diff --git a/src/notebooks/web-ordered-mirror-barplot.ipynb b/src/notebooks/web-ordered-mirror-barplot.ipynb new file mode 100644 index 0000000000..56136847b6 --- /dev/null +++ b/src/notebooks/web-ordered-mirror-barplot.ipynb @@ -0,0 +1,434 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "tags": [] + }, + "source": [ + "## About\n", + "\n", + "This plot is a [mirror barplot](https://python-graph-gallery.com/barplot/). It shows the **number of outgoing and incoming students** in different countries. Each bar is the **average of the country**, and the points the values for each year. \n", + "\n", + "The chart was originally made with [R](https://r-graph-gallery.com). This post is a translation to Python by [Joseph B.](https://www.linkedin.com/in/joseph-barbier-4ab531224/). \n", + "\n", + "Thanks to him for accepting sharing his work here!\n", + "\n", + "Let's see what the final picture will look like:\n", + "\n", + "IMAGE" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Libraries\n", + "\n", + "First, you need to install the following librairies:\n", + "- [matplotlib](https://python-graph-gallery.com/matplotlib/) is used for creating the chart and add customization features\n", + "- `pandas` is used to put the data into a dataframe and data manipulation\n", + "- `numpy` is used for adding noise to the positions of each marker\n", + "\n", + "And that's it!" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Libraries\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Dataset\n", + "\n", + "For this reproduction, we're going to retrieve the data directly from the [gallery's Github repo](https://www.react-graph-gallery.com). This means we just need to **give the right url as an argument** to pandas' `read_csv()` function to retrieve the data." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "scrolled": true, + "tags": [] + }, + "outputs": [], + "source": [ + "# URLs\n", + "resume_url = 'https://raw.githubusercontent.com/holtzy/the-python-graph-gallery/master/static/data/resume.csv'\n", + "erasmus_url = 'https://raw.githubusercontent.com/holtzy/the-python-graph-gallery/master/static/data/erasmus.csv'\n", + "\n", + "# Open datasets\n", + "\n", + "# Uncomment when merging\n", + "#resume = pd.read_csv(resume_url)\n", + "#data = pd.read_csv(erasmus_url)\n", + "\n", + "resume = pd.read_csv('../../static/data/resume.csv')\n", + "data = pd.read_csv('../../static/data/erasmus.csv')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Ordered barplot\n", + "\n", + "First, let's create the barplots without so much customization. \n", + "\n", + "In order to have the **barplots side by side**, we just have to specify than the **second one will be in negative** (`-resume['mean_send']` when using the `barh()` function). Moreover, since we ordered before our dataset by the `mean_send` column, it will automatically be in the right order (**decreasing**).\n", + "\n", + "The `alpha` argument defines the **opacity of the bars** (between 0 and 1)." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Create a figure and axis with a specific size\n", + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "\n", + "# Create both barplots\n", + "ax.barh(resume['country_name'], resume['mean_rec'],\n", + " color='blue', alpha=0.3)\n", + "ax.barh(resume['country_name'], -resume['mean_send'],\n", + " color='darkorange', alpha=0.3)\n", + "\n", + "# Add a title\n", + "ax.set_title('Number of Student', weight='bold')\n", + "\n", + "# Display the plot\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Remove spines and shift country names\n", + "\n", + "In this step, we will remove the spines (border of the graph) and put the country names on each bar\n", + "\n", + "- **remove label** using `ax.set_xticks([])`\n", + "- **remove spines** using `ax.spines[['right', 