{"id":85,"date":"2017-07-05T02:45:17","date_gmt":"2017-07-05T02:45:17","guid":{"rendered":"https:\/\/xiaohaionline.com\/?p=85"},"modified":"2017-07-06T20:53:22","modified_gmt":"2017-07-06T20:53:22","slug":"using-pandas-for-stock-price-analysis-and-visualization","status":"publish","type":"post","link":"https:\/\/xiaohaionline.com\/index.php\/2017\/07\/05\/using-pandas-for-stock-price-analysis-and-visualization\/","title":{"rendered":"Stock price analysis and visualization with Pandas"},"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<h3 id=\"Introduction\">Introduction<a class=\"anchor-link\" href=\"#Introduction\">&#182;<\/a><\/h3>\n<p>I recently did some Pandas-based analysis of Uber trip data for trip prediction purpose. During the process, I found Panads is really helpful in data processing and visualization, and thus this post.<\/p>\n<p>However, due to obvious reasons, I am not supposed to publish internal business data online. And hence here I stripped down the original codes and changed the data source to stock prices.<\/p>\n<p>Unfortunately, Uber trip data and stock price data are fundamentally different. For example, Uber trip data exhibit strong weekly pattern while stock prices do not. As the side effect, some of the analysis in this post is not practically useful, and some of it might not even make sense. But I still consider it valuable for practicing Pandas.<\/p>\n<p>Pandas is really a great tool for data transformation, analyzing and visualization, as long as the data set can fit in memory.<\/p>\n<p>To better understand Pandas, one needs first to have a grasp of the basic concepts. I found the best starting point was to read through <a href=\"https:\/\/pandas.pydata.org\/pandas-docs\/stable\/dsintro.html\">Introduction to Data Structures<\/a>. Once you understand the basic data structures, it should be easier to understand the others.<\/p>\n<p>For those need to deal with time series, you should also read through <a href=\"https:\/\/pandas.pydata.org\/pandas-docs\/stable\/timeseries.html\">Time Series \/ Date functionality<\/a>.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<p><!--more--><\/p>\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<h3 id=\"Preparation\">Preparation<a class=\"anchor-link\" href=\"#Preparation\">&#182;<\/a><\/h3>\n<p>As with any data science work, we start with data. Here we need to get historical stock data. We used to have <a href=\"https:\/\/github.com\/lukaszbanasiak\/yahoo-finance\">Yahoo Finance<\/a> and <a href=\"https:\/\/github.com\/hongtaocai\/googlefinance\">Google Finance<\/a> python packages at our disposal. The problem is that Yahoo seems to be a sinking ship now. As of May 2017, the <a href=\"https:\/\/github.com\/lukaszbanasiak\/yahoo-finance\">Yahoo Finance<\/a> API for historical data is broken while <a href=\"https:\/\/github.com\/hongtaocai\/googlefinance\">Google Finance<\/a> provides realtime data only.<\/p>\n<p>So let me roll up my sleeves, take a detour and provide an API for query historical data from the Google Finance web site.<\/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\">from<\/span> <span class=\"nn\">datetime<\/span> <span class=\"k\">import<\/span> <span class=\"n\">date<\/span>\r\n<span class=\"kn\">from<\/span> <span class=\"nn\">dateutil.relativedelta<\/span> <span class=\"k\">import<\/span> <span class=\"n\">relativedelta<\/span>\r\n<span class=\"kn\">import<\/span> <span class=\"nn\">urllib.request<\/span>\r\n\r\n<span class=\"k\">class<\/span> <span class=\"nc\">GoogleFinanceAPI<\/span><span class=\"p\">():<\/span>\r\n    <span class=\"k\">def<\/span> <span class=\"nf\">__init__<\/span><span class=\"p\">(<\/span><span class=\"bp\">self<\/span><span class=\"p\">,<\/span> <span class=\"n\">symbol<\/span><span class=\"p\">):<\/span>\r\n        <span class=\"bp\">self<\/span><span class=\"o\">.<\/span><span class=\"n\">_symbol<\/span> <span class=\"o\">=<\/span> <span class=\"n\">symbol<\/span><span class=\"o\">.