From d4b1692cb2f14ce3fb4e1d2ca31eb26376567a72 Mon Sep 17 00:00:00 2001 From: Andrew Date: Thu, 15 Aug 2024 06:14:14 -0400 Subject: [PATCH 1/3] updates the mapping in part6 --- .../part6_solve_location_allocation.ipynb | 2000 ++++++++++------- 1 file changed, 1247 insertions(+), 753 deletions(-) diff --git a/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb b/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb index 7dd2491bac..a3958db50d 100644 --- a/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb +++ b/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb @@ -139,7 +139,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 31, "metadata": {}, "outputs": [], "source": [ @@ -147,6 +147,7 @@ "import arcgis.network as network\n", "from arcgis.features import FeatureLayer, Feature, FeatureSet, FeatureCollection, find_locations\n", "import pandas as pd\n", + "import numpy as np\n", "import time\n", "import datetime as dt" ] @@ -160,7 +161,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -192,7 +193,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "metadata": { "scrolled": true }, @@ -210,9 +211,9 @@ "
\n", " Pick_Pizza_Shops_San_Francisco\n", " \n", - "
Pick Pizza Shop locationFeature Layer Collection by api_data_owner\n", + "
Pick Pizza Shop location
Feature Layer Collection by api_data_owner\n", "
Last Modified: October 09, 2019\n", - "
0 comments, 29 views\n", + "
0 comments, 37 views\n", "
\n", " \n", " " @@ -242,7 +243,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -265,7 +266,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -296,7 +297,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -327,7 +328,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -358,7 +359,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -419,7 +420,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -456,14 +457,14 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "{'OBJECTID': 17, 'NAME': 'Existing Store', 'FacilityType': 1}\n" + "{'OBJECTID': 21, 'NAME': 'Existing Store', 'FacilityType': 1}\n" ] } ], @@ -476,16 +477,16 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "{'OBJECTID': 18, 'NAME': 'Competitor_1', 'FacilityType': 2}\n", - "{'OBJECTID': 19, 'NAME': 'Competitor_2', 'FacilityType': 2}\n", - "{'OBJECTID': 20, 'NAME': 'Competitor_3', 'FacilityType': 2}\n" + "{'OBJECTID': 22, 'NAME': 'Competitor_1', 'FacilityType': 2}\n", + "{'OBJECTID': 23, 'NAME': 'Competitor_2', 'FacilityType': 2}\n", + "{'OBJECTID': 24, 'NAME': 'Competitor_3', 'FacilityType': 2}\n" ] } ], @@ -498,7 +499,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 17, "metadata": {}, "outputs": [ { @@ -529,7 +530,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 18, "metadata": {}, "outputs": [ { @@ -552,10 +553,10 @@ "{'OBJECTID': 14, 'NAME': 'Store_17', 'FacilityType': 0}\n", "{'OBJECTID': 15, 'NAME': 'Store_18', 'FacilityType': 0}\n", "{'OBJECTID': 16, 'NAME': 'Store_19', 'FacilityType': 0}\n", - "{'OBJECTID': 17, 'NAME': 'Existing Store', 'FacilityType': 1}\n", - "{'OBJECTID': 18, 'NAME': 'Competitor_1', 'FacilityType': 2}\n", - "{'OBJECTID': 19, 'NAME': 'Competitor_2', 'FacilityType': 2}\n", - "{'OBJECTID': 20, 'NAME': 'Competitor_3', 'FacilityType': 2}\n" + "{'OBJECTID': 21, 'NAME': 'Existing Store', 'FacilityType': 1}\n", + "{'OBJECTID': 22, 'NAME': 'Competitor_1', 'FacilityType': 2}\n", + "{'OBJECTID': 23, 'NAME': 'Competitor_2', 'FacilityType': 2}\n", + "{'OBJECTID': 24, 'NAME': 'Competitor_3', 'FacilityType': 2}\n" ] } ], @@ -575,7 +576,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 19, "metadata": {}, "outputs": [], "source": [ @@ -631,7 +632,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 20, "metadata": {}, "outputs": [ { @@ -639,7 +640,8 @@ "output_type": "stream", "text": [ "Analysis succeeded? True\n", - "Wall time: 10.2 s\n" + "CPU times: total: 281 ms\n", + "Wall time: 8.24 s\n" ] } ], @@ -661,16 +663,16 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "ToolOutput(solve_succeeded=True, output_allocation_lines= 46 features, output_facilities= 16 features, output_demand_points= 208 features, output_network_analysis_layer=None, output_result_file=None, output_network_analysis_layer_package=None)" + "ToolOutput(solve_succeeded=True, output_allocation_lines= 32 features, output_facilities= 16 features, output_demand_points= 208 features, output_network_analysis_layer=None, output_result_file=None, output_network_analysis_layer_package=None, usage_cost={'numObjects': 32, 'credits': 3.2})" ] }, - "execution_count": 18, + "execution_count": 21, "metadata": {}, "output_type": "execute_result" } @@ -690,7 +692,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 22, "metadata": { "scrolled": true }, @@ -730,161 +732,161 @@ " 0\n", " Store_1\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 1\n", " Store_2\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 2\n", " Store_3\n", " 3\n", - " 1\n", - " 14\n", - " 4.468801\n", - " 11.468097\n", - " 47.655993\n", + " 1.0\n", + " 10\n", + " 2.996947\n", + " 7.68856\n", + " 35.015263\n", " \n", " \n", " 3\n", " Store_4\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 4\n", " Store_5\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 5\n", " Store_6\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 6\n", " Store_7\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 7\n", " Store_11\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 8\n", " Store_12\n", - " 0\n", - " 1\n", - " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 3\n", + " 1.0\n", + " 10\n", + " 3.311338\n", + " 9.295691\n", + " 33.443308\n", " \n", " \n", " 9\n", " Store_13\n", - " 3\n", - " 1\n", - " 12\n", - " 4.853628\n", - " 11.184590\n", - " 35.731858\n", + " 0\n", + " 1.0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 10\n", " Store_14\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 11\n", " Store_15\n", " 3\n", - " 1\n", - " 20\n", - " 6.516609\n", - " 17.346200\n", - " 67.416956\n", + " 1.0\n", + " 12\n", + " 3.722053\n", + " 9.894793\n", + " 41.389736\n", " \n", " \n", " 12\n", " Store_16\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 13\n", " Store_17\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 14\n", " Store_18\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 15\n", " Store_19\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", "\n", @@ -892,43 +894,43 @@ ], "text/plain": [ " Name FacilityType Weight DemandCount DemandWeight \\\n", - "0 Store_1 0 1 0 0.000000 \n", - "1 Store_2 0 1 0 0.000000 \n", - "2 Store_3 3 1 14 4.468801 \n", - "3 Store_4 0 1 0 0.000000 \n", - "4 Store_5 0 1 0 0.000000 \n", - "5 Store_6 0 1 0 0.000000 \n", - "6 Store_7 0 1 0 0.000000 \n", - "7 Store_11 0 1 0 0.000000 \n", - "8 Store_12 0 1 0 0.000000 \n", - "9 Store_13 3 1 12 4.853628 \n", - "10 Store_14 0 1 0 0.000000 \n", - "11 Store_15 3 1 20 6.516609 \n", - "12 Store_16 0 1 0 0.000000 \n", - "13 Store_17 0 1 0 0.000000 \n", - "14 Store_18 0 1 0 0.000000 \n", - "15 Store_19 0 1 0 0.000000 \n", + "0 Store_1 0 1.0 0 0.0 \n", + "1 Store_2 0 1.0 0 0.0 \n", + "2 Store_3 3 1.0 10 2.996947 \n", + "3 Store_4 0 1.0 0 0.0 \n", + "4 Store_5 0 1.0 0 0.0 \n", + "5 Store_6 0 1.0 0 0.0 \n", + "6 Store_7 0 1.0 0 0.0 \n", + "7 Store_11 0 1.0 0 0.0 \n", + "8 Store_12 3 1.0 10 3.311338 \n", + "9 Store_13 0 1.0 0 0.0 \n", + "10 Store_14 0 1.0 0 0.0 \n", + "11 Store_15 3 1.0 12 3.722053 \n", + "12 Store_16 0 1.0 0 0.0 \n", + "13 Store_17 0 1.0 0 0.0 \n", + "14 Store_18 0 1.0 0 0.0 \n", + "15 Store_19 0 1.0 0 0.0 \n", "\n", " TotalWeighted_Minutes Total_Minutes \n", - "0 0.000000 0.000000 \n", - "1 0.000000 0.000000 \n", - "2 11.468097 47.655993 \n", - "3 0.000000 0.000000 \n", - "4 0.000000 0.000000 \n", - "5 0.000000 0.000000 \n", - "6 0.000000 0.000000 \n", - "7 0.000000 0.000000 \n", - "8 0.000000 0.000000 \n", - "9 11.184590 35.731858 \n", - "10 0.000000 0.000000 \n", - "11 17.346200 67.416956 \n", - "12 0.000000 0.000000 \n", - "13 0.000000 0.000000 \n", - "14 0.000000 0.000000 \n", - "15 0.000000 0.000000 " + "0 0.0 0.0 \n", + "1 0.0 0.0 \n", + "2 7.68856 35.015263 \n", + "3 0.0 0.0 \n", + "4 0.0 0.0 \n", + "5 0.0 0.0 \n", + "6 0.0 0.0 \n", + "7 0.0 0.0 \n", + "8 9.295691 33.443308 \n", + "9 0.0 0.0 \n", + "10 0.0 0.0 \n", + "11 9.894793 41.389736 \n", + "12 0.0 0.0 \n", + "13 0.0 0.0 \n", + "14 0.0 0.0 \n", + "15 0.0 0.0 " ] }, - "execution_count": 19, + "execution_count": 22, "metadata": {}, "output_type": "execute_result" } @@ -961,11 +963,13 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 52, "metadata": {}, "outputs": [], "source": [ "# Import the ArcGIS API for Python\n", + "from arcgis.map.symbols import SimpleFillSymbolEsriSFS, SimpleLineSymbolEsriSLS, SimpleMarkerSymbolEsriSMS, PictureMarkerSymbolEsriPMS\n", + "from arcgis.map.renderers import SimpleRenderer\n", "from arcgis import *\n", "from IPython.display import display\n", "\n", @@ -1003,32 +1007,32 @@ "\n", " # 2. Define the map symbology\n", " # Allocation lines\n", - " allocation_line_symbol_1 = {'type': 'esriSLS', 'style': 'esriSLSSolid',\n", - " 'color': [255,255,255,153], 'width': 0.7}\n", - "\n", - " allocation_line_symbol_2 = {'type': 'esriSLS', 'style': 'esriSLSSolid',\n", - " 'color': [0,255,197,39], 'width': 3}\n", + " allocation_line_symbol_1 = SimpleLineSymbolEsriSLS(**{'type': 'esriSLS', 'style': 'esriSLSSolid',\n", + " 'color': [255,255,255,153], 'width': 0.7})\n", + " \n", + " allocation_line_symbol_2 = SimpleLineSymbolEsriSLS(**{'type': 'esriSLS', 'style': 'esriSLSSolid',\n", + " 'color': [0,255,197,39], 'width': 3})\n", "\n", - " allocation_line_symbol_3 = {'type': 'esriSLS', 'style': 'esriSLSSolid',\n", - " 'color': [0,197,255,39], 'width': 5}\n", + " allocation_line_symbol_3 = SimpleLineSymbolEsriSLS(**{'type': 'esriSLS', 'style': 'esriSLSSolid',\n", + " 'color': [0,197,255,39], 'width': 5})\n", " \n", - " allocation_line_symbol_4 = {'type': 'esriSLS', 'style': 'esriSLSSolid',\n", - " 'color': [0,92,230,39], 'width': 7}\n", + " allocation_line_symbol_4 = SimpleLineSymbolEsriSLS(**{'type': 'esriSLS', 'style': 'esriSLSSolid',\n", + " 'color': [0,92,230,39], 'width': 7})\n", " \n", " # Patient points within 90 minutes drive time to a proposed location.\n", - " allocated_demand_symbol = {'type' : 'esriPMS', 'url' : 'https://maps.esri.com/legends/Firefly/cool/1.png',\n", + " allocated_demand_symbol = PictureMarkerSymbolEsriPMS(**{'type' : 'esriPMS', 'url' : 'https://maps.esri.com/legends/Firefly/cool/1.png',\n", " 'contentType' : 'image/png', 'width' : 26, 'height' : 26,\n", - " 'angle' : 0, 'xoffset' : 0, 'yoffset' : 0}\n", + " 'angle' : 0, 'xoffset' : 0, 'yoffset' : 0})\n", "\n", " # Patient points outside of a 90 minutes drive time to a proposed location.\n", - " unallocated_demand_symbol = {'type' : 'esriPMS', 'url' : 'https://maps.esri.com/legends/Firefly/warm/1.png',\n", + " unallocated_demand_symbol = PictureMarkerSymbolEsriPMS(**{'type' : 'esriPMS', 'url' : 'https://maps.esri.com/legends/Firefly/warm/1.png',\n", " 'contentType' : 'image/png', 'width' : 19.5, 'height' : 19.5,\n", - " 'angle' : 0, 'xoffset' : 0, 'yoffset' : 0}\n", + " 'angle' : 0, 'xoffset' : 0, 'yoffset' : 0})\n", "\n", " # Selected facilities\n", - " selected_facilities_symbol = {\"angle\":0,\"xoffset\":0,\"yoffset\":0,\"type\":\"esriPMS\",\n", + " selected_facilities_symbol = PictureMarkerSymbolEsriPMS(**{\"angle\":0,\"xoffset\":0,\"yoffset\":0,\"type\":\"esriPMS\",\n", " \"url\":\"http://static.arcgis.com/images/Symbols/PeoplePlaces/Pizza.png\",\n", - " \"contentType\":\"image/png\",\"width\":13,\"height\":13}\n", + " \"contentType\":\"image/png\",\"width\":13,\"height\":13})\n", " \n", " # 3. Display the analysis results in the map\n", " \n", @@ -1036,34 +1040,36 @@ " m.zoom = zoom_level\n", " \n", " # Display the locations of pop within the specified drive time to the selected site(s).\n", - " m.draw(shape=demand_allocated_fset, symbol=allocated_demand_symbol)\n", - "\n", + " m.content.add(demand_allocated_fset, drawing_info={\"renderer\":SimpleRenderer(symbol=allocated_demand_symbol)})\n", " # Display the locations of pop outside the specified drive time to the selected site(s).\n", " if len(demand_not_allocated_df)>0:\n", - " m.draw(shape = demand_not_allocated_fset, symbol = unallocated_demand_symbol)\n", + " m.content.add(demand_not_allocated_fset, drawing_info={\"renderer\":SimpleRenderer(symbol=unallocated_demand_symbol)})\n", "\n", " # Display the chosen site.\n", - " m.draw(shape=facilities_chosen_fset, symbol=selected_facilities_symbol)\n", - " m.draw(shape=result.output_allocation_lines, symbol=allocation_line_symbol_2)\n", - " m.draw(shape=result.output_allocation_lines, symbol=allocation_line_symbol_1)" + " m.content.add(facilities_chosen_fset, drawing_info={\"renderer\":SimpleRenderer(symbol=selected_facilities_symbol)})\n", + " m.content.add(result.output_allocation_lines, drawing_info={\"renderer\":SimpleRenderer(symbol=allocation_line_symbol_2)})\n", + " m.content.add(result.output_allocation_lines, drawing_info={\"renderer\":SimpleRenderer(symbol=allocation_line_symbol_1)})" ] }, { "cell_type": "code", - "execution_count": 79, + "execution_count": 53, "metadata": {}, "outputs": [ { "data": { - "text/html": [ - "" - ], + "application/vnd.jupyter.widget-view+json": { + "model_id": "fc1a68d1f42f43c6b5788f1e23b98e05", + "version_major": 2, + "version_minor": 1 + }, "text/plain": [ - "" + "Map(center=[4548404.498098655, -13627750.041010315], extent={'xmin': -13660589.290794332, 'ymin': 4506937.6933…" ] }, + "execution_count": 53, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ @@ -1071,15 +1077,488 @@ "\n", "# Create a map of SF, California.\n", "map1 = my_gis.map('San Francisco, CA')\n", - "map1.basemap = 'dark-gray'\n", + "map1.basemap.basemap = 'dark-gray-vector'\n", "map1" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 56, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Program Files\\ArcGIS\\Pro\\bin\\Python\\envs\\arcgis-24_2\\Lib\\site-packages\\arcgis\\features\\geo\\_accessor.py:1527: 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._data[col] = array\n" + ] + }, + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
ObjectIDNameWeightAllocatedWeightGroupNameImpedanceTransformationImpedanceParameterSourceIDSourceOIDPosAlong...HSE_UNITSBUS_COUNTDemandOIDFacilityOIDFacilityIDCutoffBearingBearingTolNavLatencySHAPE
3536060750477.021.00.19577<NA><NA><NA>1114085260.291317...1601493633<NA><NA><NA><NA>{\"x\": -122.48357590699999, \"y\": 37.77445189500...
3637060750477.011.00.011948<NA><NA><NA>1114086330.418741...19351003733<NA><NA><NA><NA>{\"x\": -122.48398635799998, \"y\": 37.77829421900...
6667060750260.041.00.696145<NA><NA><NA>1114006020.40059...1098656799<NA><NA><NA><NA>{\"x\": -122.43574030599996, \"y\": 37.71795986900...
6869060750263.021.00.245228<NA><NA><NA>1114005850.64016...1298336999<NA><NA><NA><NA>{\"x\": -122.43176422999994, \"y\": 37.71073987600...
6970060750263.031.00.046211<NA><NA><NA>1114002010.62727...1217537099<NA><NA><NA><NA>{\"x\": -122.44400818499997, \"y\": 37.70974283000...
\n", + "

