{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "id": "9GIt_orUtNvA" }, "outputs": [], "source": [ "# Copyright 2023 Google LLC\n", "#\n", "# Licensed under the Apache License, Version 2.0 (the \"License\");\n", "# you may not use this file except in compliance with the License.\n", "# You may obtain a copy of the License at\n", "#\n", "# https://www.apache.org/licenses/LICENSE-2.0\n", "#\n", "# Unless required by applicable law or agreed to in writing, software\n", "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", "# See the License for the specific language governing permissions and\n", "# limitations under the License." ] }, { "cell_type": "markdown", "metadata": { "id": "h7AT6h2ItNvD" }, "source": [ "# Use BigQuery DataFrames to visualize COVID-19 data", "\n", "\n", "\n", " \n", " \n", " \n", "
\n", " \n", " \"Colab Run in Colab\n", " \n", " \n", " \n", " \"GitHub\n", " View on GitHub\n", " \n", " \n", " \n", " \"BQ\n", " Open in BQ Studio\n", " \n", "
" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "id": "n-MFJQxLtNvE" }, "source": [ "## Overview\n", "\n", "The goal of this notebook is to demonstrate creating line graphs from a ~20 million-row BigQuery dataset using BigQuery DataFrames. We will first create a plain line graph using matplotlip, then we will downsample and download our data to create a graph with a line of best fit using seaborn.\n", "\n", "If you're like me, during 2020 (and/or later years) you often found yourself looking at charts like [these](https://health.google.com/covid-19/open-data/explorer/statistics) visualizing COVID-19 cases over time. For our first graph, we're going to recreate one of those charts by filtering, summing, and then graphing COVID-19 data from the United States. BigQuery DataFrame's default integration with matplotlib will get us a satisfying result for this first graph.\n", "\n", "For our second graph, though, we want to use a scatterplot with a line of best fit, something that matplotlib will not do for us automatically. So, we'll demonstrate how to downsample our data and use seaborn to make our plot. Our second graph will be of symptom-related search trends against new cases of COVID-19, so we'll see if searches for things like \"cough\" and \"fever\" are more common in the places and times where more new cases of COVID-19 occur." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "id": "ffqBzbNztNvF" }, "source": [ "### Dataset\n", "\n", "This notebook uses the [BigQuery COVID-19 Open Data](https://pantheon.corp.google.com/marketplace/product/bigquery-public-datasets/covid19-open-data). In this dataset, each row represents a new observation of the COVID-19 situation in a particular time and place. We will use the \"new_confirmed\" column, which contains the number of new COVID-19 cases at each observation, along with the \"search_trends_cough\", \"search_trends_fever\", and \"search_trends_bruise\" columns, which are [Google Trends](https://trends.google.com/trends/) data for searches related to cough, fever, and bruises. In the first section of the notebook, we will also use the \"country_code\" and \"date\" columns to compile one data point per day for a particular country." ] }, { "cell_type": "markdown", "metadata": { "id": "Nf__tMR-tNvF" }, "source": [ "### Costs\n", "\n", "This tutorial uses billable components of Google Cloud:\n", "\n", "* BigQuery (compute)\n", "\n", "Learn about [BigQuery compute pricing](https://cloud.google.com/bigquery/pricing#analysis_pricing_models),\n", "and use the [Pricing Calculator](https://cloud.google.com/products/calculator/)\n", "to generate a cost estimate based on your projected usage." ] }, { "cell_type": "markdown", "metadata": { "id": "7_rsbkCktNvG" }, "source": [ "## Before you begin\n", "\n", "### Set up your Google Cloud project\n", "\n", "**The following steps are required, regardless of your notebook environment.**\n", "\n", "1. [Select or create a Google Cloud project](https://console.cloud.google.com/cloud-resource-manager). When you first create an account, you get a $300 free credit towards your compute/storage costs.\n", "\n", "2. [Make sure that billing is enabled for your project](https://cloud.google.com/billing/docs/how-to/modify-project).\n", "\n", "3. [Enable the BigQuery API](https://console.cloud.google.com/flows/enableapi?apiid=bigquery.googleapis.com).\n", "\n", "4. If you are running this notebook locally, you need to install the [Cloud SDK](https://cloud.google.com/sdk)." ] }, { "cell_type": "markdown", "metadata": { "id": "XZKC6iMFxmMG" }, "source": [ "#### Set your project ID\n", "\n", "**If you don't know your project ID**, try the following:\n", "* Run `gcloud config list`.\n", "* Run `gcloud projects list`.