mt_unit CF144XW CF144XW CF144XW \n", "mt_transfer_required True True True \n", "ivt_drip_ship 96.9 96.9 97.9 \n", "mt_drip_ship 352.7 352.7 353.7 \n", "ivt_mothership 224.7 225.8 226.8 \n", "mt_mothership 284.7 285.8 286.8 \n", "\n", " 6203 6204 ... 32021 \\\n", "LSOA11NM Ceredigion 002F Ceredigion 003A ... Waveney 004C \n", "closest_ivt_time 6.9 9.0 ... 17.6 \n", "closest_ivt_unit SY231ER SY231ER ... NR316LA \n", "closest_mt_time 134.7 136.8 ... 111.1 \n", "closest_mt_unit CF144XW CF144XW ... CB20QQ \n", "transfer_mt_time 135.8 135.8 ... 105.7 \n", "transfer_mt_unit CF144XW CF144XW ... CB20QQ \n", "mt_transfer_required True True ... True \n", "ivt_drip_ship 96.9 99.0 ... 107.6 \n", "mt_drip_ship 352.7 354.8 ... 333.3 \n", "ivt_mothership 224.7 226.8 ... 201.1 \n", "mt_mothership 284.7 286.8 ... 261.1 \n", "\n", " 32022 32023 32024 32025 \\\n", "LSOA11NM Waveney 004D Waveney 004E Waveney 004F Waveney 005A \n", "closest_ivt_time 17.6 16.5 17.6 18.7 \n", "closest_ivt_unit NR316LA NR316LA NR316LA NR316LA \n", "closest_mt_time 111.1 112.1 111.1 110.0 \n", "closest_mt_unit CB20QQ CB20QQ CB20QQ CB20QQ \n", "transfer_mt_time 105.7 105.7 105.7 105.7 \n", "transfer_mt_unit CB20QQ CB20QQ CB20QQ CB20QQ \n", "mt_transfer_required True True True True \n", "ivt_drip_ship 107.6 106.5 107.6 108.7 \n", "mt_drip_ship 333.3 332.2 333.3 334.4 \n", "ivt_mothership 201.1 202.1 201.1 200.0 \n", "mt_mothership 261.1 262.1 261.1 260.0 \n", "\n", " 32026 32027 32032 32033 \\\n", "LSOA11NM Waveney 005B Waveney 005C Waveney 006C Waveney 006D \n", "closest_ivt_time 15.5 15.5 16.5 17.6 \n", "closest_ivt_unit NR316LA NR316LA NR316LA NR316LA \n", "closest_mt_time 111.1 108.9 111.1 110.0 \n", "closest_mt_unit CB20QQ CB20QQ CB20QQ CB20QQ \n", "transfer_mt_time 105.7 105.7 105.7 105.7 \n", "transfer_mt_unit CB20QQ CB20QQ CB20QQ CB20QQ \n", "mt_transfer_required True True True True \n", "ivt_drip_ship 105.5 105.5 106.5 107.6 \n", "mt_drip_ship 331.2 331.2 332.2 333.3 \n", "ivt_mothership 201.1 198.9 201.1 200.0 \n", "mt_mothership 261.1 258.9 261.1 260.0 \n", "\n", " 32035 \n", "LSOA11NM Waveney 007A \n", "closest_ivt_time 16.5 \n", "closest_ivt_unit NR316LA \n", "closest_mt_time 111.1 \n", "closest_mt_unit CB20QQ \n", "transfer_mt_time 105.7 \n", "transfer_mt_unit CB20QQ \n", "mt_transfer_required True \n", "ivt_drip_ship 106.5 \n", "mt_drip_ship 332.2 \n", "ivt_mothership 201.1 \n", "mt_mothership 261.1 \n", "\n", "[12 rows x 266 columns]" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gdf_out_adv[cols_to_check].T" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Find the difference in travel times between LSOA to MT unit and LSOA to IVT unit." ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [], "source": [ "gdf_out_adv['unit_time_diff'] = gdf_out_adv['closest_mt_time'] - gdf_out_adv['closest_ivt_time']" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.scatter(np.arange(len(gdf_out_adv)), sorted(gdf_out_adv['unit_time_diff']))\n", "plt.xlabel('Position in the list')\n", "plt.ylabel('Difference in travel time')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Eyeballing this, nearly all of the outliers have a difference in time of at least 90 minutes or an hour and a half.