5 rows × 32 columns

\n", + "
" + ], + "text/plain": [ + " ObjectID Name Weight AllocatedWeight GroupName \\\n", + "35 36 060750477.02 1.0 0.19577 \n", + "36 37 060750477.01 1.0 0.011948 \n", + "66 67 060750260.04 1.0 0.696145 \n", + "68 69 060750263.02 1.0 0.245228 \n", + "69 70 060750263.03 1.0 0.046211 \n", + "\n", + " ImpedanceTransformation ImpedanceParameter SourceID SourceOID \\\n", + "35 1 11408526 \n", + "36 1 11408633 \n", + "66 1 11400602 \n", + "68 1 11400585 \n", + "69 1 11400201 \n", + "\n", + " PosAlong ... HSE_UNITS BUS_COUNT DemandOID FacilityOID FacilityID \\\n", + "35 0.291317 ... 1601 49 36 3 3 \n", + "36 0.418741 ... 1935 100 37 3 3 \n", + "66 0.40059 ... 1098 65 67 9 9 \n", + "68 0.64016 ... 1298 33 69 9 9 \n", + "69 0.62727 ... 1217 53 70 9 9 \n", + "\n", + " Cutoff Bearing BearingTol NavLatency \\\n", + "35 \n", + "36 \n", + "66 \n", + "68 \n", + "69 \n", + "\n", + " SHAPE \n", + "35 {\"x\": -122.48357590699999, \"y\": 37.77445189500... \n", + "36 {\"x\": -122.48398635799998, \"y\": 37.77829421900... \n", + "66 {\"x\": -122.43574030599996, \"y\": 37.71795986900... \n", + "68 {\"x\": -122.43176422999994, \"y\": 37.71073987600... \n", + "69 {\"x\": -122.44400818499997, \"y\": 37.70974283000... \n", + "\n", + "[5 rows x 32 columns]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\andr5624\\AppData\\Local\\Temp\\ipykernel_6592\\3758157633.py:27: 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", + " demand_not_allocated_df['AllocatedWeight'] = demand_not_allocated_df['AllocatedWeight'].replace(np.nan, 0)\n", + "C:\\Users\\andr5624\\AppData\\Local\\Temp\\ipykernel_6592\\3758157633.py:28: 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", + " demand_not_allocated_df['FacilityOID'] = demand_not_allocated_df['FacilityOID'].replace(np.nan, 0)\n" + ] + }, + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
ObjectIDNameWeightAllocatedWeightGroupNameImpedanceTransformationImpedanceParameterSourceIDSourceOIDPosAlong...HSE_UNITSBUS_COUNTDemandOIDFacilityOIDFacilityIDCutoffBearingBearingTolNavLatencySHAPE
01060816029.001.00.0<NA><NA><NA>1113445710.0...171511210<NA><NA><NA><NA><NA>{\"x\": -122.48865310099995, \"y\": 37.65080723100...
12060816028.001.00.0<NA><NA><NA>1113859400.339488...15065920<NA><NA><NA><NA><NA>{\"x\": -122.48354988899996, \"y\": 37.65999776700...
23060816017.001.00.0<NA><NA><NA>1113882190.618546...13135530<NA><NA><NA><NA><NA>{\"x\": -122.45648442999999, \"y\": 37.66327196200...
34060816019.001.00.0<NA><NA><NA>1113925620.853784...333011840<NA><NA><NA><NA><NA>{\"x\": -122.43424735199994, \"y\": 37.66238451900...
45060816025.001.00.0<NA><NA><NA>1113452530.397656...14674450<NA><NA><NA><NA><NA>{\"x\": -122.45118705799996, \"y\": 37.64021943800...
\n", + "