'top', 'left', 'bottom']].set_visible(False)`\n", + "- add **labels on the center** using the `text()` function" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Create a figure and axis with a specific size\n", + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "\n", + "# Create both barplots\n", + "ax.barh(resume['country_name'], resume['mean_rec'],\n", + " color='blue', alpha=0.3)\n", + "ax.barh(resume['country_name'], -resume['mean_send'],\n", + " color='darkorange', alpha=0.3)\n", + "\n", + "# Remove axis labels\n", + "ax.set_xticks([])\n", + "ax.set_yticks([])\n", + "\n", + "# Removes spines\n", + "ax.spines[['right', 'top', 'left', 'bottom']].set_visible(False)\n", + "\n", + "# Put country names on the center of the chart\n", + "for i, country_name in enumerate(resume['country_name']):\n", + " ax.text(0, i, country_name, ha='center', va='center', fontsize=8, alpha=0.6)\n", + "\n", + "# Add a title\n", + "ax.set_title('Number of Student', weight='bold', fontsize=9)\n", + "\n", + "# Display the plot\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Add individual points\n", + "\n", + "The peculiarity of the points in this graph is linked to 2 things:\n", + "- their position on the y-axis, which is **different for each country**\n", + "- their opacity, which **depends on the year concerned**\n", + "\n", + "In practice, we iterate over the rows of our `data` dataframe (thanks to `iterrows()`) that we **haven't used until now**, retrieving positions and opacity **according to country name and year**.\n", + "\n", + "For visual purpose, we add a very small noise to the `y_position` so that the points are **slightly burst**." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Create a figure and axis with a specific size\n", + "fig, ax = plt.subplots(figsize=(6, 6))\n", + "\n", + "# Create both barplots\n", + "ax.barh(resume['country_name'], resume['mean_rec'],\n", + " color='blue', alpha=0.3)\n", + "ax.barh(resume['country_name'], -resume['mean_send'],\n", + " color='darkorange', alpha=0.3)\n", + "\n", + "# Remove axis labels\n", + "ax.set_xticks([])\n", + "ax.set_yticks([])\n", + "\n", + "# Removes spines\n", + "ax.spines[['right', 'top', 'left', 'bottom']].set_visible(False)\n", + "\n", + "# Put country names on the center of the chart\n", + "for i, country_name in enumerate(resume['country_name']):\n", + " ax.text(0, i, country_name, ha='center', va='center', fontsize=8, alpha=0.6)\n", + "\n", + "# Add each observations, for each year and country\n", + "y_position = 0\n", + "for i, row in data.iterrows():\n", + " \n", + " # Get values\n", + " sending = -row['participants_x']\n", + " receiving = row['participants_y']\n", + " y_position = row['y_position']\n", + " years = row['academic_year']\n", + " \n", + " # Change alpha parameter according to the year concerned\n", + " year_alpha_mapping = {'2014-2015': 0.3,\n", + " '2015-2016': 0.4,\n", + " '2016-2017': 0.5,\n", + " '2017-2018': 0.6,\n", + " '2018-2019': 0.7,\n", + " '2019-2020': 0.9}\n", + " alpha = year_alpha_mapping[years]*0.6 # adjust as needed\n", + " \n", + " # Add small noise to the y_position\n", + " y_position += np.random.normal(0, 0.1, 1)\n", + " \n", + " # Add \n", + " ax.scatter(sending, y_position, c='darkorange', alpha=alpha, s=3)\n", + " ax.scatter(receiving, y_position, c='darkblue', alpha=alpha, s=3)\n", + "\n", + "\n", + "# Add a title\n", + "ax.set_title('Number of Student', weight='bold', fontsize=9)\n", + "\n", + "# Display the plot\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Add annotations for final chart\n", + "\n", + "All that's missing is a few annotations, but the **hard part's over**! \n", + "\n", + "Thanks to the `text()` function, you can easily add **annotations of different sizes and styles**." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Create a figure and axis with a specific size\n", + "fig, ax = plt.subplots(figsize=(8, 6))\n", + "\n", + "# Create both barplots\n", + "ax.barh(resume['country_name'], resume['mean_rec'],\n", + " color='blue', alpha=0.2)\n", + "ax.barh(resume['country_name'], -resume['mean_send'],\n", + " color='darkorange', alpha=0.2)\n", + "\n", + "# Remove axis labels\n", + "ax.set_xticks([])\n", + "ax.set_yticks([])\n", + "\n", + "# Removes spines\n", + "ax.spines[['right', 'top', 'left', 'bottom']].set_visible(False)\n", + "\n", + "# Put country names on the center of the chart\n", + "for i, country_name in enumerate(resume['country_name']):\n", + " ax.text(0, i, country_name, ha='center', va='center', fontsize=8, alpha=0.6)\n", + "\n", + "# Add each observations, for each year and country\n", + "y_position = 0\n", + "for i, row in data.iterrows():\n", + " \n", + " # Get values\n", + " sending = -row['participants_x']\n", + " receiving = row['participants_y']\n", + " y_position = row['y_position']\n", + " years = row['academic_year']\n", + " \n", + " # Change alpha parameter according to the year concerned\n", + " year_alpha_mapping = {'2014-2015': 0.3,\n", + " '2015-2016': 0.4,\n", + " '2016-2017': 0.5,\n", + " '2017-2018': 0.6,\n", + " '2018-2019': 0.7,\n", + " '2019-2020': 0.9}\n", + " alpha = year_alpha_mapping[years]*0.6\n", + " \n", + " # Add small noise to the y_position\n", + " y_position += np.random.normal(0, 0.2, 1)\n", + " \n", + " # Add \n", + " ax.scatter(sending, y_position, c='darkorange', alpha=alpha, s=3)\n", + " ax.scatter(receiving, y_position, c='darkblue', alpha=alpha, s=3)\n", + "\n", + "\n", + "# Label of Outgoing and Incoming students\n", + "ax.text(-6000, 24, 'Outgoing\\nstudents',\n", + " color='darkorange', ha='center', va='center', weight='bold')\n", + "ax.text(6000, 24, 'Incoming\\nstudents',\n", + " color='darkblue', ha='center', va='center', weight='bold')\n", + "\n", + "# big title\n", + "ax.text(-7000, 9, 'Students\\nexchanges\\nin Europe',\n", + " ha='left', va='center', weight='bold', fontsize=14)\n", + "\n", + "# description \n", + "text = '''Country ranking based on a\n", + "sample Erasmus programs.\n", + "Bars show the annual average\n", + "for the period, points show\n", + "the values for each year.'''\n", + "ax.text(-7000, 4.5, text, ha='left', va='center', fontsize=7)\n", + " \n", + "# credits\n", + "text = '''Data: Data.Europa | Plot: @BjnNowak'''\n", + "ax.text(-7000, 1, text, ha='left', va='center', fontsize=6)\n", + "\n", + "# Academic year legend\n", + "ax.text(x=4200, y=11, s='Academic Year', fontsize=7, weight='bold')\n", + "y_position = 10 # start at the 10th bar\n", + "for year, alpha in year_alpha_mapping.items():\n", + " \n", + " # Add the point\n", + " ax.scatter(4000, y_position, alpha=alpha, s=5, c='black')\n", + " ax.text(x=4200, y=y_position-0.2, s=year, fontsize=7)\n", + " \n", + " y_position -= 1 # decrease of one bar for the next iteration\n", + " \n", + "# Add a title at the top\n", + "ax.set_title('Number of Student', weight='bold', fontsize=9)\n", + "\n", + "# Display the plot\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Going further\n", + "\n", + "This article explains how to reproduce a [mirror barplot](https://python-graph-gallery.com/bubble-plot/) with annotations, individual observations, custom style and nice features. \n", + "\n", + "For more examples of **advanced customization** in barplot, check out this [circular barplot](https://python-graph-gallery.com/web-circular-barplot-with-matplotlib/). Also, you might be interested in [creating a population pyramid plot](https://python-graph-gallery.com/web-population-pyramid/)." + ] + } + ], + "metadata": { + "chartType": "barplot", + "description": "We will create a mirror barplot with individual observations using the Matplotlib library to visualize data about the Erasmus Program in European countries.