\n", "\n", "The shortest time is for Central Bedfordshire, which is anomalous in the travel times matrix because none of its surrounding LSOAs have similar travel times. This LSOA has a longer time direct to the MT unit (91.7 mins) than the sum of the travel time to the IVT unit and then transfer to the MT unit (21.9 + 45.5 = 67.4 mins).\n", "\n", "Find the shortest time excluding that LSOA:" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [], "source": [ "mask_bed = gdf_out_adv['LSOA11NM'].str.contains('Bedfordshire')" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "84.80000000000001" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gdf_out_adv.loc[~mask_bed, 'unit_time_diff'].min()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Pick out LSOAs similar to the outliers\n", "\n", "Find if there are other LSOAs in the full dataframe that are not flagged as outliers but have a similar difference in unit travel times." ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "lsoa_data_gdf['unit_time_diff'] = lsoa_data_gdf['closest_mt_time'] - lsoa_data_gdf['closest_ivt_time']" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "mask_time = lsoa_data_gdf['unit_time_diff'] >= 84.8" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "359" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(lsoa_data_gdf.loc[mask_time])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There are more LSOAs in this list than there were in the outliers list.\n", "\n", "Plot the new flagged LSOAs next to the marked outliers:" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "266\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot data\n", "fig, ax = plt.subplots(figsize=(8, 10))\n", "\n", "lsoa_data_gdf.loc[mask_time].plot(\n", " ax=ax, # Set which axes to use for plot (only one here)\n", " color='magenta',\n", " antialiased=False, # Avoids artifact boundry lines\n", " edgecolor='face', # Make LSOA boundry same colour as area\n", ")\n", "\n", "mask = gdf_outliers[f'outlier_{col}'] == True\n", "print(len(gdf_outliers.loc[mask]))\n", "gdf_outliers.loc[mask].plot(\n", " ax=ax, # Set which axes to use for plot (only one here)\n", " color='LimeGreen',\n", " antialiased=False, # Avoids artifact boundry lines\n", " edgecolor='face', # Make LSOA boundry same colour as area\n", ")\n", "\n", "# Add country border\n", "outline.plot(ax=ax, edgecolor='k', facecolor='None', linewidth=1.0)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Generic geography\n", "\n", "Show two cases with the same circle plots as used in the generic geography example. The first case is the stroke units whose outliers have the smallest time difference between hospitals. The second case is the same for the biggest time difference." ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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closest_ivt_timeclosest_mt_timetransfer_mt_timeivt_drip_shipmt_drip_shipivt_mothershipmt_mothershipunit_time_diffstroke_teamregion
closest_ivt_unit
LU40DZ21.90000091.70000045.5111.900000277.400000181.700000241.70000069.800000Luton and Dunstable HospitalNHS Bedfordshire, Luton and Milton Keynes ICB ...