5 rows × 32 columns

\n", + "
" + ], + "text/plain": [ + " ObjectID Name Weight AllocatedWeight GroupName \\\n", + "0 1 060816029.00 1.0 0.0 \n", + "1 2 060816028.00 1.0 0.0 \n", + "2 3 060816017.00 1.0 0.0 \n", + "3 4 060816019.00 1.0 0.0 \n", + "4 5 060816025.00 1.0 0.0 \n", + "\n", + " ImpedanceTransformation ImpedanceParameter SourceID SourceOID PosAlong \\\n", + "0 1 11344571 0.0 \n", + "1 1 11385940 0.339488 \n", + "2 1 11388219 0.618546 \n", + "3 1 11392562 0.853784 \n", + "4 1 11345253 0.397656 \n", + "\n", + " ... HSE_UNITS BUS_COUNT DemandOID FacilityOID FacilityID Cutoff \\\n", + "0 ... 1715 112 1 0 \n", + "1 ... 1506 59 2 0 \n", + "2 ... 1313 55 3 0 \n", + "3 ... 3330 118 4 0 \n", + "4 ... 1467 44 5 0 \n", + "\n", + " Bearing BearingTol NavLatency \\\n", + "0 \n", + "1 \n", + "2 \n", + "3 \n", + "4 \n", + "\n", + " SHAPE \n", + "0 {\"x\": -122.48865310099995, \"y\": 37.65080723100... \n", + "1 {\"x\": -122.48354988899996, \"y\": 37.65999776700... \n", + "2 {\"x\": -122.45648442999999, \"y\": 37.66327196200... \n", + "3 {\"x\": -122.43424735199994, \"y\": 37.66238451900... \n", + "4 {\"x\": -122.45118705799996, \"y\": 37.64021943800... \n", + "\n", + "[5 rows x 32 columns]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Program Files\\ArcGIS\\Pro\\bin\\Python\\envs\\arcgis-24_2\\Lib\\site-packages\\arcgis\\features\\geo\\_accessor.py:1527: 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._data[col] = array\n", + "C:\\Program Files\\ArcGIS\\Pro\\bin\\Python\\envs\\arcgis-24_2\\Lib\\site-packages\\arcgis\\features\\geo\\_accessor.py:1527: 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._data[col] = array\n" + ] + } + ], "source": [ "# Call custom function defined earlier in this notebook to \n", "# display the analysis results in the map.\n", @@ -1154,16 +1633,9 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 57, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "WARNING 030194: Data values longer than 500 characters for field [Facilities:Name] are truncated.\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -1190,7 +1662,7 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 58, "metadata": { "scrolled": true }, @@ -1230,201 +1702,201 @@ " 0\n", " Store_1\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 1\n", " Store_2\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 2\n", " Store_3\n", " 3\n", - " 1\n", - " 14\n", - " 12.148909\n", - " 39.862660\n", - " 47.655993\n", + " 1.0\n", + " 10\n", + " 9.545973\n", + " 32.996146\n", + " 35.015263\n", " \n", " \n", " 3\n", " Store_4\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 4\n", " Store_5\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 5\n", " Store_6\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 6\n", " Store_7\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 7\n", " Store_11\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 8\n", " Store_12\n", - " 0\n", - " 1\n", - " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 3\n", + " 1.0\n", + " 10\n", + " 10.0\n", + " 33.443308\n", + " 33.443308\n", " \n", " \n", " 9\n", " Store_13\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 10\n", " Store_14\n", " 3\n", - " 1\n", - " 16\n", - " 16.000000\n", - " 56.326005\n", - " 56.326005\n", + " 1.0\n", + " 11\n", + " 11.0\n", + " 42.588926\n", + " 42.588926\n", " \n", " \n", " 11\n", " Store_15\n", - " 3\n", - " 1\n", - " 21\n", - " 11.375359\n", - " 35.479434\n", - " 72.347427\n", + " 0\n", + " 1.0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 12\n", " Store_16\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 13\n", " Store_17\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 14\n", " Store_18\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 15\n", " Store_19\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 16\n", " Existing Store\n", " 1\n", - " 1\n", - " 3\n", - " 2.622989\n", - " 10.253043\n", - " 11.537555\n", + " 1.0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 17\n", " Competitor_1\n", " 2\n", - " 1\n", - " 19\n", - " 17.209426\n", - " 54.325402\n", - " 62.183695\n", + " 1.0\n", + " 11\n", + " 11.0\n", + " 37.578648\n", + " 37.578648\n", " \n", " \n", " 18\n", " Competitor_2\n", " 2\n", - " 1\n", - " 16\n", - " 12.063109\n", - " 37.760813\n", - " 52.859307\n", + " 1.0\n", + " 13\n", + " 11.974326\n", + " 41.067938\n", + " 46.032439\n", " \n", " \n", " 19\n", " Competitor_3\n", " 2\n", - " 1\n", - " 17\n", - " 10.580208\n", - " 32.849784\n", - " 56.760605\n", + " 1.0\n", + " 14\n", + " 13.479701\n", + " 44.764307\n", + " 47.364594\n", " \n", " \n", "\n", @@ -1432,51 +1904,51 @@ ], "text/plain": [ " Name FacilityType Weight DemandCount DemandWeight \\\n", - "0 Store_1 0 1 0 0.000000 \n", - "1 Store_2 0 1 0 0.000000 \n", - "2 Store_3 3 1 14 12.148909 \n", - "3 Store_4 0 1 0 0.000000 \n", - "4 Store_5 0 1 0 0.000000 \n", - "5 Store_6 0 1 0 0.000000 \n", - "6 Store_7 0 1 0 0.000000 \n", - "7 Store_11 0 1 0 0.000000 \n", - "8 Store_12 0 1 0 0.000000 \n", - "9 Store_13 0 1 0 0.000000 \n", - "10 Store_14 3 1 16 16.000000 \n", - "11 Store_15 3 1 21 11.375359 \n", - "12 Store_16 0 1 0 0.000000 \n", - "13 Store_17 0 1 0 0.000000 \n", - "14 Store_18 0 1 0 0.000000 \n", - "15 Store_19 0 1 0 0.000000 \n", - "16 Existing Store 1 1 3 2.622989 \n", - "17 Competitor_1 2 1 19 17.209426 \n", - "18 Competitor_2 2 1 16 12.063109 \n", - "19 Competitor_3 2 1 17 10.580208 \n", + "0 Store_1 0 1.0 0 0.0 \n", + "1 Store_2 0 1.0 0 0.0 \n", + "2 Store_3 3 1.0 10 9.545973 \n", + "3 Store_4 0 1.0 0 0.0 \n", + "4 Store_5 0 1.0 0 0.0 \n", + "5 Store_6 0 1.0 0 0.0 \n", + "6 Store_7 0 1.0 0 0.0 \n", + "7 Store_11 0 1.0 0 0.0 \n", + "8 Store_12 3 1.0 10 10.0 \n", + "9 Store_13 0 1.0 0 0.0 \n", + "10 Store_14 3 1.0 11 11.0 \n", + "11 Store_15 0 1.0 0 0.0 \n", + "12 Store_16 0 1.0 0 0.0 \n", + "13 Store_17 0 1.0 0 0.0 \n", + "14 Store_18 0 1.0 0 0.0 \n", + "15 Store_19 0 1.0 0 0.0 \n", + "16 Existing Store 1 1.0 0 0.0 \n", + "17 Competitor_1 2 1.0 11 11.0 \n", + "18 Competitor_2 2 1.0 13 11.974326 \n", + "19 Competitor_3 2 1.0 14 13.479701 \n", "\n", " TotalWeighted_Minutes Total_Minutes \n", - "0 0.000000 0.000000 \n", - "1 0.000000 0.000000 \n", - "2 39.862660 47.655993 \n", - "3 0.000000 0.000000 \n", - "4 0.000000 0.000000 \n", - "5 0.000000 0.000000 \n", - "6 0.000000 0.000000 \n", - "7 0.000000 0.000000 \n", - "8 0.000000 0.000000 \n", - "9 0.000000 0.000000 \n", - "10 56.326005 56.326005 \n", - "11 35.479434 72.347427 \n", - "12 0.000000 0.000000 \n", - "13 0.000000 0.000000 \n", - "14 0.000000 0.000000 \n", - "15 0.000000 0.000000 \n", - "16 10.253043 11.537555 \n", - "17 54.325402 62.183695 \n", - "18 37.760813 52.859307 \n", - "19 32.849784 56.760605 " + "0 0.0 0.0 \n", + "1 0.0 0.0 \n", + "2 32.996146 35.015263 \n", + "3 0.0 0.0 \n", + "4 0.0 0.0 \n", + "5 0.0 0.0 \n", + "6 0.0 0.0 \n", + "7 0.0 0.0 \n", + "8 33.443308 33.443308 \n", + "9 0.0 0.0 \n", + "10 42.588926 42.588926 \n", + "11 0.0 0.0 \n", + "12 0.0 0.0 \n", + "13 0.0 0.0 \n", + "14 0.0 0.0 \n", + "15 0.0 0.0 \n", + "16 0.0 0.0 \n", + "17 37.578648 37.578648 \n", + "18 41.067938 46.032439 \n", + "19 44.764307 47.364594 " ] }, - "execution_count": 34, + "execution_count": 58, "metadata": {}, "output_type": "execute_result" } @@ -1521,7 +1993,7 @@ "\n", "# Create a map of SF, California.\n", "map1b = my_gis.map('San Francisco, CA')\n", - "map1b.basemap = 'dark-gray'\n", + "map1.basemap.basemap = 'dark-gray-vector'\n", "map1b" ] }, @@ -1594,16 +2066,14 @@ }, { "cell_type": "code", - "execution_count": 40, + "execution_count": 59, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "WARNING 030194: Data values longer than 500 characters for field [Facilities:Name] are truncated.\n", - "Unable to obtain the requested market share of 100 percent.\n", - "Market share attained: 55.152410301244 percent.\n" + "WARNING 030194: Data values longer than 500 characters for field [Facilities:Name] are truncated.\n" ] }, { @@ -1629,7 +2099,7 @@ }, { "cell_type": "code", - "execution_count": 41, + "execution_count": 60, "metadata": {}, "outputs": [ { @@ -1666,180 +2136,180 @@ " 0\n", " Store_1\n", " 3\n", - " 1\n", - " 8\n", - " 6.307213\n", + " 1.0\n", + " 5\n", + " 4.456768\n", " {\"x\": -122.51001818199995, \"y\": 37.77236363700...\n", " \n", " \n", " 1\n", " Store_2\n", " 3\n", - " 1\n", - " 9\n", - " 6.279457\n", + " 1.0\n", + " 8\n", + " 6.441416\n", " {\"x\": -122.48887272699994, \"y\": 37.75376363600...\n", " \n", " \n", " 2\n", " Store_3\n", " 3\n", - " 1\n", - " 14\n", - " 11.736065\n", + " 1.0\n", + " 10\n", + " 9.066267\n", " {\"x\": -122.46492727299994, \"y\": 37.77472727300...\n", " \n", " \n", " 3\n", " Store_4\n", " 3\n", - " 1\n", - " 10\n", - " 6.537595\n", + " 1.0\n", + " 7\n", + " 5.085374\n", " {\"x\": -122.47394545399999, \"y\": 37.74316363600...\n", " \n", " \n", " 4\n", " Store_5\n", " 3\n", - " 1\n", - " 8\n", - " 5.351509\n", + " 1.0\n", + " 6\n", + " 5.478334\n", " {\"x\": -122.44929090899996, \"y\": 37.73154545500...\n", " \n", " \n", " 5\n", " Store_6\n", " 3\n", - " 1\n", + " 1.0\n", " 3\n", - " 3.000000\n", + " 3.0\n", " {\"x\": -122.49174545399995, \"y\": 37.64930909100...\n", " \n", " \n", " 6\n", " Store_7\n", " 3\n", - " 1\n", - " 7\n", - " 7.000000\n", + " 1.0\n", + " 5\n", + " 5.0\n", " {\"x\": -122.48318181799999, \"y\": 37.70110909100...\n", " \n", " \n", " 7\n", " Store_11\n", " 3\n", - " 1\n", + " 1.0\n", " 6\n", - " 6.000000\n", + " 6.0\n", " {\"x\": -122.43378181799994, \"y\": 37.65536363600...\n", " \n", " \n", " 8\n", " Store_12\n", " 3\n", - " 1\n", - " 12\n", - " 11.400418\n", + " 1.0\n", + " 10\n", + " 9.521666\n", " {\"x\": -122.43898181799995, \"y\": 37.71923636400...\n", " \n", " \n", " 9\n", " Store_13\n", " 3\n", - " 1\n", - " 12\n", - " 8.942410\n", + " 1.0\n", + " 10\n", + " 7.867271\n", " {\"x\": -122.44021818099998, \"y\": 37.74538181800...\n", " \n", " \n", " 10\n", " Store_14\n", " 3\n", - " 1\n", - " 16\n", - " 11.538479\n", + " 1.0\n", + " 11\n", + " 9.605939\n", " {\"x\": -122.421636364, \"y\": 37.74296363700006, ...\n", " \n", " \n", " 11\n", " Store_15\n", " 3\n", - " 1\n", - " 21\n", - " 10.947335\n", + " 1.0\n", + " 12\n", + " 7.05766\n", " {\"x\": -122.43098181799996, \"y\": 37.78296363700...\n", " \n", " \n", " 12\n", " Store_16\n", " 3\n", - " 1\n", - " 11\n", - " 6.060129\n", + " 1.0\n", + " 10\n", + " 6.472313\n", " {\"x\": -122.42687272699999, \"y\": 37.76929090900...\n", " \n", " \n", " 13\n", " Store_17\n", " 3\n", - " 1\n", - " 8\n", - " 3.945429\n", + " 1.0\n", + " 6\n", + " 3.852435\n", " {\"x\": -122.43234545499996, \"y\": 37.80521818200...\n", " \n", " \n", " 14\n", " Store_18\n", " 3\n", - " 1\n", - " 12\n", - " 4.402119\n", + " 1.0\n", + " 9\n", + " 4.724183\n", " {\"x\": -122.41281818199997, \"y\": 37.80574545500...\n", " \n", " \n", " 15\n", " Store_19\n", " 3\n", - " 1\n", - " 9\n", - " 3.557941\n", + " 1.0\n", + " 7\n", + " 4.628508\n", " {\"x\": -122.39890909099995, \"y\": 37.79707272800...\n", " \n", " \n", " 16\n", " Existing Store\n", " 1\n", - " 1\n", - " 3\n", - " 1.710915\n", + " 1.0\n", + " 0\n", + " 0.0\n", " {\"x\": -122.39431795899998, \"y\": 37.79674801900...\n", " \n", " \n", " 17\n", " Competitor_1\n", " 2\n", - " 1\n", - " 19\n", - " 9.648551\n", + " 1.0\n", + " 11\n", + " 7.894807\n", " {\"x\": -122.40921699299997, \"y\": 37.79576199200...\n", " \n", " \n", " 18\n", " Competitor_2\n", " 2\n", - " 1\n", - " 16\n", - " 8.428084\n", + " 1.0\n", + " 13\n", + " 9.048005\n", " {\"x\": -122.436438039, \"y\": 37.76927424200005, ...\n", " \n", " \n", " 19\n", " Competitor_3\n", " 2\n", - " 1\n", - " 17\n", - " 8.206352\n", + " 1.0\n", + " 14\n", + " 9.799055\n", " {\"x\": -122.44080450799999, \"y\": 37.79101207000...\n", " \n", " \n", @@ -1848,26 +2318,26 @@ ], "text/plain": [ " Name FacilityType Weight DemandCount DemandWeight \\\n", - "0 Store_1 3 1 8 6.307213 \n", - "1 Store_2 3 1 9 6.279457 \n", - "2 Store_3 3 1 14 11.736065 \n", - "3 Store_4 3 1 10 6.537595 \n", - "4 Store_5 3 1 8 5.351509 \n", - "5 Store_6 3 1 3 3.000000 \n", - "6 Store_7 3 1 7 7.000000 \n", - "7 Store_11 3 1 6 6.000000 \n", - "8 Store_12 3 1 12 11.400418 \n", - "9 Store_13 3 1 12 8.942410 \n", - "10 Store_14 3 1 16 11.538479 \n", - "11 Store_15 3 1 21 10.947335 \n", - "12 Store_16 3 1 11 6.060129 \n", - "13 Store_17 3 1 8 3.945429 \n", - "14 Store_18 3 1 12 4.402119 \n", - "15 Store_19 3 1 9 3.557941 \n", - "16 Existing Store 1 1 3 1.710915 \n", - "17 Competitor_1 2 1 19 9.648551 \n", - "18 Competitor_2 2 1 16 8.428084 \n", - "19 Competitor_3 2 1 17 8.206352 \n", + "0 Store_1 3 1.0 5 4.456768 \n", + "1 Store_2 3 1.0 8 6.441416 \n", + "2 Store_3 3 1.0 10 9.066267 \n", + "3 Store_4 3 1.0 7 5.085374 \n", + "4 Store_5 3 1.0 6 5.478334 \n", + "5 Store_6 3 1.0 3 3.0 \n", + "6 Store_7 3 1.0 5 5.0 \n", + "7 Store_11 3 1.0 6 6.0 \n", + "8 Store_12 3 1.0 10 9.521666 \n", + "9 Store_13 3 1.0 10 7.867271 \n", + "10 Store_14 3 1.0 11 9.605939 \n", + "11 Store_15 3 1.0 12 7.05766 \n", + "12 Store_16 3 1.0 10 6.472313 \n", + "13 Store_17 3 1.0 6 3.852435 \n", + "14 Store_18 3 1.0 9 4.724183 \n", + "15 Store_19 3 1.0 7 4.628508 \n", + "16 Existing Store 1 1.0 0 0.0 \n", + "17 Competitor_1 2 1.0 11 7.894807 \n", + "18 Competitor_2 2 1.0 13 9.048005 \n", + "19 Competitor_3 2 1.0 14 9.799055 \n", "\n", " SHAPE \n", "0 {\"x\": -122.51001818199995, \"y\": 37.77236363700... \n", @@ -1892,7 +2362,7 @@ "19 {\"x\": -122.44080450799999, \"y\": 37.79101207000... " ] }, - "execution_count": 41, + "execution_count": 60, "metadata": {}, "output_type": "execute_result" } @@ -1915,9 +2385,16 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": 63, "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING 030194: Data values longer than 500 characters for field [Facilities:Name] are truncated.