{"id":169,"date":"2017-12-29T16:02:43","date_gmt":"2017-12-29T16:02:43","guid":{"rendered":"https:\/\/fcpython.com\/?p=169"},"modified":"2020-12-18T20:09:26","modified_gmt":"2020-12-18T20:09:26","slug":"boxplots-in-seaborn","status":"publish","type":"post","link":"https:\/\/fcpython.com\/visualisation\/boxplots-in-seaborn","title":{"rendered":"Boxplots in Seaborn"},"content":{"rendered":"<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<p>Boxplots are a relatively common chart type used to show distribution of numeric variables. The box itself will display the middle 50% of values, with a line showing the median value. The whiskers of the box show the highest and lowest values, excluding any outliers.<\/p>\n<p>This article will plot some data series of a teams&#8217; player ages. This should allow us to compare the age profiles of teams quite easily and spot teams with young or aging squads.<\/p>\n<p>Let&#8217;s get our modules imported along with a data frame of player information.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[1]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"kn\">import<\/span> <span class=\"nn\">pandas<\/span> <span class=\"k\">as<\/span> <span class=\"nn\">pd<\/span>\r\n<span class=\"kn\">import<\/span> <span class=\"nn\">seaborn<\/span> <span class=\"k\">as<\/span> <span class=\"nn\">sns<\/span>\r\n<span class=\"kn\">import<\/span> <span class=\"nn\">matplotlib.pyplot<\/span> <span class=\"k\">as<\/span> <span class=\"nn\">plt<\/span>\r\n<span class=\"o\">%<\/span><span class=\"k\">matplotlib<\/span> inline\r\n\r\n\r\n<span class=\"n\">data<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">read_csv<\/span><span class=\"p\">(<\/span><span class=\"s2\">&quot;..\/..\/Data\/Violin.csv&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">encoding<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">&quot;ISO-8859-1&quot;<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">data<\/span><span class=\"o\">.<\/span><span class=\"n\">head<\/span><span class=\"p\">()<\/span>\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"output_wrapper\">\n<div class=\"output\">\n<div class=\"output_area\">\n<div class=\"prompt output_prompt\">Out[1]:<\/div>\n<div class=\"output_html rendered_html output_subarea output_execute_result\">\n<div>\n<style>\n    .dataframe thead tr:only-child th {\n        text-align: right;\n    }<\/p>\n<p>    .dataframe thead th {\n        text-align: left;\n    }<\/p>\n<p>    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n<\/style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th><\/th>\n<th>Number<\/th>\n<th>Player<\/th>\n<th>Born<\/th>\n<th>Age<\/th>\n<th>Market value<\/th>\n<th>Team<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<th>0<\/th>\n<td>1<\/td>\n<td>Junling Yan Keeper<\/td>\n<td>Jan 28, 1991<\/td>\n<td>26<\/td>\n<td>\u00c2\u00a3510k<\/td>\n<td>Shanghai SIPG<\/td>\n<\/tr>\n<tr>\n<th>1<\/th>\n<td>22<\/td>\n<td>Le Sun Keeper<\/td>\n<td>Sep 17, 1989<\/td>\n<td>27<\/td>\n<td>\u00c2\u00a343k<\/td>\n<td>Shanghai SIPG<\/td>\n<\/tr>\n<tr>\n<th>2<\/th>\n<td>34<\/td>\n<td>Wei Chen Keeper<\/td>\n<td>Feb 14, 1998<\/td>\n<td>19<\/td>\n<td>\u00c2\u00a321k<\/td>\n<td>Shanghai SIPG<\/td>\n<\/tr>\n<tr>\n<th>3<\/th>\n<td>35<\/td>\n<td>Xiaodong Shi Keeper<\/td>\n<td>Feb 26, 1997<\/td>\n<td>20<\/td>\n<td>\u00c2\u00a321k<\/td>\n<td>Shanghai SIPG<\/td>\n<\/tr>\n<tr>\n<th>4<\/th>\n<td>16<\/td>\n<td>Ricardo Carvalho Centre-Back<\/td>\n<td>May 18, 1978<\/td>\n<td>38<\/td>\n<td>\u00c2\u00a3340k<\/td>\n<td>Shanghai SIPG<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<p>Here we have a dataset of Chinese Super League players. We are looking to plot the players&#8217; ages, grouped by their team &#8211; this will give us a violin for each team.<\/p>\n<p>Seaborn&#8217;s &#8216;.boxplot()&#8217; will make these plots very easy. We need to give it three arguments to start with:<\/p>\n<ul>\n<li>X &#8211; What are we grouping or data by? In this case, it is by teams.<\/li>\n<li>Y &#8211; What metric are we looking to learn about? For now, it is the players&#8217; ages.<\/li>\n<li>Data &#8211; Where is our data kept?<\/li>\n<\/ul>\n<p>Let&#8217;s plot our first set of boxes:<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[2]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">boxplot<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;Team&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">y<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;Age&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">data<\/span><span class=\"p\">)<\/span>\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"output_wrapper\">\n<div class=\"output\">\n<div class=\"output_area\">\n<div class=\"prompt output_prompt\">Out[2]:<\/div>\n<div class=\"output_text output_subarea output_execute_result\">\n<pre>&lt;matplotlib.axes._subplots.AxesSubplot at 0x20eaba980f0&gt;<\/pre>\n<\/div>\n<\/div>\n<div class=\"output_area\">\n<div class=\"prompt\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" 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KHpxCCLcDt8deeecA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\nRU5ErkJggg==\n\"\n>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<p>Very nice! Loads to improve on, but a good start! We can see the middle 50% of each team&#8217;s values, the highest and lowest values and also any outliers.