EX314JB25.580000117.72000090.6115.580000326.180000207.720000267.72000092.140000North Devon District Hospital, BarnstapleNHS Devon ICB - 15N
LL572PW25.594118118.407059103.5115.594118339.094118208.407059268.40705992.812941Ysbyty Gwynedd (Bangor)Betsi Cadwaladr University Health Board
NR316LA13.147170108.401887105.7103.147170328.847170198.401887258.40188795.254717James Paget Hospitals, Great YarmouthNHS Norfolk and Waveney ICB - 26A
SA612PZ18.102857116.385714107.8108.102857335.902857206.385714266.38571498.282857Withybush General Hospital (Haverfordwest)Hywel Dda University Health Board
PO305TG17.898485122.633333117.5107.898485345.398485212.633333272.633333104.734848St Mary's Hospital, NewportNHS Hampshire and Isle of Wight ICB - D9Y0V
NR47UY12.200000121.80000078.8102.200000301.000000211.800000271.800000109.600000Norfolk and Norwich University HospitalNHS Norfolk and Waveney ICB - 26A
SY231ER12.985000133.985000135.8102.985000358.785000223.985000283.985000121.000000Bronglais Hospital (Aberystwyth)Hywel Dda University Health Board
\n", "
" ], "text/plain": [ " closest_ivt_time closest_mt_time transfer_mt_time \\\n", "closest_ivt_unit \n", "LU40DZ 21.900000 91.700000 45.5 \n", "EX314JB 25.580000 117.720000 90.6 \n", "LL572PW 25.594118 118.407059 103.5 \n", "NR316LA 13.147170 108.401887 105.7 \n", "SA612PZ 18.102857 116.385714 107.8 \n", "PO305TG 17.898485 122.633333 117.5 \n", "NR47UY 12.200000 121.800000 78.8 \n", "SY231ER 12.985000 133.985000 135.8 \n", "\n", " ivt_drip_ship mt_drip_ship ivt_mothership mt_mothership \\\n", "closest_ivt_unit \n", "LU40DZ 111.900000 277.400000 181.700000 241.700000 \n", "EX314JB 115.580000 326.180000 207.720000 267.720000 \n", "LL572PW 115.594118 339.094118 208.407059 268.407059 \n", "NR316LA 103.147170 328.847170 198.401887 258.401887 \n", "SA612PZ 108.102857 335.902857 206.385714 266.385714 \n", "PO305TG 107.898485 345.398485 212.633333 272.633333 \n", "NR47UY 102.200000 301.000000 211.800000 271.800000 \n", "SY231ER 102.985000 358.785000 223.985000 283.985000 \n", "\n", " unit_time_diff stroke_team \\\n", "closest_ivt_unit \n", "LU40DZ 69.800000 Luton and Dunstable Hospital \n", "EX314JB 92.140000 North Devon District Hospital, Barnstaple \n", "LL572PW 92.812941 Ysbyty Gwynedd (Bangor) \n", "NR316LA 95.254717 James Paget Hospitals, Great Yarmouth \n", "SA612PZ 98.282857 Withybush General Hospital (Haverfordwest) \n", "PO305TG 104.734848 St Mary's Hospital, Newport \n", "NR47UY 109.600000 Norfolk and Norwich University Hospital \n", "SY231ER 121.000000 Bronglais Hospital (Aberystwyth) \n", "\n", " region \n", "closest_ivt_unit \n", "LU40DZ NHS Bedfordshire, Luton and Milton Keynes ICB ... \n", "EX314JB NHS Devon ICB - 15N \n", "LL572PW Betsi Cadwaladr University Health Board \n", "NR316LA NHS Norfolk and Waveney ICB - 26A \n", "SA612PZ Hywel Dda University Health Board \n", "PO305TG NHS Hampshire and Isle of Wight ICB - D9Y0V \n", "NR47UY NHS Norfolk and Waveney ICB - 26A \n", "SY231ER Hywel Dda University Health Board " ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Take the mean of all values in the outlier dataframe grouped by closest IVT unit:\n", "gdf_out_adv_mean = gdf_out_adv.groupby('closest_ivt_unit').mean(numeric_only=True)\n", "\n", "# Only keep columns involving times:\n", "gdf_out_adv_mean = gdf_out_adv_mean[\n", " [t for t in gdf_out_adv.columns if (\n", " ('time' in t) | (t.endswith('drip_ship')) | (t.endswith('mothership'))\n", " )]\n", "]\n", "# Sort by increasing time difference:\n", "gdf_out_adv_mean = gdf_out_adv_mean.sort_values('unit_time_diff')\n", "\n", "# Merge in stroke unit names:\n", "gdf_out_adv_mean = pd.merge(\n", " gdf_out_adv_mean, df_units[['stroke_team', 'region']],\n", " left_index=True, right_index=True, how='left'\n", ")\n", "\n", "gdf_out_adv_mean" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The shortest time difference*: stroke unit EX31 4JB, North Devon District Hospital, Barnstaple. \n", "The largest time difference: stroke unit SY23 1ER, Bronglais Hospital (Aberystwyth).\n", "\n", "\\* excluding Central Bedfordshire with closest unit LU4 0DZ, where the times look a bit dodgy. The times are also fishy for Norwich - the combined travel to IVT and then MT unit is less than going directly to an MT unit." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Setup for outcomes" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import os\n", "import matplotlib.pyplot as plt\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [], "source": [ "import sys\n", "\n", "sys.path.insert(0, '../general_results')\n", "\n", "from geography_calc import main" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [], "source": [ "fixed_times = pd.read_csv(\n", " os.path.join('..', 'england_wales', 'output', 'pathway_times.csv'),\n", " index_col=0, header=None).squeeze()" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [], "source": [ "patient_proportions = pd.read_csv(\n", " os.path.join('..', 'england_wales', 'output', 'patient_proportions.csv'),\n", " index_col=0, header=None).squeeze()" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0\n", "haemorrhagic 0.13600\n", "lvo_no_treatment 0.14648\n", "lvo_ivt_only 0.00840\n", "lvo_ivt_mt 0.08500\n", "lvo_mt_only 0.01500\n", "nlvo_no_treatment 0.50252\n", "nlvo_ivt 0.10660\n", "Name: 1, dtype: float64" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "patient_proportions" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Example 1:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Calculate coordinates of an outlier patient:" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [], "source": [ "gdf_patient = gdf_out_adv.loc[gdf_out_adv['closest_ivt_unit'] == 'EX314JB'].iloc[0]" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(17.13915576825811, 16.942825607064037)" ] }, "execution_count": 44, "metadata": {}, "output_type": "execute_result" } ], "source": [ "time_to_ivt = gdf_patient['closest_ivt_time']\n", "time_to_mt = gdf_patient['closest_mt_time']\n", "time_transfer = gdf_patient['transfer_mt_time']\n", "\n", "# Cosine rule:\n", "ang = np.arccos(\n", " (time_to_ivt**2.0 + time_transfer**2.0 - time_to_mt**2.0) /\n", " (2 * time_to_ivt * time_transfer) \n", " )\n", "\n", "# Coordinates relative to IVT unit (sohcahtoa):\n", "patient_x = time_to_ivt * np.sin(np.pi - ang)\n", "patient_y = time_to_ivt * np.cos(np.pi - ang)\n", "\n", "(patient_x, patient_y)" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [], "source": [ "# Add an extra fixed time that is specific to this generic geography example.\n", "fixed_times['travel_ivt_to_mt'] = time_transfer\n", "fixed_times['ivt_x'] = 0\n", "fixed_times['ivt_y'] = 0\n", "fixed_times['mt_x'] = 0\n", "fixed_times['mt_y'] = -fixed_times['travel_ivt_to_mt']\n", "\n", "# Calculate the fixed times to treatment _excluding_ the travel from the patient location to the first stroke unit.\n", "\n", "# Times for usual care (the patient goes to their nearest stroke unit and is later transferred to the MT unit if necessary):\n", "\n", "fixed_times['usual_care_ivt'] = (\n", " fixed_times['onset_to_ambulance_arrival'] + \n", " fixed_times['arrival_to_ivt']\n", " )\n", "\n", "fixed_times['usual_care_mt'] = (\n", " fixed_times['onset_to_ambulance_arrival'] + \n", " # fixed_times['arrival_to_ivt'] + \n", " fixed_times['net_operational_delay_to_mt_for_transfer'] + \n", " fixed_times['travel_ivt_to_mt'] + \n", " fixed_times['arrival_to_mt']\n", " )\n", "\n", "# Times for mothership (the patient goes directly to the MT unit):\n", "\n", "fixed_times['mothership_ivt'] = (\n", " fixed_times['onset_to_ambulance_arrival'] + \n", " fixed_times['arrival_to_ivt']\n", " )\n", "\n", "fixed_times['mothership_mt'] = (\n", " fixed_times['onset_to_ambulance_arrival'] + \n", " fixed_times['arrival_to_mt']\n", " )" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [], "source": [ "dict_grid_time_travel, dict_grid_time_travel_info, dict_outcomes_dicts = (\n", " main(fixed_times, patient_proportions))" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [], "source": [ "def plot_geography_outliers(dict_grid_time_travel, dict_grid_time_travel_info, dict_outcomes_dicts, patient_x, patient_y):\n", " # Shared grid extents:\n", " extent = [\n", " -dict_grid_time_travel_info['diff']['mothership_grid_xy_max'],\n", " dict_grid_time_travel_info['diff']['mothership_grid_xy_max'],\n", " -dict_grid_time_travel_info['diff']['mothership_grid_xy_max'],\n", " dict_grid_time_travel_info['diff']['mothership_grid_xy_max'],\n", " ]\n", " \n", " # Shared colour limits:\n", " vmin = min([\n", " dict_outcomes_dicts['diff']['nlvo_ivt']['added_utility'].min(),\n", " dict_outcomes_dicts['diff']['lvo']['added_utility'].min(),\n", " dict_outcomes_dicts['diff']['mixed']['added_utility'].min(),\n", " ])\n", " vmax = max([\n", " dict_outcomes_dicts['diff']['nlvo_ivt']['added_utility'].max(),\n", " dict_outcomes_dicts['diff']['lvo']['added_utility'].max(),\n", " dict_outcomes_dicts['diff']['mixed']['added_utility'].max(),\n", " ])\n", " vlim = max([abs(vmin), abs(vmax)])\n", " vmin = -vlim\n", " vmax = vlim\n", " \n", " contour_levels = np.linspace(vmin, vmax, 9)\n", " \n", " cmap = 'bwr'\n", " \n", " fig, axs = plt.subplots(1, 4, figsize=(12, 4))\n", " \n", " ax_time = axs[0]\n", " ax_nlvo = axs[1]\n", " ax_lvo = axs[2]\n", " ax_mix = axs[3]\n", " \n", " s = dict_grid_time_travel['diff'].shape\n", " \n", " t = ax_time.imshow(\n", " -dict_grid_time_travel['diff'],\n", " extent=extent,\n", " origin='lower'\n", " )\n", " plt.colorbar(t, orientation='horizontal', label='Travel time difference')\n", " \n", " grid = dict_outcomes_dicts['diff']['nlvo_ivt']['added_utility'].values.reshape(s)\n", " t = ax_nlvo.imshow(\n", " grid,\n", " extent=extent,\n", " origin='lower',\n", " vmin=vmin,\n", " vmax=vmax,\n", " cmap=cmap\n", " )\n", " plt.colorbar(t, orientation='horizontal', label='Added utility\\n(advantage of mothership)')\n", " CS = ax_nlvo.contour(\n", " grid,\n", " extent=extent,\n", " levels=contour_levels,\n", " colors='k',\n", " linewidths=0.5\n", " )\n", " ax_nlvo.clabel(CS, inline=True, fontsize=10)\n", " \n", " grid = dict_outcomes_dicts['diff']['lvo']['added_utility'].values.reshape(s)\n", " t = ax_lvo.imshow(\n", " grid,\n", " extent=extent,\n", " origin='lower',\n", " vmin=vmin,\n", " vmax=vmax,\n", " cmap=cmap\n", " )\n", " plt.colorbar(t, orientation='horizontal', label='Added utility\\n(advantage of mothership)')\n", " CS = ax_lvo.contour(\n", " grid,\n", " extent=extent,\n", " levels=contour_levels,\n", " colors='k',\n", " linewidths=0.5\n", " )\n", " ax_lvo.clabel(CS, inline=True, fontsize=10)\n", " \n", " grid = dict_outcomes_dicts['diff']['mixed']['added_utility'].values.reshape(s)\n", " t = ax_mix.imshow(\n", " grid,\n", " extent=extent,\n", " origin='lower',\n", " vmin=vmin,\n", " vmax=vmax,\n", " cmap=cmap\n", " )\n", " plt.colorbar(t, orientation='horizontal', label='Added utility\\n(advantage of mothership)')\n", " CS = ax_mix.contour(\n", " grid,\n", " extent=extent,\n", " levels=contour_levels,\n", " colors='k',\n", " linewidths=0.5\n", " )\n", " ax_mix.clabel(CS, inline=True, fontsize=10)\n", " \n", " for ax in axs:\n", " ax.scatter(dict_grid_time_travel_info['diff']['usual_care_unit_x'], dict_grid_time_travel_info['diff']['usual_care_unit_y'], marker='o', color='k')\n", " ax.scatter(dict_grid_time_travel_info['diff']['mothership_unit_x'], dict_grid_time_travel_info['diff']['mothership_unit_y'], marker='D', color='k')\n", " ax.scatter(patient_x, patient_y, marker='x', color='k')\n", " \n", " ax_time.set_title('Travel time')\n", " ax_nlvo.set_title('nLVO')\n", " ax_lvo.set_title('LVO')\n", " ax_mix.set_title('mix')\n", " \n", " plt.show()" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_geography_outliers(dict_grid_time_travel, dict_grid_time_travel_info, dict_outcomes_dicts, patient_x, patient_y)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Utility matrix" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [], "source": [ "matrix_mixed = pd.read_csv('../general_results/output/outcome_matrix_treated_ischaemic.csv')" ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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added_utilitymean_mrsmrs_less_equal_2mrs_shiftonset_to_needle_minsonset_to_puncture_mins
00.2049651.8574840.641840-1.1082090.00.0
10.2030451.8690660.639726-1.09662710.00.0
20.2011061.8807240.637591-1.08496920.00.0
30.1991481.8924560.635435-1.07323730.00.0
40.1971701.9042610.633259-1.06143240.00.0
.....................