\n" + ] + }, { "name": "stdout", "output_type": "stream", @@ -1941,16 +2418,16 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": 71, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "ToolOutput(solve_succeeded=True, output_allocation_lines= 135 features, output_facilities= 20 features, output_demand_points= 208 features, output_network_analysis_layer=None, output_result_file=None, output_network_analysis_layer_package=None)" + "ToolOutput(solve_succeeded=True, output_allocation_lines= 124 features, output_facilities= 20 features, output_demand_points= 208 features, output_network_analysis_layer=None, output_result_file=None, output_network_analysis_layer_package=None, usage_cost={'numObjects': 101, 'credits': 10.100000000000001})" ] }, - "execution_count": 43, + "execution_count": 71, "metadata": {}, "output_type": "execute_result" } @@ -1961,7 +2438,7 @@ }, { "cell_type": "code", - "execution_count": 44, + "execution_count": 72, "metadata": { "scrolled": true }, @@ -2001,201 +2478,201 @@ " 0\n", " Store_1\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 1\n", " Store_2\n", - " 0\n", - " 1\n", - " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 3\n", + " 1.0\n", + " 8\n", + " 8.0\n", + " 26.328364\n", + " 26.328364\n", " \n", " \n", " 2\n", " Store_3\n", " 3\n", - " 1\n", - " 14\n", - " 12.191366\n", - " 40.143722\n", - " 47.655993\n", + " 1.0\n", + " 10\n", + " 9.523035\n", + " 32.89414\n", + " 35.015263\n", " \n", " \n", " 3\n", " Store_4\n", - " 3\n", - " 1\n", - " 10\n", - " 10.000000\n", - " 35.582906\n", - " 35.582906\n", + " 0\n", + " 1.0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 4\n", " Store_5\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 5\n", " Store_6\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 6\n", " Store_7\n", - " 3\n", - " 1\n", - " 7\n", - " 7.000000\n", - " 21.496202\n", - " 21.496202\n", + " 0\n", + " 1.0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 7\n", " Store_11\n", - " 0\n", - " 1\n", - " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 3\n", + " 1.0\n", + " 6\n", + " 6.0\n", + " 24.078302\n", + " 24.078302\n", " \n", " \n", " 8\n", " Store_12\n", " 3\n", - " 1\n", - " 12\n", - " 11.587303\n", - " 36.987905\n", - " 38.224502\n", + " 1.0\n", + " 10\n", + " 10.0\n", + " 33.443308\n", + " 33.443308\n", " \n", " \n", " 9\n", " Store_13\n", - " 0\n", - " 1\n", - " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 3\n", + " 1.0\n", + " 10\n", + " 8.394061\n", + " 28.728258\n", + " 35.541629\n", " \n", " \n", " 10\n", " Store_14\n", " 3\n", - " 1\n", - " 16\n", - " 15.412697\n", - " 53.821674\n", - " 56.326005\n", + " 1.0\n", + " 11\n", + " 9.605939\n", + " 37.175204\n", + " 42.588926\n", " \n", " \n", " 11\n", " Store_15\n", " 3\n", - " 1\n", - " 21\n", - " 11.572807\n", - " 37.274340\n", - " 72.347427\n", + " 1.0\n", + " 12\n", + " 7.05766\n", + " 21.834326\n", + " 41.389736\n", " \n", " \n", " 12\n", " Store_16\n", - " 0\n", - " 1\n", - " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 3\n", + " 1.0\n", + " 10\n", + " 6.472313\n", + " 23.374418\n", + " 37.81182\n", " \n", " \n", " 13\n", " Store_17\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 14\n", " Store_18\n", - " 0\n", - " 1\n", - " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 3\n", + " 1.0\n", + " 9\n", + " 6.812792\n", + " 22.74358\n", + " 31.571507\n", " \n", " \n", " 15\n", " Store_19\n", " 0\n", - " 1\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 16\n", " Existing Store\n", " 1\n", - " 1\n", - " 3\n", - " 2.562454\n", - " 10.046794\n", - " 11.537555\n", + " 1.0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 17\n", " Competitor_1\n", " 2\n", - " 1\n", - " 19\n", - " 17.270284\n", - " 54.595443\n", - " 62.183695\n", + " 1.0\n", + " 11\n", + " 9.187208\n", + " 31.244155\n", + " 37.578648\n", " \n", " \n", " 18\n", " Competitor_2\n", " 2\n", - " 1\n", - " 16\n", - " 11.857447\n", - " 37.406366\n", - " 52.859307\n", + " 1.0\n", + " 13\n", + " 9.048005\n", + " 30.780985\n", + " 46.032439\n", " \n", " \n", " 19\n", " Competitor_3\n", " 2\n", - " 1\n", - " 17\n", - " 10.545641\n", - " 33.672259\n", - " 56.760605\n", + " 1.0\n", + " 14\n", + " 10.898987\n", + " 35.298467\n", + " 47.364594\n", " \n", " \n", "\n", @@ -2203,51 +2680,51 @@ ], "text/plain": [ " Name FacilityType Weight DemandCount DemandWeight \\\n", - "0 Store_1 0 1 0 0.000000 \n", - "1 Store_2 0 1 0 0.000000 \n", - "2 Store_3 3 1 14 12.191366 \n", - "3 Store_4 3 1 10 10.000000 \n", - "4 Store_5 0 1 0 0.000000 \n", - "5 Store_6 0 1 0 0.000000 \n", - "6 Store_7 3 1 7 7.000000 \n", - "7 Store_11 0 1 0 0.000000 \n", - "8 Store_12 3 1 12 11.587303 \n", - "9 Store_13 0 1 0 0.000000 \n", - "10 Store_14 3 1 16 15.412697 \n", - "11 Store_15 3 1 21 11.572807 \n", - "12 Store_16 0 1 0 0.000000 \n", - "13 Store_17 0 1 0 0.000000 \n", - "14 Store_18 0 1 0 0.000000 \n", - "15 Store_19 0 1 0 0.000000 \n", - "16 Existing Store 1 1 3 2.562454 \n", - "17 Competitor_1 2 1 19 17.270284 \n", - "18 Competitor_2 2 1 16 11.857447 \n", - "19 Competitor_3 2 1 17 10.545641 \n", + "0 Store_1 0 1.0 0 0.0 \n", + "1 Store_2 3 1.0 8 8.0 \n", + "2 Store_3 3 1.0 10 9.523035 \n", + "3 Store_4 0 1.0 0 0.0 \n", + "4 Store_5 0 1.0 0 0.0 \n", + "5 Store_6 0 1.0 0 0.0 \n", + "6 Store_7 0 1.0 0 0.0 \n", + "7 Store_11 3 1.0 6 6.0 \n", + "8 Store_12 3 1.0 10 10.0 \n", + "9 Store_13 3 1.0 10 8.394061 \n", + "10 Store_14 3 1.0 11 9.605939 \n", + "11 Store_15 3 1.0 12 7.05766 \n", + "12 Store_16 3 1.0 10 6.472313 \n", + "13 Store_17 0 1.0 0 0.0 \n", + "14 Store_18 3 1.0 9 6.812792 \n", + "15 Store_19 0 1.0 0 0.0 \n", + "16 Existing Store 1 1.0 0 0.0 \n", + "17 Competitor_1 2 1.0 11 9.187208 \n", + "18 Competitor_2 2 1.0 13 9.048005 \n", + "19 Competitor_3 2 1.0 14 10.898987 \n", "\n", " TotalWeighted_Minutes Total_Minutes \n", - "0 0.000000 0.000000 \n", - "1 0.000000 0.000000 \n", - "2 40.143722 47.655993 \n", - "3 35.582906 35.582906 \n", - "4 0.000000 0.000000 \n", - "5 0.000000 0.000000 \n", - "6 21.496202 21.496202 \n", - "7 0.000000 0.000000 \n", - "8 36.987905 38.224502 \n", - "9 0.000000 0.000000 \n", - "10 53.821674 56.326005 \n", - "11 37.274340 72.347427 \n", - "12 0.000000 0.000000 \n", - "13 0.000000 0.000000 \n", - "14 0.000000 0.000000 \n", - "15 0.000000 0.000000 \n", - "16 10.046794 11.537555 \n", - "17 54.595443 62.183695 \n", - "18 37.406366 52.859307 \n", - "19 33.672259 56.760605 " + "0 0.0 0.0 \n", + "1 26.328364 26.328364 \n", + "2 32.89414 35.015263 \n", + "3 0.0 0.0 \n", + "4 0.0 0.0 \n", + "5 0.0 0.0 \n", + "6 0.0 0.0 \n", + "7 24.078302 24.078302 \n", + "8 33.443308 33.443308 \n", + "9 28.728258 35.541629 \n", + "10 37.175204 42.588926 \n", + "11 21.834326 41.389736 \n", + "12 23.374418 37.81182 \n", + "13 0.0 0.0 \n", + "14 22.74358 31.571507 \n", + "15 0.0 0.0 \n", + "16 0.0 0.0 \n", + "17 31.244155 37.578648 \n", + "18 30.780985 46.032439 \n", + "19 35.298467 47.364594 " ] }, - "execution_count": 44, + "execution_count": 72, "metadata": {}, "output_type": "execute_result" } @@ -2289,7 +2766,7 @@ "\n", "# Create a map of Visalia, California.\n", "map2 = my_gis.map('San Francisco, CA')\n", - "map2.basemap = 'dark-gray'\n", + "map2.basemap.basemap = 'dark-gray-vector'\n", "map2" ] }, @@ -2368,7 +2845,7 @@ }, { "cell_type": "code", - "execution_count": 48, + "execution_count": 73, "metadata": {}, "outputs": [], "source": [ @@ -2377,7 +2854,7 @@ }, { "cell_type": "code", - "execution_count": 49, + "execution_count": 74, "metadata": { "scrolled": true }, @@ -2408,7 +2885,7 @@ }, { "cell_type": "code", - "execution_count": 50, + "execution_count": 75, "metadata": {}, "outputs": [ { @@ -2430,10 +2907,8 @@ }, { "cell_type": "code", - "execution_count": 58, - "metadata": { - "scrolled": true - }, + "execution_count": 76, + "metadata": {}, "outputs": [ { "name": "stdout", @@ -2449,7 +2924,7 @@ }, { "cell_type": "code", - "execution_count": 61, + "execution_count": 77, "metadata": { "scrolled": true }, @@ -2489,161 +2964,161 @@ " 0\n", " Store_1\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 1\n", " Store_2\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 2\n", " Store_3\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 3\n", " Store_4\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 4\n", " Store_5\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 5\n", " Store_6\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 6\n", " Store_7\n", " 3\n", - " 1\n", + " 1.0\n", " 50\n", - " 50\n", - " 262.744533\n", - " 262.744533\n", + " 50.0\n", + " 259.150791\n", + " 259.150791\n", " \n", " \n", " 7\n", " Store_11\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 8\n", " Store_12\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 9\n", " Store_13\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 10\n", " Store_14\n", " 3\n", - " 1\n", - " 70\n", - " 70\n", - " 227.969438\n", - " 227.969438\n", + " 1.0\n", + " 73\n", + " 73.0\n", + " 238.093938\n", + " 238.093938\n", " \n", " \n", " 11\n", " Store_15\n", " 3\n", - " 1\n", - " 88\n", - " 88\n", - " 280.409621\n", - " 280.409621\n", + " 1.0\n", + " 85\n", + " 85.0\n", + " 264.513402\n", + " 264.513402\n", " \n", " \n", " 12\n", " Store_16\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 13\n", " Store_17\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 14\n", " Store_18\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 15\n", " Store_19\n", " 0\n", - " 1\n", - " 0\n", + " 1.0\n", " 0\n", - " 0.000000\n", - " 0.000000\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", "\n", @@ -2651,43 +3126,43 @@ ], "text/plain": [ " Name FacilityType Weight DemandCount DemandWeight \\\n", - "0 Store_1 0 1 0 0 \n", - "1 Store_2 0 1 0 0 \n", - "2 Store_3 0 1 0 0 \n", - "3 Store_4 0 1 0 0 \n", - "4 Store_5 0 1 0 0 \n", - "5 Store_6 0 1 0 0 \n", - "6 Store_7 3 1 50 50 \n", - "7 Store_11 0 1 0 0 \n", - "8 Store_12 0 1 0 0 \n", - "9 Store_13 0 1 0 0 \n", - "10 Store_14 3 1 70 70 \n", - "11 Store_15 3 1 88 88 \n", - "12 Store_16 0 1 0 0 \n", - "13 Store_17 0 1 0 0 \n", - "14 Store_18 0 1 0 0 \n", - "15 Store_19 0 1 0 0 \n", + "0 Store_1 0 1.0 0 0.0 \n", + "1 Store_2 0 1.0 0 0.0 \n", + "2 Store_3 0 1.0 0 0.0 \n", + "3 Store_4 0 1.0 0 0.0 \n", + "4 Store_5 0 1.0 0 0.0 \n", + "5 Store_6 0 1.0 0 0.0 \n", + "6 Store_7 3 1.0 50 50.0 \n", + "7 Store_11 0 1.0 0 0.0 \n", + "8 Store_12 0 1.0 0 0.0 \n", + "9 Store_13 0 1.0 0 0.0 \n", + "10 Store_14 3 1.0 73 73.0 \n", + "11 Store_15 3 1.0 85 85.0 \n", + "12 Store_16 0 1.0 0 0.0 \n", + "13 Store_17 0 1.0 0 0.0 \n", + "14 Store_18 0 1.0 0 0.0 \n", + "15 Store_19 0 1.0 0 0.0 \n", "\n", " TotalWeighted_Kilometers Total_Kilometers \n", - "0 0.000000 0.000000 \n", - "1 0.000000 0.000000 \n", - "2 0.000000 0.000000 \n", - "3 0.000000 0.000000 \n", - "4 0.000000 0.000000 \n", - "5 0.000000 0.000000 \n", - "6 262.744533 262.744533 \n", - "7 0.000000 0.000000 \n", - "8 0.000000 0.000000 \n", - "9 0.000000 0.000000 \n", - "10 227.969438 227.969438 \n", - "11 280.409621 280.409621 \n", - "12 0.000000 0.000000 \n", - "13 0.000000 0.000000 \n", - "14 0.000000 0.000000 \n", - "15 0.000000 0.000000 " + "0 0.0 0.0 \n", + "1 0.0 0.0 \n", + "2 0.0 0.0 \n", + "3 0.0 0.0 \n", + "4 0.0 0.0 \n", + "5 0.0 0.0 \n", + "6 259.150791 259.150791 \n", + "7 0.0 0.0 \n", + "8 0.0 0.0 \n", + "9 0.0 0.0 \n", + "10 238.093938 238.093938 \n", + "11 264.513402 264.513402 \n", + "12 0.0 0.0 \n", + "13 0.0 0.0 \n", + "14 0.0 0.0 \n", + "15 0.0 0.0 " ] }, - "execution_count": 61, + "execution_count": 77, "metadata": {}, "output_type": "execute_result" } @@ -2710,20 +3185,23 @@ }, { "cell_type": "code", - "execution_count": 89, + "execution_count": 78, "metadata": {}, "outputs": [ { "data": { - "text/html": [ - "" - ], + "application/vnd.jupyter.widget-view+json": { + "model_id": "7c12a794d97b4e8283aa2844923985a9", + "version_major": 2, + "version_minor": 1 + }, "text/plain": [ - "" + "Map(center=[4548404.498098655, -13627750.041010315], extent={'xmin': -13660589.290794332, 'ymin': 4506937.6933…" ] }, + "execution_count": 78, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ @@ -2731,13 +3209,13 @@ "\n", "# Create a map of Visalia, California.\n", "map3 = my_gis.map('San Francisco, CA')\n", - "map3.basemap = 'dark-gray'\n", + "map3.basemap.basemap = 'dark-gray-vector'\n", "map3" ] }, { "cell_type": "code", - "execution_count": 65, + "execution_count": 79, "metadata": { "scrolled": true }, @@ -2774,11 +3252,11 @@ " SourceOID\n", " PosAlong\n", " ...\n", - " HOUSEHOLDS\n", " HSE_UNITS\n", " BUS_COUNT\n", " DemandOID\n", " FacilityOID\n", + " FacilityID\n", " Cutoff\n", " Bearing\n", " BearingTol\n", @@ -2791,155 +3269,155 @@ " 0\n", " 1\n", " 060816029.00\n", - " 1\n", - " 1\n", - " None\n", - " None\n", - " None\n", - " 1\n", - " 7075196\n", - " 0.000000\n", + " 1.0\n", + " 1.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11344571\n", + " 0.0\n", " ...\n", - " 1679\n", " 1715\n", " 112\n", " 1\n", " 7\n", - " None\n", - " None\n", - " None\n", - " None\n", + " 7\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", " {\"x\": -122.48865310099995, \"y\": 37.65080723100...\n", " \n", " \n", " 1\n", " 2\n", " 060816028.00\n", - " 1\n", - " 1\n", - " None\n", - " None\n", - " None\n", - " 1\n", - " 7065058\n", - " 0.921931\n", + " 1.0\n", + " 1.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11385940\n", + " 0.339488\n", " ...\n", - " 1484\n", " 1506\n", " 59\n", " 2\n", " 7\n", - " None\n", - " None\n", - " None\n", - " None\n", + " 7\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", " {\"x\": -122.48354988899996, \"y\": 37.65999776700...\n", " \n", " \n", " 2\n", " 3\n", " 060816017.00\n", - " 1\n", - " 1\n", - " None\n", - " None\n", - " None\n", - " 1\n", - " 7077194\n", - " 0.436193\n", + " 1.0\n", + " 1.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11388219\n", + " 0.618546\n", " ...\n", - " 1294\n", " 1313\n", " 55\n", " 3\n", " 7\n", - " None\n", - " None\n", - " None\n", - " None\n", + " 7\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", " {\"x\": -122.45648442999999, \"y\": 37.66327196200...\n", " \n", " \n", " 3\n", " 4\n", " 060816019.00\n", - " 1\n", - " 1\n", - " None\n", - " None\n", - " None\n", - " 1\n", - " 7081111\n", - " 0.108167\n", + " 1.0\n", + " 1.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11392562\n", + " 0.853784\n", " ...\n", - " 3273\n", " 3330\n", " 118\n", " 4\n", " 7\n", - " None\n", - " None\n", - " None\n", - " None\n", + " 7\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", " {\"x\": -122.43424735199994, \"y\": 37.66238451900...\n", " \n", " \n", " 4\n", " 5\n", " 060816025.00\n", - " 1\n", - " 1\n", - " None\n", - " None\n", - " None\n", - " 1\n", - " 7066211\n", - " 0.569551\n", + " 1.0\n", + " 1.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11345253\n", + " 0.397656\n", " ...\n", - " 1459\n", " 1467\n", " 44\n", " 5\n", " 7\n", - " None\n", - " None\n", - " None\n", - " None\n", + " 7\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", " {\"x\": -122.45118705799996, \"y\": 37.64021943800...\n", " \n", " \n", "\n", - "