\n", "* See the support page: [Locate the project ID](https://support.google.com/googleapi/answer/7014113)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "id": "4aooKMmnxrWF" }, "outputs": [], "source": [ "PROJECT_ID = \"\" # @param {type:\"string\"}" ] }, { "cell_type": "markdown", "metadata": { "id": "pv5A8Tm-yC1U" }, "source": [ "#### Set the region\n", "\n", "You can also change the `REGION` variable used by BigQuery. Learn more about [BigQuery regions](https://cloud.google.com/bigquery/docs/locations#supported_locations)." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "id": "bk03Rt_HyGx-" }, "outputs": [], "source": [ "REGION = \"US\" # @param {type: \"string\"}" ] }, { "cell_type": "markdown", "metadata": { "id": "B9RWxD1btNvK" }, "source": [ "Now we are ready to use BigQuery DataFrames!" ] }, { "cell_type": "markdown", "metadata": { "id": "wJ0gXezj2w1t" }, "source": [ "## Visualization #1: Cases over time in the US" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "id": "xckgWno6ouHY" }, "source": [ "### Set up project and filter data" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "id": "-uiY0hh4tNvK" }, "source": [ "First, let's do project setup. We use options to tell BigQuery DataFrames what project and what region to use for our cloud computing." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "id": "R7STCS8xB5d2" }, "outputs": [], "source": [ "import bigframes.pandas as bpd\n", "\n", "# Note: The project option is not required in all environments.\n", "# On BigQuery Studio, the project ID is automatically detected.\n", "bpd.options.bigquery.project = PROJECT_ID\n", "\n", "# Note: The location option is not required.\n", "# It defaults to the location of the first table or query\n", "# passed to read_gbq(). For APIs where a location can't be\n", "# auto-detected, the location defaults to the \"US\" location.\n", "bpd.options.bigquery.location = REGION\n", "# Improves performance by avoiding generating total row ordering\n", "bpd.options.bigquery.ordering_mode = \"partial\"" ] }, { "cell_type": "markdown", "metadata": { "id": "v6FGschEowht" }, "source": [ "Next, we read the data from a publicly available BigQuery dataset. This will take ~1 minute." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "id": "zDSwoBo1CU3G" }, "outputs": [], "source": [ "all_data = bpd.read_gbq(\"bigquery-public-data.covid19_open_data.covid19_open_data\")" ] }, { "cell_type": "markdown", "metadata": { "id": "9qV2y3iHp13y" }, "source": [ "Using pandas syntax, we will select from our all_data input dataframe only those rows where the country_code is US. This is called row filtering." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "id": "UjMT_qhjf8Fu" }, "outputs": [], "source": [ "usa_data = all_data[all_data[\"country_code\"] == \"US\"]" ] }, { "cell_type": "markdown", "metadata": { "id": "IYCUayWkwq8c" }, "source": [ "We're only concerned with the date and the total number of confirmed cases for now, so select just those two columns as well." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "id": "IaoUf57ZwrJ8" }, "outputs": [], "source": [ "usa_data = usa_data[[\"date\", \"new_confirmed\"]]" ] }, { "cell_type": "markdown", "metadata": { "id": "94oqNRnDvGkr" }, "source": [ "### Sum data" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "id": "TNCQWZW83U0b" }, "source": [ "`usa_data.groupby(\"date\")` will give us a groupby object that lets us perform operations on groups of rows with the same date. We call sum on that object to get the sum for each day. This process might be familiar to pandas users." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "id": "tYDoaKgJChiq" }, "outputs": [], "source": [ "# numeric_only = True because we don't want to sum dates\n", "new_cases_usa = usa_data.groupby(\"date\").sum(numeric_only = True)" ] }, { "cell_type": "markdown", "metadata": { "id": "3jcwFPgK5BLh" }, "source": [ "### Line graph" ] }, { "cell_type": "markdown", "metadata": { "id": "8GvJAgnH5Nzi" }, "source": [ "BigQuery DataFrames implements some plotting methods with the matplotlib backend. Use `DataFrame.plot.line()` to draw a simple line graph." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "id": "gFbCgfFC2gHw" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "new_cases_usa.plot.line(\n", " rot=45,\n", " ylabel=\"New Cases\",\n", ")" ] }, { "cell_type": "markdown", "metadata": { "id": "sM5-HFDx70RG" }, "source": [ "## Visualization #2: Symptom-related searches compared to new cases" ] }, { "cell_type": "markdown", "metadata": { "id": "se1b6Vf4XB9_" }, "source": [ "### Filter data" ] }, { "cell_type": "markdown", "metadata": { "id": "Wl2o-NYMoygb" }, "source": [ "We're curious if searches for symptoms like \"cough\" and \"fever\" went up in the same times and places that new COVID-19 cases occured, compared to non-symptoms like \"bruise.