It was originally produced by Benjamin Nowak in R. Here we will reproduce one of its charts in Python.", + "family": "ranking", + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "keywords": "barplot, mirror, points, chart, plot, matplotlib", + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.13" + }, + "seoDescription": "How to create a mirror barplot with data points", + "slug": "web-ordered-mirror-barplot", + "title": "Mirror barplot with data points" + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/src/pages/barplot.js b/src/pages/barplot.js index 5a78fe9da5..75e4dbc28b 100644 --- a/src/pages/barplot.js +++ b/src/pages/barplot.js @@ -389,6 +389,16 @@ export default function Barplot() { /> + + + + + diff --git a/static/data/erasmus.csv b/static/data/erasmus.csv new file mode 100644 index 0000000000..6d410c36f5 --- /dev/null +++ b/static/data/erasmus.csv @@ -0,0 +1,182 @@ +sending_country_code,academic_year,participants_x,code_x,country_name,receiving_country_code,participants_y,code_y,receiving_all,y_position +HR,2014-2015,31,HR,Croatia,HR,17,HR,6367.0,12.0 +SI,2014-2015,37,SI,Slovenia,SI,30,SI,6844.0,13.0 +MK,2014-2015,39,MK,North Macedonia,MK,138,MK,3032.0,4.0 +LU,2018-2019,47,LU,Luxembourg,LU,147,LU,3437.0,3.0 +NO,2015-2016,54,NO,Norway,NO,88,NO,2616.0,2.0 +SK,2014-2015,65,SK,Slovakia,SK,46,SK,11084.0,20.0 +CY,2014-2015,74,CY,Cyprus,CY,66,CY,3897.0,5.0 +IS,2015-2016,78,IS,Iceland,IS,72,IS,1975.0,1.0 +LU,2019-2020,96,LU,Luxembourg,LU,126,LU,3437.0,3.0 +NL,2014-2015,97,NL,Netherlands,NL,1,NL,4260.0,6.0 +SE,2014-2015,103,SE,Sweden,SE,80,SE,2135.0,0.0 +AT,2014-2015,117,AT,Austria,AT,107,AT,5397.0,9.0 +UK,2014-2015,148,UK,Great Britain,UK,184,UK,19521.0,28.0 +FI,2015-2016,149,FI,Finland,FI,197,FI,3562.0,8.0 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+DE,2018-2019,7049,DE,Germany,DE,6917,DE,34278.0,30.0 +DE,2017-2018,7348,DE,Germany,DE,7226,DE,34278.0,30.0 diff --git a/static/data/resume.csv b/static/data/resume.csv new file mode 100644 index 0000000000..2c2990ee2a --- /dev/null +++ b/static/data/resume.csv @@ -0,0 +1,32 @@ +country_name,mean_rec,receiving_all,mean_send +Sweden,355.8333333333333,2135.0,390.6666666666667 +Iceland,395.0,1975.0,399.0 +Norway,436.0,2616.0,399.5 +Luxembourg,572.8333333333334,3437.0,495.1666666666667 +North Macedonia,505.3333333333333,3032.0,516.8333333333334 +Cyprus,649.5,3897.0,633.5 +Netherlands,710.0,4260.0,659.8333333333334 +Ireland,695.3333333333334,4172.0,700.1666666666666 +Finland,712.4,3562.0,754.6 +Austria,899.5,5397.0,905.1666666666666 +Malta,1008.8,5044.0,987.6 +Estonia,1061.5,6369.0,1017.6666666666666 +Croatia,1061.1666666666667,6367.0,1048.0 +Slovenia,1140.6666666666667,6844.0,1122.3333333333333 +Belgium,1363.2,6816.0,1183.2 +Denmark,1289.5,7737.0,1273.1666666666667 +Portugal,1324.1666666666667,7945.0,1341.1666666666667 +Bulgaria,1322.1666666666667,7933.0,1382.8333333333333 +Lithuania,1535.3333333333333,9212.0,1510.0 +Latvia,1563.8333333333333,9383.0,1599.6666666666667 +Slovakia,1847.3333333333333,11084.0,1897.3333333333333 +Italy,1924.1666666666667,11545.0,1931.0 +Turkey,2041.5,12249.0,2059.6666666666665 +Czechia,2293.8333333333335,13763.0,2289.3333333333335 +Romania,2247.8333333333335,13487.0,2301.5 +France,2962.1666666666665,17773.0,2657.0 +Spain,2981.1666666666665,17887.0,2902.1666666666665 +Hungary,3067.0,15335.0,3131.0 +Great Britain,3253.5,19521.0,3287.5 +Poland,5073.166666666667,30439.0,5146.0 +Germany,5713.0,34278.0,5732.333333333333 diff --git a/static/graph/web-ordered-mirror-barplot.png b/static/graph/web-ordered-mirror-barplot.png new file mode 100644 index 0000000000..81ae639c8e Binary files /dev/null and b/static/graph/web-ordered-mirror-barplot.png differ