5 rows × 30 columns

\n", + "

5 rows × 32 columns

\n", "" ], "text/plain": [ " ObjectID Name Weight AllocatedWeight GroupName \\\n", - "0 1 060816029.00 1 1 None \n", - "1 2 060816028.00 1 1 None \n", - "2 3 060816017.00 1 1 None \n", - "3 4 060816019.00 1 1 None \n", - "4 5 060816025.00 1 1 None \n", + "0 1 060816029.00 1.0 1.0 \n", + "1 2 060816028.00 1.0 1.0 \n", + "2 3 060816017.00 1.0 1.0 \n", + "3 4 060816019.00 1.0 1.0 \n", + "4 5 060816025.00 1.0 1.0 \n", "\n", - " ImpedanceTransformation ImpedanceParameter SourceID SourceOID PosAlong \\\n", - "0 None None 1 7075196 0.000000 \n", - "1 None None 1 7065058 0.921931 \n", - "2 None None 1 7077194 0.436193 \n", - "3 None None 1 7081111 0.108167 \n", - "4 None None 1 7066211 0.569551 \n", + " ImpedanceTransformation ImpedanceParameter SourceID SourceOID PosAlong \\\n", + "0 1 11344571 0.0 \n", + "1 1 11385940 0.339488 \n", + "2 1 11388219 0.618546 \n", + "3 1 11392562 0.853784 \n", + "4 1 11345253 0.397656 \n", "\n", - " ... HOUSEHOLDS HSE_UNITS BUS_COUNT DemandOID FacilityOID Cutoff \\\n", - "0 ... 1679 1715 112 1 7 None \n", - "1 ... 1484 1506 59 2 7 None \n", - "2 ... 1294 1313 55 3 7 None \n", - "3 ... 3273 3330 118 4 7 None \n", - "4 ... 1459 1467 44 5 7 None \n", + " ... HSE_UNITS BUS_COUNT DemandOID FacilityOID FacilityID Cutoff \\\n", + "0 ... 1715 112 1 7 7 \n", + "1 ... 1506 59 2 7 7 \n", + "2 ... 1313 55 3 7 7 \n", + "3 ... 3330 118 4 7 7 \n", + "4 ... 1467 44 5 7 7 \n", "\n", - " Bearing BearingTol NavLatency \\\n", - "0 None None None \n", - "1 None None None \n", - "2 None None None \n", - "3 None None None \n", - "4 None None None \n", + " Bearing BearingTol NavLatency \\\n", + "0 \n", + "1 \n", + "2 \n", + "3 \n", + "4 \n", "\n", " SHAPE \n", "0 {\"x\": -122.48865310099995, \"y\": 37.65080723100... \n", @@ -2948,11 +3426,23 @@ "3 {\"x\": -122.43424735199994, \"y\": 37.66238451900... \n", "4 {\"x\": -122.45118705799996, \"y\": 37.64021943800... \n", "\n", - "[5 rows x 30 columns]" + "[5 rows x 32 columns]" ] }, "metadata": {}, "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Program Files\\ArcGIS\\Pro\\bin\\Python\\envs\\arcgis-24_2\\Lib\\site-packages\\arcgis\\features\\geo\\_accessor.py:1527: 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._data[col] = array\n" + ] } ], "source": [ @@ -2964,9 +3454,7 @@ { "cell_type": "code", "execution_count": 66, - "metadata": { - "scrolled": true - }, + "metadata": {}, "outputs": [ { "name": "stdout", @@ -3065,7 +3553,14 @@ }, { "cell_type": "code", - "execution_count": 75, + "execution_count": 81, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, "metadata": {}, "outputs": [ { @@ -3295,9 +3790,8 @@ "\n", "# Create a map of Visalia, California.\n", "map3b = my_gis.map('San Francisco, CA')\n", - "map3b.basemap = 'dark-gray'\n", - "map3b.layout.height = '650px'\n", - "map3b.legend = True\n", + "map3b.basemap.basemap = 'dark-gray-vector'\n", + "map1.legend.enabled = True\n", "map3b" ] }, @@ -3382,7 +3876,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.11" + "version": "3.11.8" }, "toc": { "base_numbering": 1, @@ -3428,5 +3922,5 @@ } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 } From 4b239c23c82bb495a04c200e401d26e2ddc632f1 Mon Sep 17 00:00:00 2001 From: NANAE AUBRY Date: Tue, 20 Aug 2024 15:27:24 +0200 Subject: [PATCH 2/3] add screenshots --- .../part6_solve_location_allocation.ipynb | 2229 +++++++++++------ 1 file changed, 1479 insertions(+), 750 deletions(-) diff --git a/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb b/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb index a3958db50d..d5e882fcfa 100644 --- a/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb +++ b/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb @@ -139,7 +139,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -149,7 +149,9 @@ "import pandas as pd\n", "import numpy as np\n", "import time\n", - "import datetime as dt" + "import datetime as dt\n", + "import warnings\n", + "warnings.filterwarnings(\"ignore\", \"Warning\")" ] }, { @@ -212,8 +214,8 @@ " Pick_Pizza_Shops_San_Francisco\n", " \n", "
Pick Pizza Shop location
Feature Layer Collection by api_data_owner\n", - "
Last Modified: October 09, 2019\n", - "
0 comments, 37 views\n", + "
Last Modified: October 10, 2019\n", + "
0 comments, 40 views\n", " \n", " \n", " " @@ -457,14 +459,14 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "{'OBJECTID': 21, 'NAME': 'Existing Store', 'FacilityType': 1}\n" + "{'OBJECTID': 17, 'NAME': 'Existing Store', 'FacilityType': 1}\n" ] } ], @@ -477,16 +479,16 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "{'OBJECTID': 22, 'NAME': 'Competitor_1', 'FacilityType': 2}\n", - "{'OBJECTID': 23, 'NAME': 'Competitor_2', 'FacilityType': 2}\n", - "{'OBJECTID': 24, 'NAME': 'Competitor_3', 'FacilityType': 2}\n" + "{'OBJECTID': 18, 'NAME': 'Competitor_1', 'FacilityType': 2}\n", + "{'OBJECTID': 19, 'NAME': 'Competitor_2', 'FacilityType': 2}\n", + "{'OBJECTID': 20, 'NAME': 'Competitor_3', 'FacilityType': 2}\n" ] } ], @@ -499,7 +501,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 12, "metadata": {}, "outputs": [ { @@ -530,7 +532,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -553,10 +555,10 @@ "{'OBJECTID': 14, 'NAME': 'Store_17', 'FacilityType': 0}\n", "{'OBJECTID': 15, 'NAME': 'Store_18', 'FacilityType': 0}\n", "{'OBJECTID': 16, 'NAME': 'Store_19', 'FacilityType': 0}\n", - "{'OBJECTID': 21, 'NAME': 'Existing Store', 'FacilityType': 1}\n", - "{'OBJECTID': 22, 'NAME': 'Competitor_1', 'FacilityType': 2}\n", - "{'OBJECTID': 23, 'NAME': 'Competitor_2', 'FacilityType': 2}\n", - "{'OBJECTID': 24, 'NAME': 'Competitor_3', 'FacilityType': 2}\n" + "{'OBJECTID': 17, 'NAME': 'Existing Store', 'FacilityType': 1}\n", + "{'OBJECTID': 18, 'NAME': 'Competitor_1', 'FacilityType': 2}\n", + "{'OBJECTID': 19, 'NAME': 'Competitor_2', 'FacilityType': 2}\n", + "{'OBJECTID': 20, 'NAME': 'Competitor_3', 'FacilityType': 2}\n" ] } ], @@ -576,7 +578,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 14, "metadata": {}, "outputs": [], "source": [ @@ -632,7 +634,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 15, "metadata": {}, "outputs": [ { @@ -641,7 +643,7 @@ "text": [ "Analysis succeeded? True\n", "CPU times: total: 281 ms\n", - "Wall time: 8.24 s\n" + "Wall time: 11.1 s\n" ] } ], @@ -663,7 +665,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 16, "metadata": {}, "outputs": [ { @@ -672,7 +674,7 @@ "ToolOutput(solve_succeeded=True, output_allocation_lines= 32 features, output_facilities= 16 features, output_demand_points= 208 features, output_network_analysis_layer=None, output_result_file=None, output_network_analysis_layer_package=None, usage_cost={'numObjects': 32, 'credits': 3.2})" ] }, - "execution_count": 21, + "execution_count": 16, "metadata": {}, "output_type": "execute_result" } @@ -692,7 +694,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 17, "metadata": { "scrolled": true }, @@ -930,7 +932,7 @@ "15 0.0 0.0 " ] }, - "execution_count": 22, + "execution_count": 17, "metadata": {}, "output_type": "execute_result" } @@ -963,7 +965,7 @@ }, { "cell_type": "code", - "execution_count": 52, + "execution_count": 18, "metadata": {}, "outputs": [], "source": [ @@ -993,8 +995,8 @@ "\n", " # Extract the un-allocated demand points (pop) data.\n", " demand_not_allocated_df = demand_df[~demand_df['DemandOID'].isin(lines_df['DemandOID'])]\n", - " demand_not_allocated_df['AllocatedWeight'] = demand_not_allocated_df['AllocatedWeight'].replace(np.nan, 0)\n", - " demand_not_allocated_df['FacilityOID'] = demand_not_allocated_df['FacilityOID'].replace(np.nan, 0)\n", + " demand_not_allocated_df.loc[:, 'AllocatedWeight'] = demand_not_allocated_df['AllocatedWeight'].replace(np.nan, 0)\n", + " demand_not_allocated_df.loc[:, 'FacilityOID'] = demand_not_allocated_df['FacilityOID'].replace(np.nan, 0)\n", " if len(demand_not_allocated_df)>0:\n", " display(demand_not_allocated_df.head())\n", " demand_not_allocated_fset = features.FeatureSet.from_dataframe(demand_not_allocated_df)\n", @@ -1040,38 +1042,22 @@ " m.zoom = zoom_level\n", " \n", " # Display the locations of pop within the specified drive time to the selected site(s).\n", - " m.content.add(demand_allocated_fset, drawing_info={\"renderer\":SimpleRenderer(symbol=allocated_demand_symbol)})\n", + " m.content.draw(demand_allocated_fset, symbol=allocated_demand_symbol)\n", " # Display the locations of pop outside the specified drive time to the selected site(s).\n", " if len(demand_not_allocated_df)>0:\n", - " m.content.add(demand_not_allocated_fset, drawing_info={\"renderer\":SimpleRenderer(symbol=unallocated_demand_symbol)})\n", + " m.content.draw(demand_not_allocated_fset, symbol=unallocated_demand_symbol)\n", "\n", " # Display the chosen site.\n", - " m.content.add(facilities_chosen_fset, drawing_info={\"renderer\":SimpleRenderer(symbol=selected_facilities_symbol)})\n", - " m.content.add(result.output_allocation_lines, drawing_info={\"renderer\":SimpleRenderer(symbol=allocation_line_symbol_2)})\n", - " m.content.add(result.output_allocation_lines, drawing_info={\"renderer\":SimpleRenderer(symbol=allocation_line_symbol_1)})" + " m.content.draw(facilities_chosen_fset, symbol=selected_facilities_symbol)\n", + " m.content.draw(result.output_allocation_lines, symbol=allocation_line_symbol_2)\n", + " m.content.draw(result.output_allocation_lines, symbol=allocation_line_symbol_1)" ] }, { "cell_type": "code", - "execution_count": 53, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "fc1a68d1f42f43c6b5788f1e23b98e05", - "version_major": 2, - "version_minor": 1 - }, - "text/plain": [ - "Map(center=[4548404.498098655, -13627750.041010315], extent={'xmin': -13660589.290794332, 'ymin': 4506937.6933…" - ] - }, - "execution_count": 53, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# Display the analysis results in a map.\n", "\n", @@ -1081,23 +1067,18 @@ "map1" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![Screenshot](data:image/png;base64,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)" + ] + }, { "cell_type": "code", - "execution_count": 56, + "execution_count": 20, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Program Files\\ArcGIS\\Pro\\bin\\Python\\envs\\arcgis-24_2\\Lib\\site-packages\\arcgis\\features\\geo\\_accessor.py:1527: 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._data[col] = array\n" - ] - }, { "data": { "text/html": [ @@ -1165,7 +1146,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.48357590699999, \"y\": 37.77445189500...\n", + " {'x': -122.48357590699999, 'y': 37.77445189500...\n", " \n", " \n", " 36\n", @@ -1189,7 +1170,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.48398635799998, \"y\": 37.77829421900...\n", + " {'x': -122.48398635799998, 'y': 37.77829421900...\n", " \n", " \n", " 66\n", @@ -1213,7 +1194,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.43574030599996, \"y\": 37.71795986900...\n", + " {'x': -122.43574030599996, 'y': 37.71795986900...\n", " \n", " \n", " 68\n", @@ -1237,7 +1218,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.43176422999994, \"y\": 37.71073987600...\n", + " {'x': -122.43176422999994, 'y': 37.71073987600...\n", " \n", " \n", " 69\n", @@ -1261,7 +1242,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.44400818499997, \"y\": 37.70974283000...\n", + " {'x': -122.44400818499997, 'y': 37.70974283000...\n", " \n", " \n", "\n", @@ -1298,11 +1279,11 @@ "69 \n", "\n", " SHAPE \n", - "35 {\"x\": -122.48357590699999, \"y\": 37.77445189500... \n", - "36 {\"x\": -122.48398635799998, \"y\": 37.77829421900... \n", - "66 {\"x\": -122.43574030599996, \"y\": 37.71795986900... \n", - "68 {\"x\": -122.43176422999994, \"y\": 37.71073987600... \n", - "69 {\"x\": -122.44400818499997, \"y\": 37.70974283000... \n", + "35 {'x': -122.48357590699999, 'y': 37.77445189500... \n", + "36 {'x': -122.48398635799998, 'y': 37.77829421900... \n", + "66 {'x': -122.43574030599996, 'y': 37.71795986900... \n", + "68 {'x': -122.43176422999994, 'y': 37.71073987600... \n", + "69 {'x': -122.44400818499997, 'y': 37.70974283000... \n", "\n", "[5 rows x 32 columns]" ] @@ -1310,24 +1291,6 @@ "metadata": {}, "output_type": "display_data" }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\andr5624\\AppData\\Local\\Temp\\ipykernel_6592\\3758157633.py:27: 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", - " demand_not_allocated_df['AllocatedWeight'] = demand_not_allocated_df['AllocatedWeight'].replace(np.nan, 0)\n", - "C:\\Users\\andr5624\\AppData\\Local\\Temp\\ipykernel_6592\\3758157633.py:28: 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", - " demand_not_allocated_df['FacilityOID'] = demand_not_allocated_df['FacilityOID'].replace(np.nan, 0)\n" - ] - }, { "data": { "text/html": [ @@ -1395,7 +1358,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.48865310099995, \"y\": 37.65080723100...\n", + " {'x': -122.48865310099995, 'y': 37.65080723100...\n", " \n", " \n", " 1\n", @@ -1419,7 +1382,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.48354988899996, \"y\": 37.65999776700...\n", + " {'x': -122.48354988899996, 'y': 37.65999776700...\n", " \n", " \n", " 2\n", @@ -1443,7 +1406,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.45648442999999, \"y\": 37.66327196200...\n", + " {'x': -122.45648442999999, 'y': 37.66327196200...\n", " \n", " \n", " 3\n", @@ -1467,7 +1430,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.43424735199994, \"y\": 37.66238451900...\n", + " {'x': -122.43424735199994, 'y': 37.66238451900...\n", " \n", " \n", " 4\n", @@ -1491,7 +1454,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.45118705799996, \"y\": 37.64021943800...\n", + " {'x': -122.45118705799996, 'y': 37.64021943800...\n", " \n", " \n", "\n", @@ -1528,35 +1491,17 @@ "4 \n", "\n", " SHAPE \n", - "0 {\"x\": -122.48865310099995, \"y\": 37.65080723100... \n", - "1 {\"x\": -122.48354988899996, \"y\": 37.65999776700... \n", - "2 {\"x\": -122.45648442999999, \"y\": 37.66327196200... \n", - "3 {\"x\": -122.43424735199994, \"y\": 37.66238451900... \n", - "4 {\"x\": -122.45118705799996, \"y\": 37.64021943800... \n", + "0 {'x': -122.48865310099995, 'y': 37.65080723100... \n", + "1 {'x': -122.48354988899996, 'y': 37.65999776700... \n", + "2 {'x': -122.45648442999999, 'y': 37.66327196200... \n", + "3 {'x': -122.43424735199994, 'y': 37.66238451900... \n", + "4 {'x': -122.45118705799996, 'y': 37.64021943800... \n", "\n", "[5 rows x 32 columns]" ] }, "metadata": {}, "output_type": "display_data" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Program Files\\ArcGIS\\Pro\\bin\\Python\\envs\\arcgis-24_2\\Lib\\site-packages\\arcgis\\features\\geo\\_accessor.py:1527: 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._data[col] = array\n", - "C:\\Program Files\\ArcGIS\\Pro\\bin\\Python\\envs\\arcgis-24_2\\Lib\\site-packages\\arcgis\\features\\geo\\_accessor.py:1527: 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._data[col] = array\n" - ] } ], "source": [ @@ -1567,14 +1512,14 @@ }, { "cell_type": "code", - "execution_count": 82, + "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "\n" + "\n" ] } ], @@ -1633,9 +1578,16 @@ }, { "cell_type": "code", - "execution_count": 57, + "execution_count": 22, "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING 030194: Data values longer than 500 characters for field [Facilities:Name] are truncated.\n" + ] + }, { "name": "stdout", "output_type": "stream", @@ -1662,7 +1614,7 @@ }, { "cell_type": "code", - "execution_count": 58, + "execution_count": 23, "metadata": { "scrolled": true }, @@ -1948,7 +1900,7 @@ "19 44.764307 47.364594 " ] }, - "execution_count": 58, + "execution_count": 23, "metadata": {}, "output_type": "execute_result" } @@ -1972,134 +1924,28 @@ }, { "cell_type": "code", - "execution_count": 84, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# Display the analysis results in a map.\n", "\n", "# Create a map of SF, California.\n", "map1b = my_gis.map('San Francisco, CA')\n", - "map1.basemap.basemap = 'dark-gray-vector'\n", + "map1b.basemap.basemap = 'dark-gray-vector'\n", "map1b" ] }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Call custom function defined earlier in this notebook to \n", - "# display the analysis results in the map.\n", - "visualize_locate_allocate_results(map1b, result1b, zoom_level=8)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Note that the sites with pizza symbols are the newly chosen store locations. The existing stores and the competitor stores are also shown as the centers of rays." - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n" - ] - } - ], - "source": [ - "item_properties['title'] += \" (2)\"\n", - "\n", - "item = map1b.save(item_properties)\n", - "print(item)" - ] - }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Example 3: Target Market Share\n", - "\n", - "\n", - "### What is 'Target Market Share'?\n", - "\n", - "`Target Market Share` — Target Market Share chooses the minimum number of facilities necessary to capture a specific percentage of the total market share in the presence of competitors. The total market share is the sum of all demand weight for valid demand points. You set the percent of the market share you want to reach and let the solver choose the fewest number of facilities necessary to meet that threshold ([5](#references)).\n", - "\n", - "The market share problem types require the most data because, along with knowing your own facilities' weight, you also need to know that of your competitors' facilities. The same types of facilities that use the Maximize Attendance problem type can also use market share problem types given that they have comprehensive information that includes competitor data.\n", - "\n", - "Large discount stores typically use the Target Market Share problem type when they want to know how much expansion would be required to reach a certain level of the market share or see what strategy would be needed just to maintain their current market share given the introduction of new competing facilities. The results often represent what stores would like to do if budgets weren't a concern. In other cases where budget is a concern, stores revert to the Maximize Market Share problem and simply capture as much of the market share as possible with a limited number of facilities.\n", - "\n", - "The following list describes how the target market share problem handles demand:\n", - " - The total market share, which is used in calculating the captured market share, is the sum of the weight of all valid demand points.\n", - " - A demand point that cannot reach any facilities due to a cutoff distance or time is not allocated.\n", - " - A demand point that can only reach one facility has all its demand weight allocated to that facility.\n", - " - A demand point that can reach two or more facilities has all its demand weight allocated to them; furthermore, the weight is split among the facilities proportionally to the facilities' attractiveness (facility weight) and inversely proportional to the distance between the facility and demand point. Given equal facility weights, this means more demand weight is assigned to near facilities than far facilities.\n", - "\n", - "\n", - "### Solving Problem\n", - "\n", - "`target_market_share` - This parameter is specific to the Target Market Share problem type. It is the percentage of the total demand weight that you want the chosen and required facilities to capture. The solver chooses the minimum number of facilities needed to capture the target market share specified here. The default value is 10 percent.\n", - "\n", - "Note that, because there are competitor stores in the area that already took up some of the market share, setting the market share as 100 is not realistic. In doing so, a warning message is rendered - \"Market share attained: 48.7194894610517 percent.\" Which means the best situation (when all candidate stores are established) the attained market share could only be 48.7195%." - ] - }, - { - "cell_type": "code", - "execution_count": 59, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "WARNING 030194: Data values longer than 500 characters for field [Facilities:Name] are truncated.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Solve succeeded? True\n" - ] - } - ], - "source": [ - "result2b = network.analysis.solve_location_allocation( problem_type='Target Market Share', \n", - " target_market_share=100,\n", - " facilities=facilities, \n", - " demand_points=demand_points,\n", - " travel_direction='Demand to Facility',\n", - " measurement_units='Minutes', \n", - " default_measurement_cutoff=5\n", - " )\n", - "\n", - "print('Solve succeeded? {}'.format(result2b.solve_succeeded))" + "![Screenshot](data:image/png;base64,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)" ] }, { "cell_type": "code", - "execution_count": 60, + "execution_count": 25, "metadata": {}, "outputs": [ { @@ -2123,77 +1969,944 @@ " \n", " \n", " \n", + " ObjectID\n", " Name\n", - " FacilityType\n", " Weight\n", - " DemandCount\n", - " DemandWeight\n", + " AllocatedWeight\n", + " GroupName\n", + " ImpedanceTransformation\n", + " ImpedanceParameter\n", + " SourceID\n", + " SourceOID\n", + " PosAlong\n", + " ...\n", + " HSE_UNITS\n", + " BUS_COUNT\n", + " DemandOID\n", + " FacilityOID\n", + " FacilityID\n", + " Cutoff\n", + " Bearing\n", + " BearingTol\n", + " NavLatency\n", " SHAPE\n", " \n", " \n", " \n", " \n", - " 0\n", - " Store_1\n", - " 3\n", + " 35\n", + " 36\n", + " 060750477.02\n", " 1.0\n", - " 5\n", - " 4.456768\n", - " {\"x\": -122.51001818199995, \"y\": 37.77236363700...\n", - " \n", - " \n", - " 1\n", - " Store_2\n", - " 3\n", " 1.0\n", - " 8\n", - " 6.441416\n", - " {\"x\": -122.48887272699994, \"y\": 37.75376363600...\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11408526\n", + " 0.291317\n", + " ...\n", + " 1601\n", + " 49\n", + " 36\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " {'x': -122.48357590699999, 'y': 37.77445189500...\n", " \n", " \n", - " 2\n", - " Store_3\n", - " 3\n", + " 36\n", + " 37\n", + " 060750477.01\n", " 1.0\n", - " 10\n", - " 9.066267\n", - " {\"x\": -122.46492727299994, \"y\": 37.77472727300...\n", - " \n", - " \n", - " 3\n", - " Store_4\n", - " 3\n", " 1.0\n", - " 7\n", - " 5.085374\n", - " {\"x\": -122.47394545399999, \"y\": 37.74316363600...\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11408633\n", + " 0.418741\n", + " ...\n", + " 1935\n", + " 100\n", + " 37\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " {'x': -122.48398635799998, 'y': 37.77829421900...\n", " \n", " \n", - " 4\n", - " Store_5\n", - " 3\n", + " 66\n", + " 67\n", + " 060750260.04\n", " 1.0\n", - " 6\n", - " 5.478334\n", - " {\"x\": -122.44929090899996, \"y\": 37.73154545500...\n", - " \n", + " 1.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11400602\n", + " 0.40059\n", + " ...\n", + " 1098\n", + " 65\n", + " 67\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " {'x': -122.43574030599996, 'y': 37.71795986900...\n", + " \n", + " \n", + " 68\n", + " 69\n", + " 060750263.02\n", + " 1.0\n", + " 1.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11400585\n", + " 0.64016\n", + " ...\n", + " 1298\n", + " 33\n", + " 69\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " {'x': -122.43176422999994, 'y': 37.71073987600...\n", + " \n", + " \n", + " 69\n", + " 70\n", + " 060750263.03\n", + " 1.0\n", + " 1.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11400201\n", + " 0.62727\n", + " ...\n", + " 1217\n", + " 53\n", + " 70\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " {'x': -122.44400818499997, 'y': 37.70974283000...\n", + " \n", + " \n", + "\n", + "