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18580.0043652.9563870.427194-0.009306340.0480.0
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1861-0.0061813.0125720.4161210.046879370.0480.0
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1862 rows × 6 columns

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" ], "text/plain": [ " added_utility mean_mrs mrs_less_equal_2 mrs_shift \\\n", "0 0.204965 1.857484 0.641840 -1.108209 \n", "1 0.203045 1.869066 0.639726 -1.096627 \n", "2 0.201106 1.880724 0.637591 -1.084969 \n", "3 0.199148 1.892456 0.635435 -1.073237 \n", "4 0.197170 1.904261 0.633259 -1.061432 \n", "... ... ... ... ... \n", "1857 0.007860 2.937686 0.430879 -0.028007 \n", "1858 0.004365 2.956387 0.427194 -0.009306 \n", "1859 0.000860 2.975102 0.423506 0.009409 \n", "1860 -0.002655 2.993831 0.419814 0.028138 \n", "1861 -0.006181 3.012572 0.416121 0.046879 \n", "\n", " onset_to_needle_mins onset_to_puncture_mins \n", "0 0.0 0.0 \n", "1 10.0 0.0 \n", "2 20.0 0.0 \n", "3 30.0 0.0 \n", "4 40.0 0.0 \n", "... ... ... \n", "1857 330.0 480.0 \n", "1858 340.0 480.0 \n", "1859 350.0 480.0 \n", "1860 360.0 480.0 \n", "1861 370.0 480.0 \n", "\n", "[1862 rows x 6 columns]" ] }, "execution_count": 52, "metadata": {}, "output_type": "execute_result" } ], "source": [ "matrix_mixed" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [], "source": [ "n_times_ivt = len(set(matrix_mixed['onset_to_needle_mins']))\n", "n_times_mt = len(set(matrix_mixed['onset_to_puncture_mins']))\n", "\n", "grid_shape = (n_times_mt, n_times_ivt)\n", "\n", "t_max_ivt = matrix_mixed['onset_to_needle_mins'].max()\n", "t_max_mt = matrix_mixed['onset_to_puncture_mins'].max()\n", "\n", "t_step_ivt = np.diff(matrix_mixed['onset_to_needle_mins'].values.reshape(grid_shape))[0][0]\n", "t_step_mt = np.diff(matrix_mixed['onset_to_puncture_mins'].values.reshape(grid_shape))[0][0]\n", "\n", "# Instead of the axes showing the row, column numbers of the grid,\n", "# use this extent to scale the row, column numbers to the times.\n", "# Extra division by 60 for conversion to hours.\n", "grid_extent = np.array([\n", " - t_step_ivt * 0.5, t_max_ivt + t_step_ivt * 0.5, # x-limits\n", " - t_step_mt * 0.5, t_max_mt + t_step_mt * 0.5 # y-limits\n", "]) / 60.0" ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [], "source": [ "import matplotlib.ticker as ticker # for axis tick locations" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [], "source": [ "def plot_matrix_with_outliers(units_to_plot):\n", " fig, ax = plt.subplots()\n", " \n", " # Plot the matrix:\n", " c = ax.imshow(\n", " matrix_mixed['added_utility'].values.reshape(grid_shape),\n", " extent=grid_extent,\n", " origin='lower',\n", " cmap='plasma'\n", " )\n", " plt.colorbar(c, label='Added utility')\n", " # Contours:\n", " img1 = ax.contour(\n", " matrix_mixed['added_utility'].values.reshape(grid_shape),\n", " extent=grid_extent,\n", " levels=np.arange(0.0, 0.21, 