<\/p>\n<p>Firstly, this is a bit small, so let&#8217;s use matplotlib to resize the plot area and re-plot:<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[3]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"c1\">#Set up our plot area, then define the size<\/span>\r\n<span class=\"n\">fig<\/span><span class=\"p\">,<\/span> <span class=\"n\">ax<\/span> <span class=\"o\">=<\/span> <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplots<\/span><span class=\"p\">()<\/span>\r\n<span class=\"n\">fig<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">14<\/span><span class=\"p\">,<\/span> <span class=\"mi\">5<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">boxplot<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;Team&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">y<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;Age&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">data<\/span><span class=\"p\">)<\/span>\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"output_wrapper\">\n<div class=\"output\">\n<div class=\"output_area\">\n<div class=\"prompt output_prompt\">Out[3]:<\/div>\n<div class=\"output_text output_subarea output_execute_result\">\n<pre>&lt;matplotlib.axes._subplots.AxesSubplot at 0x20eac0a7c88&gt;<\/pre>\n<\/div>\n<\/div>\n<div class=\"output_area\">\n<div class=\"prompt\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" 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qbXNzia\/dd90zebHYIkHZAZRx7LX7z83GaHsZdP3r5gWOZjoiRJkurCS3Wk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\n\"\n>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<p>Now we can see some different shapes much easier &#8211; but we can&#8217;t see which team is which! Let&#8217;s re-plot, but rotate the x axis labels:<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[4]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"n\">fig<\/span><span class=\"p\">,<\/span> <span class=\"n\">ax<\/span> <span class=\"o\">=<\/span> <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplots<\/span><span class=\"p\">()<\/span>\r\n<span class=\"n\">fig<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">14<\/span><span class=\"p\">,<\/span> <span class=\"mi\">5<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">ax<\/span> <span class=\"o\">=<\/span> <span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">boxplot<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;Team&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">y<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;Age&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">data<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">xticks<\/span><span class=\"p\">(<\/span><span class=\"n\">rotation<\/span><span class=\"o\">=<\/span><span class=\"mi\">65<\/span><span class=\"p\">)<\/span>\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"output_wrapper\">\n<div class=\"output\">\n<div class=\"output_area\">\n<div class=\"prompt output_prompt\">Out[4]:<\/div>\n<div class=\"output_text output_subarea output_execute_result\">\n<pre>(array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15]),\r\n &lt;a list of 16 Text xticklabel objects&gt;)<\/pre>\n<\/div>\n<\/div>\n<div class=\"output_area\">\n<div class=\"prompt\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" 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an4A\/CIzh6rXPR3YITN\/1ly0G4qIp1F6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\nQmCC\n\"\n>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<p>Much better! Now we can see that Changchun have a much younger squad than Guangzhou Evergrande. It is important to remember that this doesn&#8217;t tell you which is better &#8211; but this information is valuable for squad planning, player acquisition and many other areas within a team.