5 rows × 32 columns

\n", + "" + ], + "text/plain": [ + " ObjectID Name Weight AllocatedWeight GroupName \\\n", + "35 36 060750477.02 1.0 1.0 \n", + "36 37 060750477.01 1.0 1.0 \n", + "66 67 060750260.04 1.0 1.0 \n", + "68 69 060750263.02 1.0 1.0 \n", + "69 70 060750263.03 1.0 1.0 \n", + "\n", + " ImpedanceTransformation ImpedanceParameter SourceID SourceOID \\\n", + "35 1 11408526 \n", + "36 1 11408633 \n", + "66 1 11400602 \n", + "68 1 11400585 \n", + "69 1 11400201 \n", + "\n", + " PosAlong ... HSE_UNITS BUS_COUNT DemandOID FacilityOID FacilityID \\\n", + "35 0.291317 ... 1601 49 36 \n", + "36 0.418741 ... 1935 100 37 \n", + "66 0.40059 ... 1098 65 67 \n", + "68 0.64016 ... 1298 33 69 \n", + "69 0.62727 ... 1217 53 70 \n", + "\n", + " Cutoff Bearing BearingTol NavLatency \\\n", + "35 \n", + "36 \n", + "66 \n", + "68 \n", + "69 \n", + "\n", + " SHAPE \n", + "35 {'x': -122.48357590699999, 'y': 37.77445189500... \n", + "36 {'x': -122.48398635799998, 'y': 37.77829421900... \n", + "66 {'x': -122.43574030599996, 'y': 37.71795986900... \n", + "68 {'x': -122.43176422999994, 'y': 37.71073987600... \n", + "69 {'x': -122.44400818499997, 'y': 37.70974283000... \n", + "\n", + "[5 rows x 32 columns]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
ObjectIDNameWeightAllocatedWeightGroupNameImpedanceTransformationImpedanceParameterSourceIDSourceOIDPosAlong...HSE_UNITSBUS_COUNTDemandOIDFacilityOIDFacilityIDCutoffBearingBearingTolNavLatencySHAPE
01060816029.001.00.0<NA><NA><NA>1113445710.0...171511210<NA><NA><NA><NA><NA>{'x': -122.48865310099995, 'y': 37.65080723100...
12060816028.001.00.0<NA><NA><NA>1113859400.339488...15065920<NA><NA><NA><NA><NA>{'x': -122.48354988899996, 'y': 37.65999776700...
23060816017.001.00.0<NA><NA><NA>1113882190.618546...13135530<NA><NA><NA><NA><NA>{'x': -122.45648442999999, 'y': 37.66327196200...
34060816019.001.00.0<NA><NA><NA>1113925620.853784...333011840<NA><NA><NA><NA><NA>{'x': -122.43424735199994, 'y': 37.66238451900...
45060816025.001.00.0<NA><NA><NA>1113452530.397656...14674450<NA><NA><NA><NA><NA>{'x': -122.45118705799996, 'y': 37.64021943800...
\n", + "

5 rows × 32 columns

\n", + "
" + ], + "text/plain": [ + " ObjectID Name Weight AllocatedWeight GroupName \\\n", + "0 1 060816029.00 1.0 0.0 \n", + "1 2 060816028.00 1.0 0.0 \n", + "2 3 060816017.00 1.0 0.0 \n", + "3 4 060816019.00 1.0 0.0 \n", + "4 5 060816025.00 1.0 0.0 \n", + "\n", + " ImpedanceTransformation ImpedanceParameter SourceID SourceOID PosAlong \\\n", + "0 1 11344571 0.0 \n", + "1 1 11385940 0.339488 \n", + "2 1 11388219 0.618546 \n", + "3 1 11392562 0.853784 \n", + "4 1 11345253 0.397656 \n", + "\n", + " ... HSE_UNITS BUS_COUNT DemandOID FacilityOID FacilityID Cutoff \\\n", + "0 ... 1715 112 1 0 \n", + "1 ... 1506 59 2 0 \n", + "2 ... 1313 55 3 0 \n", + "3 ... 3330 118 4 0 \n", + "4 ... 1467 44 5 0 \n", + "\n", + " Bearing BearingTol NavLatency \\\n", + "0 \n", + "1 \n", + "2 \n", + "3 \n", + "4 \n", + "\n", + " SHAPE \n", + "0 {'x': -122.48865310099995, 'y': 37.65080723100... \n", + "1 {'x': -122.48354988899996, 'y': 37.65999776700... \n", + "2 {'x': -122.45648442999999, 'y': 37.66327196200... \n", + "3 {'x': -122.43424735199994, 'y': 37.66238451900... \n", + "4 {'x': -122.45118705799996, 'y': 37.64021943800... \n", + "\n", + "[5 rows x 32 columns]" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Call custom function defined earlier in this notebook to \n", + "# display the analysis results in the map.\n", + "visualize_locate_allocate_results(map1b, result1b, zoom_level=8)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Note that the sites with pizza symbols are the newly chosen store locations. The existing stores and the competitor stores are also shown as the centers of rays." + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "item_properties['title'] += \" (2)\"\n", + "\n", + "item = map1b.save(item_properties)\n", + "print(item)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example 3: Target Market Share\n", + "\n", + "\n", + "### What is 'Target Market Share'?\n", + "\n", + "`Target Market Share` — Target Market Share chooses the minimum number of facilities necessary to capture a specific percentage of the total market share in the presence of competitors. The total market share is the sum of all demand weight for valid demand points. You set the percent of the market share you want to reach and let the solver choose the fewest number of facilities necessary to meet that threshold ([5](#references)).\n", + "\n", + "The market share problem types require the most data because, along with knowing your own facilities' weight, you also need to know that of your competitors' facilities. The same types of facilities that use the Maximize Attendance problem type can also use market share problem types given that they have comprehensive information that includes competitor data.\n", + "\n", + "Large discount stores typically use the Target Market Share problem type when they want to know how much expansion would be required to reach a certain level of the market share or see what strategy would be needed just to maintain their current market share given the introduction of new competing facilities. The results often represent what stores would like to do if budgets weren't a concern. In other cases where budget is a concern, stores revert to the Maximize Market Share problem and simply capture as much of the market share as possible with a limited number of facilities.\n", + "\n", + "The following list describes how the target market share problem handles demand:\n", + " - The total market share, which is used in calculating the captured market share, is the sum of the weight of all valid demand points.\n", + " - A demand point that cannot reach any facilities due to a cutoff distance or time is not allocated.\n", + " - A demand point that can only reach one facility has all its demand weight allocated to that facility.\n", + " - A demand point that can reach two or more facilities has all its demand weight allocated to them; furthermore, the weight is split among the facilities proportionally to the facilities' attractiveness (facility weight) and inversely proportional to the distance between the facility and demand point. Given equal facility weights, this means more demand weight is assigned to near facilities than far facilities.\n", + "\n", + "\n", + "### Solving Problem\n", + "\n", + "`target_market_share` - This parameter is specific to the Target Market Share problem type. It is the percentage of the total demand weight that you want the chosen and required facilities to capture. The solver chooses the minimum number of facilities needed to capture the target market share specified here. The default value is 10 percent.\n", + "\n", + "Note that, because there are competitor stores in the area that already took up some of the market share, setting the market share as 100 is not realistic. In doing so, a warning message is rendered - \"Market share attained: 48.7194894610517 percent.\" Which means the best situation (when all candidate stores are established) the attained market share could only be 48.7195%." + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING 030194: Data values longer than 500 characters for field [Facilities:Name] are truncated.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Solve succeeded? True\n" + ] + } + ], + "source": [ + "result2b = network.analysis.solve_location_allocation( problem_type='Target Market Share', \n", + " target_market_share=100,\n", + " facilities=facilities, \n", + " demand_points=demand_points,\n", + " travel_direction='Demand to Facility',\n", + " measurement_units='Minutes', \n", + " default_measurement_cutoff=5\n", + " )\n", + "\n", + "print('Solve succeeded? {}'.format(result2b.solve_succeeded))" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
NameFacilityTypeWeightDemandCountDemandWeightSHAPE
0Store_131.054.456768{'x': -122.51001818199995, 'y': 37.77236363700...
1Store_231.086.441416{'x': -122.48887272699994, 'y': 37.75376363600...
2Store_331.0109.066267{'x': -122.46492727299994, 'y': 37.77472727300...
3Store_431.075.085374{'x': -122.47394545399999, 'y': 37.74316363600...
4Store_531.065.478334{'x': -122.44929090899996, 'y': 37.73154545500...
5Store_631.033.0{'x': -122.49174545399995, 'y': 37.64930909100...
6Store_731.055.0{'x': -122.48318181799999, 'y': 37.70110909100...
7Store_1131.066.0{'x': -122.43378181799994, 'y': 37.65536363600...
8Store_1231.0109.521666{'x': -122.43898181799995, 'y': 37.71923636400...
9Store_1331.0107.867271{'x': -122.44021818099998, 'y': 37.74538181800...
10Store_1431.0119.605939{'x': -122.421636364, 'y': 37.74296363700006, ...
11Store_1531.0127.05766{'x': -122.43098181799996, 'y': 37.78296363700...
12Store_1631.0106.472313{'x': -122.42687272699999, 'y': 37.76929090900...
5Store_613Store_1731.063.852435{'x': -122.43234545499996, 'y': 37.80521818200...
14Store_1831.094.724183{'x': -122.41281818199997, 'y': 37.80574545500...
15Store_1933.0{\"x\": -122.49174545399995, \"y\": 37.64930909100...1.074.628508{'x': -122.39890909099995, 'y': 37.79707272800...
16Existing Store11.000.0{'x': -122.39431795899998, 'y': 37.79674801900...
17Competitor_121.0117.894807{'x': -122.40921699299997, 'y': 37.79576199200...
18Competitor_221.0139.048005{'x': -122.436438039, 'y': 37.76927424200005, ...
19Competitor_321.0149.799055{'x': -122.44080450799999, 'y': 37.79101207000...
\n", + "
" + ], + "text/plain": [ + " Name FacilityType Weight DemandCount DemandWeight \\\n", + "0 Store_1 3 1.0 5 4.456768 \n", + "1 Store_2 3 1.0 8 6.441416 \n", + "2 Store_3 3 1.0 10 9.066267 \n", + "3 Store_4 3 1.0 7 5.085374 \n", + "4 Store_5 3 1.0 6 5.478334 \n", + "5 Store_6 3 1.0 3 3.0 \n", + "6 Store_7 3 1.0 5 5.0 \n", + "7 Store_11 3 1.0 6 6.0 \n", + "8 Store_12 3 1.0 10 9.521666 \n", + "9 Store_13 3 1.0 10 7.867271 \n", + "10 Store_14 3 1.0 11 9.605939 \n", + "11 Store_15 3 1.0 12 7.05766 \n", + "12 Store_16 3 1.0 10 6.472313 \n", + "13 Store_17 3 1.0 6 3.852435 \n", + "14 Store_18 3 1.0 9 4.724183 \n", + "15 Store_19 3 1.0 7 4.628508 \n", + "16 Existing Store 1 1.0 0 0.0 \n", + "17 Competitor_1 2 1.0 11 7.894807 \n", + "18 Competitor_2 2 1.0 13 9.048005 \n", + "19 Competitor_3 2 1.0 14 9.799055 \n", + "\n", + " SHAPE \n", + "0 {'x': -122.51001818199995, 'y': 37.77236363700... \n", + "1 {'x': -122.48887272699994, 'y': 37.75376363600... \n", + "2 {'x': -122.46492727299994, 'y': 37.77472727300... \n", + "3 {'x': -122.47394545399999, 'y': 37.74316363600... \n", + "4 {'x': -122.44929090899996, 'y': 37.73154545500... \n", + "5 {'x': -122.49174545399995, 'y': 37.64930909100... \n", + "6 {'x': -122.48318181799999, 'y': 37.70110909100... \n", + "7 {'x': -122.43378181799994, 'y': 37.65536363600... \n", + "8 {'x': -122.43898181799995, 'y': 37.71923636400... \n", + "9 {'x': -122.44021818099998, 'y': 37.74538181800... \n", + "10 {'x': -122.421636364, 'y': 37.74296363700006, ... \n", + "11 {'x': -122.43098181799996, 'y': 37.78296363700... \n", + "12 {'x': -122.42687272699999, 'y': 37.76929090900... \n", + "13 {'x': -122.43234545499996, 'y': 37.80521818200... \n", + "14 {'x': -122.41281818199997, 'y': 37.80574545500... \n", + "15 {'x': -122.39890909099995, 'y': 37.79707272800... \n", + "16 {'x': -122.39431795899998, 'y': 37.79674801900... \n", + "17 {'x': -122.40921699299997, 'y': 37.79576199200... \n", + "18 {'x': -122.436438039, 'y': 37.76927424200005, ... \n", + "19 {'x': -122.44080450799999, 'y': 37.79101207000... " + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Display the analysis results in a table.\n", + "# Display the analysis results in a pandas dataframe.\n", + "result2b.output_facilities.sdf[['Name', 'FacilityType', \n", + " 'Weight','DemandCount', 'DemandWeight', 'SHAPE']]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "As shown in the table above, in order to reach a 48.7195% market share, all the 16 candidate stores are chosen as new sites, which in reality would not happen.\n", + "\n", + "So setting up a practical goal here, we are to set `target_market_share` to be 33.34(%), targeting to reach at least 1/3 of the market share." + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Solve succeeded? True\n" + ] + } + ], + "source": [ + "result2 = network.analysis.solve_location_allocation( problem_type='Target Market Share', \n", + " target_market_share=33.34,\n", + " facilities=facilities, \n", + " demand_points=demand_points,\n", + " travel_direction='Demand to Facility',\n", + " measurement_units='Minutes', \n", + " default_measurement_cutoff=5\n", + " )\n", + "\n", + "print('Solve succeeded? {}'.format(result2.solve_succeeded))" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "ToolOutput(solve_succeeded=True, output_allocation_lines= 124 features, output_facilities= 20 features, output_demand_points= 208 features, output_network_analysis_layer=None, output_result_file=None, output_network_analysis_layer_package=None, usage_cost={'numObjects': 101, 'credits': 10.100000000000001})" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result2" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2202,7 +2915,8 @@ " \n", " \n", " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2210,8 +2924,9 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2219,8 +2934,9 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2229,7 +2945,8 @@ " \n", " \n", " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2238,7 +2955,8 @@ " \n", " \n", " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2247,16 +2965,18 @@ " \n", " \n", " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2264,17 +2984,19 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2283,7 +3005,8 @@ " \n", " \n", " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2291,8 +3014,9 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2301,7 +3025,8 @@ " \n", " \n", " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -2309,8 +3034,9 @@ " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", "
NameFacilityTypeWeightDemandCountDemandWeightTotalWeighted_MinutesTotal_Minutes
0Store_101.000.00.00.0
1Store_231.088.026.32836426.328364
2Store_331.0109.52303532.8941435.015263
3Store_401.000.00.00.0
4Store_501.000.00.00.0
5Store_601.000.00.00.0
6Store_7301.055.0{\"x\": -122.48318181799999, \"y\": 37.70110909100...00.00.00.0
71.066.0{\"x\": -122.43378181799994, \"y\": 37.65536363600...24.07830224.078302
831.0109.521666{\"x\": -122.43898181799995, \"y\": 37.71923636400...10.033.44330833.443308
931.0107.867271{\"x\": -122.44021818099998, \"y\": 37.74538181800...8.39406128.72825835.541629
101.0119.605939{\"x\": -122.421636364, \"y\": 37.74296363700006, ...37.17520442.588926
111.0127.05766{\"x\": -122.43098181799996, \"y\": 37.78296363700...21.83432641.389736
121.0106.472313{\"x\": -122.42687272699999, \"y\": 37.76929090900...23.37441837.81182
13Store_17301.063.852435{\"x\": -122.43234545499996, \"y\": 37.80521818200...00.00.00.0
1431.094.724183{\"x\": -122.41281818199997, \"y\": 37.80574545500...6.81279222.7435831.571507
15Store_19301.074.628508{\"x\": -122.39890909099995, \"y\": 37.79707272800...00.00.00.0
161.000.0{\"x\": -122.39431795899998, \"y\": 37.79674801900...0.00.0
1721.0117.894807{\"x\": -122.40921699299997, \"y\": 37.79576199200...9.18720831.24415537.578648
181.0139.048005{\"x\": -122.436438039, \"y\": 37.76927424200005, ...30.78098546.032439
1921.0149.799055{\"x\": -122.44080450799999, \"y\": 37.79101207000...10.89898735.29846747.364594
\n", @@ -2318,51 +3044,51 @@ ], "text/plain": [ " Name FacilityType Weight DemandCount DemandWeight \\\n", - "0 Store_1 3 1.0 5 4.456768 \n", - "1 Store_2 3 1.0 8 6.441416 \n", - "2 Store_3 3 1.0 10 9.066267 \n", - "3 Store_4 3 1.0 7 5.085374 \n", - "4 Store_5 3 1.0 6 5.478334 \n", - "5 Store_6 3 1.0 3 3.0 \n", - "6 Store_7 3 1.0 5 5.0 \n", + "0 Store_1 0 1.0 0 0.0 \n", + "1 Store_2 3 1.0 8 8.0 \n", + "2 Store_3 3 1.0 10 9.523035 \n", + "3 Store_4 0 1.0 0 0.0 \n", + "4 Store_5 0 1.0 0 0.0 \n", + "5 Store_6 0 1.0 0 0.0 \n", + "6 Store_7 0 1.0 0 0.0 \n", "7 Store_11 3 1.0 6 6.0 \n", - "8 Store_12 3 1.0 10 9.521666 \n", - "9 Store_13 3 1.0 10 7.867271 \n", + "8 Store_12 3 1.0 10 10.0 \n", + "9 Store_13 3 1.0 10 8.394061 \n", "10 Store_14 3 1.0 11 9.605939 \n", "11 Store_15 3 1.0 12 7.05766 \n", "12 Store_16 3 1.0 10 6.472313 \n", - "13 Store_17 3 1.0 6 3.852435 \n", - "14 Store_18 3 1.0 9 4.724183 \n", - "15 Store_19 3 1.0 7 4.628508 \n", + "13 Store_17 0 1.0 0 0.0 \n", + "14 Store_18 3 1.0 9 6.812792 \n", + "15 Store_19 0 1.0 0 0.0 \n", "16 Existing Store 1 1.0 0 0.0 \n", - "17 Competitor_1 2 1.0 11 7.894807 \n", + "17 Competitor_1 2 1.0 11 9.187208 \n", "18 Competitor_2 2 1.0 13 9.048005 \n", - "19 Competitor_3 2 1.0 14 9.799055 \n", + "19 Competitor_3 2 1.0 14 10.898987 \n", "\n", - " SHAPE \n", - "0 {\"x\": -122.51001818199995, \"y\": 37.77236363700... \n", - "1 {\"x\": -122.48887272699994, \"y\": 37.75376363600... \n", - "2 {\"x\": -122.46492727299994, \"y\": 37.77472727300... \n", - "3 {\"x\": -122.47394545399999, \"y\": 37.74316363600... \n", - "4 {\"x\": -122.44929090899996, \"y\": 37.73154545500... \n", - "5 {\"x\": -122.49174545399995, \"y\": 37.64930909100... \n", - "6 {\"x\": -122.48318181799999, \"y\": 37.70110909100... \n", - "7 {\"x\": -122.43378181799994, \"y\": 37.65536363600... \n", - "8 {\"x\": -122.43898181799995, \"y\": 37.71923636400... \n", - "9 {\"x\": -122.44021818099998, \"y\": 37.74538181800... \n", - "10 {\"x\": -122.421636364, \"y\": 37.74296363700006, ... \n", - "11 {\"x\": -122.43098181799996, \"y\": 37.78296363700... \n", - "12 {\"x\": -122.42687272699999, \"y\": 37.76929090900... \n", - "13 {\"x\": -122.43234545499996, \"y\": 37.80521818200... \n", - "14 {\"x\": -122.41281818199997, \"y\": 37.80574545500... \n", - "15 {\"x\": -122.39890909099995, \"y\": 37.79707272800... \n", - "16 {\"x\": -122.39431795899998, \"y\": 37.79674801900... \n", - "17 {\"x\": -122.40921699299997, \"y\": 37.79576199200... \n", - "18 {\"x\": -122.436438039, \"y\": 37.76927424200005, ... \n", - "19 {\"x\": -122.44080450799999, \"y\": 37.79101207000... " + " TotalWeighted_Minutes Total_Minutes \n", + "0 0.0 0.0 \n", + "1 26.328364 26.328364 \n", + "2 32.89414 35.015263 \n", + "3 0.0 0.0 \n", + "4 0.0 0.0 \n", + "5 0.0 0.0 \n", + "6 0.0 0.0 \n", + "7 24.078302 24.078302 \n", + "8 33.443308 33.443308 \n", + "9 28.728258 35.541629 \n", + "10 37.175204 42.588926 \n", + "11 21.834326 41.389736 \n", + "12 23.374418 37.81182 \n", + "13 0.0 0.0 \n", + "14 22.74358 31.571507 \n", + "15 0.0 0.0 \n", + "16 0.0 0.0 \n", + "17 31.244155 37.578648 \n", + "18 30.780985 46.032439 \n", + "19 35.298467 47.364594 " ] }, - "execution_count": 60, + "execution_count": 31, "metadata": {}, "output_type": "execute_result" } @@ -2370,79 +3096,255 @@ "source": [ "# Display the analysis results in a table.\n", "# Display the analysis results in a pandas dataframe.\n", - "result2b.output_facilities.sdf[['Name', 'FacilityType', \n", - " 'Weight','DemandCount', 'DemandWeight', 'SHAPE']]" + "result2.output_facilities.sdf[['Name', 'FacilityType', \n", + " 'Weight','DemandCount', 'DemandWeight', 'TotalWeighted_Minutes', 'Total_Minutes']]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "As shown in the table above, in order to reach a 48.7195% market share, all the 16 candidate stores are chosen as new sites, which in reality would not happen.\n", - "\n", - "So setting up a practical goal here, we are to set `target_market_share` to be 33.34(%), targeting to reach at least 1/3 of the market share." + "From the output table above, we can see that in order to reach a 1/3 market share, at least 8 stores, namely Store_2, Store_3, Store_7, Store_11, Store_12, Store_13, Store_14, and Store_15 are chosen as new sites." ] }, { "cell_type": "code", - "execution_count": 63, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "WARNING 030194: Data values longer than 500 characters for field [Facilities:Name] are truncated.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Solve succeeded? True\n" - ] - } - ], + "outputs": [], "source": [ - "result2 = network.analysis.solve_location_allocation( problem_type='Target Market Share', \n", - " target_market_share=33.34,\n", - " facilities=facilities, \n", - " demand_points=demand_points,\n", - " travel_direction='Demand to Facility',\n", - " measurement_units='Minutes', \n", - " default_measurement_cutoff=5\n", - " )\n", + "# Display the analysis results in a map.\n", "\n", - "print('Solve succeeded? {}'.format(result2.solve_succeeded))" + "# Create a map of Visalia, California.\n", + "map2 = my_gis.map('San Francisco, CA')\n", + "map2.basemap.basemap = 'dark-gray-vector'\n", + "map2" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![Screenshot](data:image/png;base64,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)" ] }, { "cell_type": "code", - "execution_count": 71, + "execution_count": 33, "metadata": {}, "outputs": [ { "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
ObjectIDNameWeightAllocatedWeightGroupNameImpedanceTransformationImpedanceParameterSourceIDSourceOIDPosAlong...HSE_UNITSBUS_COUNTDemandOIDFacilityOIDFacilityIDCutoffBearingBearingTolNavLatencySHAPE
34060816019.001.01.0<NA><NA><NA>1113925620.853784...33301184<NA><NA><NA><NA><NA><NA>{'x': -122.43424735199994, 'y': 37.66238451900...
45060816025.001.01.0<NA><NA><NA>1113452530.397656...1467445<NA><NA><NA><NA><NA><NA>{'x': -122.45118705799996, 'y': 37.64021943800...
67060816018.001.01.0<NA><NA><NA>1113919890.217243...1916847<NA><NA><NA><NA><NA><NA>{'x': -122.44638417099998, 'y': 37.65543846000...
89060816024.001.01.0<NA><NA><NA>1113482780.29156...26581969<NA><NA><NA><NA><NA><NA>{'x': -122.43369567199994, 'y': 37.64343853400...
1516060816023.001.01.0<NA><NA><NA>1113500930.102832...1118171616<NA><NA><NA><NA><NA><NA>{'x': -122.42431695599998, 'y': 37.64998341100...
\n", + "