\" Let's plot searches vs. new cases to see if it looks like there's a correlation." ] }, { "cell_type": "markdown", "metadata": { "id": "olfnCzyg8jYi" }, "source": [ "First, we select the new cases column and the search trends we're interested in." ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "id": "LqqHzjty8jk0" }, "outputs": [], "source": [ "regional_data = all_data[all_data[\"aggregation_level\"] == 1] # get only region level data,\n", "symptom_data = regional_data[[\"location_key\", \"new_confirmed\", \"search_trends_cough\", \"search_trends_fever\", \"search_trends_bruise\", \"population\", \"date\"]]" ] }, { "cell_type": "markdown", "metadata": { "id": "b3DlJX-k9SPk" }, "source": [ "Not all rows have data for all of these columns, so let's select only the rows that do. Finally, lets add a new column capturing new confirmed cases as a percentage of area population." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "g4MeM8Oe9Q6X" }, "outputs": [], "source": [ "symptom_data = symptom_data.dropna()\n", "symptom_data = symptom_data[symptom_data[\"new_confirmed\"] > 0]\n", "symptom_data[\"new_cases_percent_of_pop\"] = (symptom_data[\"new_confirmed\"] / symptom_data[\"population\"]) * 100\n", "\n", "\n", "# remove impossible data points\n", "symptom_data = symptom_data[(symptom_data[\"new_cases_percent_of_pop\"] >= 0)]\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# group data up by week\n", "weekly_data = symptom_data.groupby([symptom_data.location_key, symptom_data.date.dt.isocalendar().week]).agg({\"new_cases_percent_of_pop\": \"sum\", \"search_trends_cough\": \"mean\", \"search_trends_fever\": \"mean\", \"search_trends_bruise\": \"mean\"})" ] }, { "cell_type": "markdown", "metadata": { "id": "IlXt__om9QYI" }, "source": [ "We want to use a line of best fit to make the correlation stand out. Matplotlib does not include a feature for lines of best fit, but seaborn, which is built on matplotlib, does.\n", "\n", "BigQuery DataFrames does not currently integrate with seaborn by default. So we will demonstrate how to downsample and download a DataFrame, and use seaborn on the downloaded data." ] }, { "cell_type": "markdown", "metadata": { "id": "T9Hub_EAXWvY" }, "source": [ "### Graph with lines of best fit" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "id": "hoQ9TPgUPJnN" }, "source": [ "We will now use seaborn to make the plots with the lines of best fit for cough, fever, and bruise. Note that since we're working with a local pandas dataframe, you could use any other Python library or technique you're familiar with, but we'll stick to seaborn for this notebook.\n", "\n", "Seaborn will take a few minutes to calculate the lines. Since cough and fever are symptoms of COVID-19, but bruising isn't, we expect the slope of the line of best fit to be positive in the first two graphs, but not the third, indicating that there is a correlation between new COVID-19 cases and cough- and fever-related searches." ] }, { "cell_type": "code", "execution_count": 59, "metadata": { "id": "EG7qM3R18bOb" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import seaborn as sns\n", "\n", "# draw the graph. This might take ~30 seconds.\n", "sns.regplot(x=\"new_cases_percent_of_pop\", y=\"search_trends_cough\", data=weekly_data, scatter_kws={'alpha': 0.2, \"s\" :5})" ] }, { "cell_type": "code", "execution_count": 62, "metadata": { "id": "5nVy61rEGaM4" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# similarly, for fever\n", "sns.regplot(x=\"new_cases_percent_of_pop\", y=\"search_trends_fever\", data=weekly_data, scatter_kws={'alpha': 0.2, \"s\" :5})" ] }, { "cell_type": "code", "execution_count": 63, "metadata": { "id": "-S1A9E3WGaYH" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# similarly, for bruise\n", "sns.regplot(\n", " x=\"new_cases_percent_of_pop\",\n", " y=\"search_trends_bruise\",\n", " data=weekly_data,\n", " scatter_kws={'alpha': 0.2, \"s\" :5}\n", ")" ] }, { "cell_type": "markdown", "metadata": { "id": "Hd2A8707Uhz2" }, "source": [ "We see that the slope of the line is positive in the graphs for cough and fever, but flat for bruise. That means that in places with increasing new cases of COVID-19, we saw increasing searches for cough and fever, but we didn't see increasing searches for unrelated symptoms like bruises. Interesting!" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Recap" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "We used matplotlib to draw a line graph of COVID-19 cases over time in the USA. Then, we used downsampling to download only a portion of the available data, used seaborn to plot lines of best fit to observe corellation between COVID-19 cases and searches for related versus unrelated symptoms.\n", "\n", "Thank you for using BigQuery DataFrames!" ] } ], "metadata": { "colab": { "provenance": [] }, "kernelspec": { "display_name": "venv", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.6" } }, "nbformat": 4, "nbformat_minor": 0 }