0.01),\n", " colors='k',\n", " linewidths=0.5,\n", " # aspect=aspect,\n", " )\n", " ax.clabel(img1, inline=True, fontsize=10)\n", "\n", " for ivt_unit in units_to_plot:\n", " gdf_patients_normal = lsoa_data_gdf.loc[lsoa_data_gdf['closest_ivt_unit'] == ivt_unit]\n", " gdf_patients_outliers = gdf_out_adv.loc[gdf_out_adv['closest_ivt_unit'] == ivt_unit]\n", " mask = gdf_patients_normal.index.isin(gdf_patients_outliers.index.values)\n", " gdf_patients_normal = gdf_patients_normal.loc[~mask]\n", " # Scatter some patient timings:\n", " ax.scatter(\n", " [gdf_patients_normal['ivt_drip_ship'] / 60.0, gdf_patients_normal['ivt_mothership'] / 60.0],\n", " [gdf_patients_normal['mt_drip_ship'] / 60.0, gdf_patients_normal['mt_mothership'] / 60.0],\n", " marker='x',\n", " color='k',\n", " label=f'{ivt_unit} normal'\n", " # color='rgba(0, 0, 0, 0.2)'\n", " )\n", " ax.plot(\n", " [gdf_patients_normal['ivt_drip_ship'] / 60.0, gdf_patients_normal['ivt_mothership'] / 60.0],\n", " [gdf_patients_normal['mt_drip_ship'] / 60.0, gdf_patients_normal['mt_mothership'] / 60.0],\n", " color='k',\n", " )\n", " # Outliers:\n", " ax.scatter(\n", " [gdf_patients_outliers['ivt_drip_ship'] / 60.0, gdf_patients_outliers['ivt_mothership'] / 60.0],\n", " [gdf_patients_outliers['mt_drip_ship'] / 60.0, gdf_patients_outliers['mt_mothership'] / 60.0],\n", " marker='x',\n", " color='LimeGreen',\n", " label=f'{ivt_unit} outliers'\n", " # color='rgba(0, 0, 0, 0.2)'\n", " )\n", " ax.plot(\n", " [gdf_patients_outliers['ivt_drip_ship'] / 60.0, gdf_patients_outliers['ivt_mothership'] / 60.0],\n", " [gdf_patients_outliers['mt_drip_ship'] / 60.0, gdf_patients_outliers['mt_mothership'] / 60.0],\n", " color='LimeGreen',\n", " )\n", " \n", " ax.legend()\n", " \n", " ax.set_xlabel('Time to IVT (hours)\\nif applicable')\n", " ax.set_ylabel('Time to MT (hours)\\nif applicable')\n", " ax.xaxis.set_major_locator(ticker.MultipleLocator(1))\n", " ax.xaxis.set_minor_locator(ticker.MultipleLocator(0.25))\n", " ax.yaxis.set_major_locator(ticker.MultipleLocator(1))\n", " ax.yaxis.set_minor_locator(ticker.MultipleLocator(0.25))\n", " \n", " plt.show()" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_matrix_with_outliers(['EX314JB'])" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_matrix_with_outliers(['SY231ER'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conclusion\n", "\n", "The outlier areas are usually where there is a short travel time to the nearest stroke unit and a considerably longer time to the MT centre. The time difference is typically over 90 minutes.\n", "\n", "The reason behind the worse outcomes is that the disbenefit from the increased time to IVT outweighs any additional benefit from decreasing time to MT." ] }, { "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": "3.9.16" }, "vscode": { "interpreter": { "hash": "a0926c079b4c466635c292471a3e821b7c06121d6fcbcec81aabb07ff30350cc" } } }, "nbformat": 4, "nbformat_minor": 4 }