5 rows × 32 columns

\n", + "
" + ], "text/plain": [ - "ToolOutput(solve_succeeded=True, output_allocation_lines= 124 features, output_facilities= 20 features, output_demand_points= 208 features, output_network_analysis_layer=None, output_result_file=None, output_network_analysis_layer_package=None, usage_cost={'numObjects': 101, 'credits': 10.100000000000001})" + " ObjectID Name Weight AllocatedWeight GroupName \\\n", + "3 4 060816019.00 1.0 1.0 \n", + "4 5 060816025.00 1.0 1.0 \n", + "6 7 060816018.00 1.0 1.0 \n", + "8 9 060816024.00 1.0 1.0 \n", + "15 16 060816023.00 1.0 1.0 \n", + "\n", + " ImpedanceTransformation ImpedanceParameter SourceID SourceOID \\\n", + "3 1 11392562 \n", + "4 1 11345253 \n", + "6 1 11391989 \n", + "8 1 11348278 \n", + "15 1 11350093 \n", + "\n", + " PosAlong ... HSE_UNITS BUS_COUNT DemandOID FacilityOID FacilityID \\\n", + "3 0.853784 ... 3330 118 4 \n", + "4 0.397656 ... 1467 44 5 \n", + "6 0.217243 ... 1916 84 7 \n", + "8 0.29156 ... 2658 196 9 \n", + "15 0.102832 ... 1118 1716 16 \n", + "\n", + " Cutoff Bearing BearingTol NavLatency \\\n", + "3 \n", + "4 \n", + "6 \n", + "8 \n", + "15 \n", + "\n", + " SHAPE \n", + "3 {'x': -122.43424735199994, 'y': 37.66238451900... \n", + "4 {'x': -122.45118705799996, 'y': 37.64021943800... \n", + "6 {'x': -122.44638417099998, 'y': 37.65543846000... \n", + "8 {'x': -122.43369567199994, 'y': 37.64343853400... \n", + "15 {'x': -122.42431695599998, 'y': 37.64998341100... \n", + "\n", + "[5 rows x 32 columns]" ] }, - "execution_count": 71, "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "result2" - ] - }, - { - "cell_type": "code", - "execution_count": 72, - "metadata": { - "scrolled": true - }, - "outputs": [ + "output_type": "display_data" + }, { "data": { "text/html": [ @@ -2464,317 +3366,198 @@ " \n", " \n", " \n", + " ObjectID\n", " Name\n", - " FacilityType\n", " Weight\n", - " DemandCount\n", - " DemandWeight\n", - " TotalWeighted_Minutes\n", - " Total_Minutes\n", + " AllocatedWeight\n", + " GroupName\n", + " ImpedanceTransformation\n", + " ImpedanceParameter\n", + " SourceID\n", + " SourceOID\n", + " PosAlong\n", + " ...\n", + " HSE_UNITS\n", + " BUS_COUNT\n", + " DemandOID\n", + " FacilityOID\n", + " FacilityID\n", + " Cutoff\n", + " Bearing\n", + " BearingTol\n", + " NavLatency\n", + " SHAPE\n", " \n", " \n", " \n", " \n", " 0\n", - " Store_1\n", - " 0\n", - " 1.0\n", - " 0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " \n", - " \n", - " 1\n", - " Store_2\n", - " 3\n", - " 1.0\n", - " 8\n", - " 8.0\n", - " 26.328364\n", - " 26.328364\n", - " \n", - " \n", - " 2\n", - " Store_3\n", - " 3\n", - " 1.0\n", - " 10\n", - " 9.523035\n", - " 32.89414\n", - " 35.015263\n", - " \n", - " \n", - " 3\n", - " Store_4\n", - " 0\n", - " 1.0\n", - " 0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " \n", - " \n", - " 4\n", - " Store_5\n", - " 0\n", - " 1.0\n", - " 0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " \n", - " \n", - " 5\n", - " Store_6\n", - " 0\n", + " 1\n", + " 060816029.00\n", " 1.0\n", - " 0\n", - " 0.0\n", " 0.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11344571\n", " 0.0\n", - " \n", - " \n", - " 6\n", - " Store_7\n", - " 0\n", - " 1.0\n", + " ...\n", + " 1715\n", + " 112\n", + " 1\n", " 0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " \n", - " \n", - " 7\n", - " Store_11\n", - " 3\n", - " 1.0\n", - " 6\n", - " 6.0\n", - " 24.078302\n", - " 24.078302\n", - " \n", - " \n", - " 8\n", - " Store_12\n", - " 3\n", - " 1.0\n", - " 10\n", - " 10.0\n", - " 33.443308\n", - " 33.443308\n", - " \n", - " \n", - " 9\n", - " Store_13\n", - " 3\n", - " 1.0\n", - " 10\n", - " 8.394061\n", - " 28.728258\n", - " 35.541629\n", - " \n", - " \n", - " 10\n", - " Store_14\n", - " 3\n", - " 1.0\n", - " 11\n", - " 9.605939\n", - " 37.175204\n", - " 42.588926\n", - " \n", - " \n", - " 11\n", - " Store_15\n", - " 3\n", - " 1.0\n", - " 12\n", - " 7.05766\n", - " 21.834326\n", - " 41.389736\n", - " \n", - " \n", - " 12\n", - " Store_16\n", - " 3\n", - " 1.0\n", - " 10\n", - " 6.472313\n", - " 23.374418\n", - " 37.81182\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " {'x': -122.48865310099995, 'y': 37.65080723100...\n", " \n", " \n", - " 13\n", - " Store_17\n", - " 0\n", + " 1\n", + " 2\n", + " 060816028.00\n", " 1.0\n", - " 0\n", - " 0.0\n", - " 0.0\n", " 0.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11385940\n", + " 0.339488\n", + " ...\n", + " 1506\n", + " 59\n", + " 2\n", + " 0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " {'x': -122.48354988899996, 'y': 37.65999776700...\n", " \n", " \n", - " 14\n", - " Store_18\n", - " 3\n", - " 1.0\n", - " 9\n", - " 6.812792\n", - " 22.74358\n", - " 31.571507\n", - " \n", - " \n", - " 15\n", - " Store_19\n", - " 0\n", + " 2\n", + " 3\n", + " 060816017.00\n", " 1.0\n", - " 0\n", - " 0.0\n", " 0.0\n", - " 0.0\n", - " \n", - " \n", - " 16\n", - " Existing Store\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", " 1\n", - " 1.0\n", + " 11388219\n", + " 0.618546\n", + " ...\n", + " 1313\n", + " 55\n", + " 3\n", " 0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " \n", - " \n", - " 17\n", - " Competitor_1\n", - " 2\n", - " 1.0\n", - " 11\n", - " 9.187208\n", - " 31.244155\n", - " 37.578648\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " {'x': -122.45648442999999, 'y': 37.66327196200...\n", " \n", " \n", - " 18\n", - " Competitor_2\n", - " 2\n", + " 5\n", + " 6\n", + " 060816027.00\n", " 1.0\n", - " 13\n", - " 9.048005\n", - " 30.780985\n", - " 46.032439\n", + " 0.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11344826\n", + " 0.135638\n", + " ...\n", + " 1830\n", + " 56\n", + " 6\n", + " 0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " {'x': -122.47598710599999, 'y': 37.65053755900...\n", " \n", " \n", - " 19\n", - " Competitor_3\n", - " 2\n", + " 7\n", + " 8\n", + " 060816016.03\n", " 1.0\n", - " 14\n", - " 10.898987\n", - " 35.298467\n", - " 47.364594\n", + " 0.0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " 1\n", + " 11387118\n", + " 0.446534\n", + " ...\n", + " 1894\n", + " 43\n", + " 8\n", + " 0\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " <NA>\n", + " {'x': -122.46181096099997, 'y': 37.65501799000...\n", " \n", " \n", "\n", + "