<\/p>\n<p>Let&#8217;s make this chart even better looking with club colours:<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"cell border-box-sizing code_cell rendered\">\n<div class=\"input\">\n<div class=\"prompt input_prompt\">In&nbsp;[5]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"c1\">#Create a list of colours, in order of our teams on the plot)<\/span>\r\n<span class=\"n\">CSLcols<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"s2\">&quot;#FF0000&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#9A050A&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#112987&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#00A4FA&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#FF6600&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#008040&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#004EA1&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#5B0CB3&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#E50211&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#FF0000&quot;<\/span><span class=\"p\">,<\/span> \r\n           <span class=\"s2\">&quot;#00519A&quot;<\/span><span class=\"p\">,<\/span>  <span class=\"s2\">&quot;#75A315&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#E70008&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#E40000&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#C80815&quot;<\/span><span class=\"p\">,<\/span> <span class=\"s2\">&quot;#FF3300&quot;<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"c1\">#Create the palette with &#39;sns.color_palette()&#39; and pass our list as an argument<\/span>\r\n<span class=\"n\">CSLpalette<\/span> <span class=\"o\">=<\/span> <span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">color_palette<\/span><span class=\"p\">(<\/span><span class=\"n\">CSLcols<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"n\">fig<\/span><span class=\"p\">,<\/span> <span class=\"n\">ax<\/span> <span class=\"o\">=<\/span> <span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">subplots<\/span><span class=\"p\">()<\/span>\r\n<span class=\"n\">fig<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">14<\/span><span class=\"p\">,<\/span> <span class=\"mi\">5<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"c1\">#Add an extra argument, our new palette<\/span>\r\n<span class=\"n\">ax<\/span> <span class=\"o\">=<\/span> <span class=\"n\">sns<\/span><span class=\"o\">.<\/span><span class=\"n\">boxplot<\/span><span class=\"p\">(<\/span><span class=\"n\">x<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;Team&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">y<\/span><span class=\"o\">=<\/span><span class=\"s2\">&quot;Age&quot;<\/span><span class=\"p\">,<\/span> <span class=\"n\">data<\/span><span class=\"o\">=<\/span><span class=\"n\">data<\/span><span class=\"p\">,<\/span> <span class=\"n\">palette<\/span> <span class=\"o\">=<\/span> <span class=\"n\">CSLpalette<\/span> <span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">xticks<\/span><span class=\"p\">(<\/span><span class=\"n\">rotation<\/span><span class=\"o\">=<\/span><span class=\"mi\">65<\/span><span class=\"p\">)<\/span>\r\n<\/pre>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"output_wrapper\">\n<div class=\"output\">\n<div class=\"output_area\">\n<div class=\"prompt output_prompt\">Out[5]:<\/div>\n<div class=\"output_text output_subarea output_execute_result\">\n<pre>(array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15]),\r\n &lt;a list of 16 Text xticklabel objects&gt;)<\/pre>\n<\/div>\n<\/div>\n<div class=\"output_area\">\n<div class=\"prompt\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" 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LDDuPbaa5sORZKkackESJJaZHBwkKVLlzI4ONh0KJIkTUsmQJLUEitWrODE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\nOgKfYF\/iFNwPVAU\/FSpkUIkg5ISM0zQd8HoKfkKe+3MLVsaqUGEYZPpMNs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class=\"cell border-box-sizing text_cell rendered\">\n<div class=\"prompt input_prompt\">\n<\/div>\n<div class=\"inner_cell\">\n<div class=\"text_cell_render border-box-sizing rendered_html\">\n<p>Great effort, that looks so much better! Now our viewers can easily pick out their own teams.<\/p>\n<h3 id=\"Summary\">Summary<\/h3>\n<p>This article tells us how to use box plots to quickly plot a big dataset to compare distributions across categories. Seaborn&#8217;s &#8216;boxplot()&#8217; command makes it easy to draw, then customise the plots.<\/p>\n<p>One shortcoming in boxplots is that we cannot see exactly how many values there are ay each point &#8211; the boxes and lines are just suggestive, all sorts of patterns can be hidng in them. You might want to take a look at violin plots for a way of getting around this.<\/p>\n<p>Next up, take a look at other visualisation types &#8211; or learn how to scrape data so that you can look at other leagues!<\/p>\n<\/div>\n<\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Boxplots are a relatively common chart type used to show distribution of numeric variables. 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