5 rows × 32 columns

\n", "
" ], "text/plain": [ - " Name FacilityType Weight DemandCount DemandWeight \\\n", - "0 Store_1 0 1.0 0 0.0 \n", - "1 Store_2 3 1.0 8 8.0 \n", - "2 Store_3 3 1.0 10 9.523035 \n", - "3 Store_4 0 1.0 0 0.0 \n", - "4 Store_5 0 1.0 0 0.0 \n", - "5 Store_6 0 1.0 0 0.0 \n", - "6 Store_7 0 1.0 0 0.0 \n", - "7 Store_11 3 1.0 6 6.0 \n", - "8 Store_12 3 1.0 10 10.0 \n", - "9 Store_13 3 1.0 10 8.394061 \n", - "10 Store_14 3 1.0 11 9.605939 \n", - "11 Store_15 3 1.0 12 7.05766 \n", - "12 Store_16 3 1.0 10 6.472313 \n", - "13 Store_17 0 1.0 0 0.0 \n", - "14 Store_18 3 1.0 9 6.812792 \n", - "15 Store_19 0 1.0 0 0.0 \n", - "16 Existing Store 1 1.0 0 0.0 \n", - "17 Competitor_1 2 1.0 11 9.187208 \n", - "18 Competitor_2 2 1.0 13 9.048005 \n", - "19 Competitor_3 2 1.0 14 10.898987 \n", + " ObjectID Name Weight AllocatedWeight GroupName \\\n", + "0 1 060816029.00 1.0 0.0 \n", + "1 2 060816028.00 1.0 0.0 \n", + "2 3 060816017.00 1.0 0.0 \n", + "5 6 060816027.00 1.0 0.0 \n", + "7 8 060816016.03 1.0 0.0 \n", "\n", - " TotalWeighted_Minutes Total_Minutes \n", - "0 0.0 0.0 \n", - "1 26.328364 26.328364 \n", - "2 32.89414 35.015263 \n", - "3 0.0 0.0 \n", - "4 0.0 0.0 \n", - "5 0.0 0.0 \n", - "6 0.0 0.0 \n", - "7 24.078302 24.078302 \n", - "8 33.443308 33.443308 \n", - "9 28.728258 35.541629 \n", - "10 37.175204 42.588926 \n", - "11 21.834326 41.389736 \n", - "12 23.374418 37.81182 \n", - "13 0.0 0.0 \n", - "14 22.74358 31.571507 \n", - "15 0.0 0.0 \n", - "16 0.0 0.0 \n", - "17 31.244155 37.578648 \n", - "18 30.780985 46.032439 \n", - "19 35.298467 47.364594 " - ] - }, - "execution_count": 72, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Display the analysis results in a table.\n", - "# Display the analysis results in a pandas dataframe.\n", - "result2.output_facilities.sdf[['Name', 'FacilityType', \n", - " 'Weight','DemandCount', 'DemandWeight', 'TotalWeighted_Minutes', 'Total_Minutes']]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "From the output table above, we can see that in order to reach a 1/3 market share, at least 8 stores, namely Store_2, Store_3, Store_7, Store_11, Store_12, Store_13, Store_14, and Store_15 are chosen as new sites." - ] - }, - { - "cell_type": "code", - "execution_count": 93, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" + " ImpedanceTransformation ImpedanceParameter SourceID SourceOID PosAlong \\\n", + "0 1 11344571 0.0 \n", + "1 1 11385940 0.339488 \n", + "2 1 11388219 0.618546 \n", + "5 1 11344826 0.135638 \n", + "7 1 11387118 0.446534 \n", + "\n", + " ... HSE_UNITS BUS_COUNT DemandOID FacilityOID FacilityID Cutoff \\\n", + "0 ... 1715 112 1 0 \n", + "1 ... 1506 59 2 0 \n", + "2 ... 1313 55 3 0 \n", + "5 ... 1830 56 6 0 \n", + "7 ... 1894 43 8 0 \n", + "\n", + " Bearing BearingTol NavLatency \\\n", + "0 \n", + "1 \n", + "2 \n", + "5 \n", + "7 \n", + "\n", + " SHAPE \n", + "0 {'x': -122.48865310099995, 'y': 37.65080723100... \n", + "1 {'x': -122.48354988899996, 'y': 37.65999776700... \n", + "2 {'x': -122.45648442999999, 'y': 37.66327196200... \n", + "5 {'x': -122.47598710599999, 'y': 37.65053755900... \n", + "7 {'x': -122.46181096099997, 'y': 37.65501799000... \n", + "\n", + "[5 rows x 32 columns]" ] }, "metadata": {}, "output_type": "display_data" } ], - "source": [ - "# Display the analysis results in a map.\n", - "\n", - "# Create a map of Visalia, California.\n", - "map2 = my_gis.map('San Francisco, CA')\n", - "map2.basemap.basemap = 'dark-gray-vector'\n", - "map2" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], "source": [ "# Call custom function defined earlier in this notebook to \n", "# display the analysis results in the map.\n", @@ -2790,17 +3573,9 @@ }, { "cell_type": "code", - "execution_count": 87, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n" - ] - } - ], + "outputs": [], "source": [ "item_properties['title'] = \"Location Allocation example of Pizza Stores in San Francisco (3)\"\n", "\n", @@ -2845,7 +3620,7 @@ }, { "cell_type": "code", - "execution_count": 73, + "execution_count": 34, "metadata": {}, "outputs": [], "source": [ @@ -2854,7 +3629,7 @@ }, { "cell_type": "code", - "execution_count": 74, + "execution_count": 35, "metadata": { "scrolled": true }, @@ -2885,7 +3660,7 @@ }, { "cell_type": "code", - "execution_count": 75, + "execution_count": 36, "metadata": {}, "outputs": [ { @@ -2907,7 +3682,7 @@ }, { "cell_type": "code", - "execution_count": 76, + "execution_count": 37, "metadata": {}, "outputs": [ { @@ -2924,7 +3699,7 @@ }, { "cell_type": "code", - "execution_count": 77, + "execution_count": 38, "metadata": { "scrolled": true }, @@ -3162,7 +3937,7 @@ "15 0.0 0.0 " ] }, - "execution_count": 77, + "execution_count": 38, "metadata": {}, "output_type": "execute_result" } @@ -3185,25 +3960,9 @@ }, { "cell_type": "code", - "execution_count": 78, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "7c12a794d97b4e8283aa2844923985a9", - "version_major": 2, - "version_minor": 1 - }, - "text/plain": [ - "Map(center=[4548404.498098655, -13627750.041010315], extent={'xmin': -13660589.290794332, 'ymin': 4506937.6933…" - ] - }, - "execution_count": 78, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# Display the analysis results in a map.\n", "\n", @@ -3213,9 +3972,16 @@ "map3" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![Screenshot](data:image/png;base64,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)" + ] + }, { "cell_type": "code", - "execution_count": 79, + "execution_count": 40, "metadata": { "scrolled": true }, @@ -3287,7 +4053,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.48865310099995, \"y\": 37.65080723100...\n", + " {'x': -122.48865310099995, 'y': 37.65080723100...\n", " \n", " \n", " 1\n", @@ -3311,7 +4077,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.48354988899996, \"y\": 37.65999776700...\n", + " {'x': -122.48354988899996, 'y': 37.65999776700...\n", " \n", " \n", " 2\n", @@ -3335,7 +4101,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.45648442999999, \"y\": 37.66327196200...\n", + " {'x': -122.45648442999999, 'y': 37.66327196200...\n", " \n", " \n", " 3\n", @@ -3359,7 +4125,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.43424735199994, \"y\": 37.66238451900...\n", + " {'x': -122.43424735199994, 'y': 37.66238451900...\n", " \n", " \n", " 4\n", @@ -3383,7 +4149,7 @@ " <NA>\n", " <NA>\n", " <NA>\n", - " {\"x\": -122.45118705799996, \"y\": 37.64021943800...\n", + " {'x': -122.45118705799996, 'y': 37.64021943800...\n", " \n", " \n", "\n", @@ -3420,29 +4186,17 @@ "4 \n", "\n", " SHAPE \n", - "0 {\"x\": -122.48865310099995, \"y\": 37.65080723100... \n", - "1 {\"x\": -122.48354988899996, \"y\": 37.65999776700... \n", - "2 {\"x\": -122.45648442999999, \"y\": 37.66327196200... \n", - "3 {\"x\": -122.43424735199994, \"y\": 37.66238451900... \n", - "4 {\"x\": -122.45118705799996, \"y\": 37.64021943800... \n", + "0 {'x': -122.48865310099995, 'y': 37.65080723100... \n", + "1 {'x': -122.48354988899996, 'y': 37.65999776700... \n", + "2 {'x': -122.45648442999999, 'y': 37.66327196200... \n", + "3 {'x': -122.43424735199994, 'y': 37.66238451900... \n", + "4 {'x': -122.45118705799996, 'y': 37.64021943800... \n", "\n", "[5 rows x 32 columns]" ] }, "metadata": {}, "output_type": "display_data" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Program Files\\ArcGIS\\Pro\\bin\\Python\\envs\\arcgis-24_2\\Lib\\site-packages\\arcgis\\features\\geo\\_accessor.py:1527: 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._data[col] = array\n" - ] } ], "source": [ @@ -3484,17 +4238,9 @@ }, { "cell_type": "code", - "execution_count": 67, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Wall time: 2min 49s\n" - ] - } - ], + "outputs": [], "source": [ "%%time\n", "\n", @@ -3510,14 +4256,14 @@ }, { "cell_type": "code", - "execution_count": 94, + "execution_count": 42, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "\n" + "\n" ] } ], @@ -3527,26 +4273,9 @@ }, { "cell_type": "code", - "execution_count": 70, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Index(['OBJECTID', 'Demand', 'AllocatedDemand', 'ImpedanceTransformation',\n", - " 'ImpedanceParameter', 'SourceID', 'SourceOID', 'PosAlong', 'SideOfEdge',\n", - " 'SnapX', 'SnapY', 'SnapZ', 'DistanceToNetworkInMeters', 'DemandOID',\n", - " 'FacilityOID', 'Cutoff', 'Bearing', 'BearingTol', 'NavLatency',\n", - " 'Status', 'ID', 'NAME', 'STATE_NAME', 'AREA', 'POP2000', 'HOUSEHOLDS',\n", - " 'HSE_UNITS', 'BUS_COUNT', 'SHAPE'],\n", - " dtype='object')" - ] - }, - "execution_count": 70, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "la_df.columns" ] @@ -3791,7 +4520,7 @@ "# Create a map of Visalia, California.\n", "map3b = my_gis.map('San Francisco, CA')\n", "map3b.basemap.basemap = 'dark-gray-vector'\n", - "map1.legend.enabled = True\n", + "map3b.legend.enabled = True\n", "map3b" ] }, @@ -3821,7 +4550,7 @@ "outputs": [], "source": [ "for i in range(3):\n", - " map3b.add_layer(result3b.layers[i])" + " map3b.content.add(result3b.layers[i])" ] }, { @@ -3876,7 +4605,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.8" + "version": "3.12.4" }, "toc": { "base_numbering": 1, From 04069b605bb570e85a1760bcd9683c7657e8a8b8 Mon Sep 17 00:00:00 2001 From: John Yaist Date: Fri, 13 Sep 2024 15:37:10 -0700 Subject: [PATCH 3/3] added markdown for nav and updated number list format --- .../part6_solve_location_allocation.ipynb | 48 +++++++++++++++---- 1 file changed, 38 insertions(+), 10 deletions(-) diff --git a/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb b/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb index d5e882fcfa..9c12722c3f 100644 --- a/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb +++ b/guide/11-performing-network-analyses/part6_solve_location_allocation.ipynb @@ -391,19 +391,19 @@ "\n", "Having the `facilities` and `demand points` defined as above is already sufficient for the basic functions of solving location allocation analysis. However, if you want to involve complicated models, for example, to take existing stores into consideration, or to beat competition from other pizza stores, here is something you need to:\n", "\n", - "1. Specify whether the facility is a candidate, required, or a competitor facility. The field value is specified as one of the following integers (use the numeric code, not the name in parentheses):\n", + "1) Specify whether the facility is a candidate, required, or a competitor facility. The field value is specified as one of the following integers (use the numeric code, not the name in parentheses):\n", "\n", - " - 0 (Candidate)—A facility that may be part of the solution.\n", - " - 1 (Required)—A facility that must be part of the solution.\n", - " - 2 (Competitor)—A rival facility that potentially removes demand from your facilities. Competitor facilities are specific to the `Maximize Market Share` and `Target Market Share` problem types; they are ignored in other problem types.\n", + " * 0 (Candidate)—A facility that may be part of the solution.\n", + " * 1 (Required)—A facility that must be part of the solution.\n", + " * 2 (Competitor)—A rival facility that potentially removes demand from your facilities. Competitor facilities are specific to the `Maximize Market Share` and `Target Market Share` problem types; they are ignored in other problem types.\n", "\n", "\n", - "2. Specify Weight for the demands points feature class.\n", + "2) Specify Weight for the demands points feature class.\n", "\n", " - The relative weighting of the demand point. A value of 2.0 means the demand point is twice as important as one with a weight of 1.0. If demand points represent households, for example, weight could indicate the number of people in each household. In this case, the population of each census tract is applied as weight.\n", " \n", "\n", - "3. Choose the correct `problem type` per analysis - problem types are often referred to as models. For example, `Maximize attendance` is a good problem type for choosing retail store locations, since it assumes that all stores are equally attractive and people are more likely to shop at nearby stores.\n", + "3) Choose the correct `problem type` per analysis - problem types are often referred to as models. For example, `Maximize attendance` is a good problem type for choosing retail store locations, since it assumes that all stores are equally attractive and people are more likely to shop at nearby stores.\n", "\n", "Further explanations to the specifications of the input arguments of the API method can be found in the help doc of REST API." ] @@ -412,7 +412,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "#### Facility Type\n", + "### Facility Type\n", "\n", "In order to specify `facility type` per feature in the `facilities` feature set, we will need to:\n", " - First, assign the `candidate`, `required`, and `competitor` facilities a new field called `FacilityType`.\n", @@ -687,7 +687,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "#### Tabularizing the response from solve_location_allocation\n", + "### Tabularizing the response from solve_location_allocation\n", "\n", "Now, let's explore the tabularized output from `solve_location_allocation`:" ] @@ -958,7 +958,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "#### Visualizing the response from from solve_location_allocation\n", + "### Visualizing the response from from solve_location_allocation\n", "\n", "To improve the re-usablity of codes, we will wrap up the lines for visualizing returned results into an individual function called `visualize_locate_allocate_result`:" ] @@ -1922,6 +1922,13 @@ "`TotalWeighted_Minutes` - This field stores the cumulative weighted cost for a facility. The weighted cost for a demand point is its weight multiplied by the least-cost path between the facility and the demand point. The weighted cost for a facility is the sum of all the weighted costs of demand points allocated to the facility. For example, if a demand point with a weight of two is allocated to a facility 10 minutes of drive away, the TotalWeighted_Minutes value is 20 (2 x 10). If another demand point with a weight of three is allocated to the same facility and is 5 minutes of drive away, the TotalWeighted_Minutes value increases to 35 (3 x 5 + 20)." ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Visualizing the results" + ] + }, { "cell_type": "code", "execution_count": null, @@ -2468,6 +2475,13 @@ "print('Solve succeeded? {}'.format(result2b.solve_succeeded))" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Tabularizing the results" + ] + }, { "cell_type": "code", "execution_count": 28, @@ -3107,6 +3121,13 @@ "From the output table above, we can see that in order to reach a 1/3 market share, at least 8 stores, namely Store_2, Store_3, Store_7, Store_11, Store_12, Store_13, Store_14, and Store_15 are chosen as new sites." ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Visualizing the results" + ] + }, { "cell_type": "code", "execution_count": null, @@ -3958,6 +3979,13 @@ "What's worth mentioning here, is that now the `Impedance` is changed from time-based to distance-based, and hence the output fields no longer contain 'TotalWeighted_Minutes' and 'Total_Minutes', but instead 'TotalWeighted_Kilometers' and 'Total_Kilometers'." ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Visualizing the results" + ] + }, { "cell_type": "code", "execution_count": null, @@ -4605,7 +4633,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.4" + "version": "3.11.0" }, "toc": { "base_numbering": 1,