<\/span><span class=\"n\">upper<\/span><span class=\"p\">()<\/span>\r\n        \r\n    <span class=\"c1\"># Warning: if you call this method for too much data, Google finance truncates it and only gives you partial<\/span>\r\n    <span class=\"k\">def<\/span> <span class=\"nf\">get_simple_historical<\/span><span class=\"p\">(<\/span><span class=\"bp\">self<\/span><span class=\"p\">,<\/span> <span class=\"n\">start_date<\/span><span class=\"p\">,<\/span> <span class=\"n\">end_date<\/span><span class=\"o\">=<\/span><span class=\"n\">date<\/span><span class=\"o\">.<\/span><span class=\"n\">today<\/span><span class=\"p\">()):<\/span>\r\n        <span class=\"n\">url_string<\/span> <span class=\"o\">=<\/span> <span class=\"s2\">&quot;http:\/\/www.google.com\/finance\/historical?q=<\/span><span class=\"si\">{0}<\/span><span class=\"s2\">&amp;startdate=<\/span><span class=\"si\">{1}<\/span><span class=\"s2\">&amp;enddate=<\/span><span class=\"si\">{2}<\/span><span class=\"s2\">&amp;output=csv&quot;<\/span><span class=\"o\">.<\/span><span class=\"n\">format<\/span><span class=\"p\">(<\/span>\r\n            <span class=\"bp\">self<\/span><span class=\"o\">.<\/span><span class=\"n\">_symbol<\/span><span class=\"p\">,<\/span> <span class=\"nb\">str<\/span><span class=\"p\">(<\/span><span class=\"n\">start_date<\/span><span class=\"p\">),<\/span> <span class=\"nb\">str<\/span><span class=\"p\">(<\/span><span class=\"n\">end_date<\/span><span class=\"p\">))<\/span>\r\n        <span class=\"k\">with<\/span> <span class=\"n\">urllib<\/span><span class=\"o\">.<\/span><span class=\"n\">request<\/span><span class=\"o\">.<\/span><span class=\"n\">urlopen<\/span><span class=\"p\">(<\/span><span class=\"n\">url_string<\/span><span class=\"p\">)<\/span> <span class=\"k\">as<\/span> <span class=\"n\">f<\/span><span class=\"p\">:<\/span>\r\n            <span class=\"n\">csv<\/span> <span class=\"o\">=<\/span> <span class=\"n\">f<\/span><span class=\"o\">.<\/span><span class=\"n\">read<\/span><span class=\"p\">()<\/span>\r\n        <span class=\"k\">return<\/span> <span class=\"n\">csv<\/span><span class=\"p\">;<\/span>\r\n    \r\n    <span class=\"c1\"># Split the whole query into 10 years each to avoid truncating<\/span>\r\n    <span class=\"k\">def<\/span> <span class=\"nf\">get_full_historical<\/span><span class=\"p\">(<\/span><span class=\"bp\">self<\/span><span class=\"p\">,<\/span> <span class=\"n\">start_date<\/span><span class=\"p\">,<\/span> <span class=\"n\">end_date<\/span><span class=\"o\">=<\/span><span class=\"n\">date<\/span><span class=\"o\">.<\/span><span class=\"n\">today<\/span><span class=\"p\">()):<\/span>\r\n        <span class=\"n\">results<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[]<\/span>\r\n        <span class=\"k\">while<\/span> <span class=\"n\">start_date<\/span> <span class=\"o\">&lt;<\/span> <span class=\"n\">end_date<\/span><span class=\"p\">:<\/span>\r\n            <span class=\"n\">query_start_date<\/span> <span class=\"o\">=<\/span> <span class=\"n\">end_date<\/span> <span class=\"o\">+<\/span> <span class=\"n\">relativedelta<\/span><span class=\"p\">(<\/span><span class=\"n\">years<\/span> <span class=\"o\">=<\/span> <span class=\"o\">-<\/span><span class=\"mi\">10<\/span><span class=\"p\">)<\/span>\r\n            <span class=\"k\">if<\/span> <span class=\"n\">query_start_date<\/span> <span class=\"o\">&lt;<\/span> <span class=\"n\">start_date<\/span><span class=\"p\">:<\/span>\r\n                <span class=\"n\">query_start_date<\/span> <span class=\"o\">=<\/span> <span class=\"n\">start_date<\/span>\r\n            <span class=\"n\">partial_historical_data<\/span> <span class=\"o\">=<\/span> <span class=\"bp\">self<\/span><span class=\"o\">.<\/span><span class=\"n\">get_simple_historical<\/span><span class=\"p\">(<\/span><span class=\"n\">query_start_date<\/span><span class=\"p\">,<\/span> <span class=\"n\">end_date<\/span><span class=\"p\">)<\/span>\r\n            <span class=\"n\">results<\/span><span class=\"o\">.<\/span><span class=\"n\">append<\/span><span class=\"p\">(<\/span><span class=\"n\">partial_historical_data<\/span><span class=\"p\">)<\/span>\r\n            <span class=\"n\">end_date<\/span> <span class=\"o\">=<\/span> <span class=\"n\">query_start_date<\/span>\r\n        <span class=\"k\">return<\/span> <span class=\"n\">results<\/span>\r\n<\/pre>\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>Go get the data<\/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\">msft<\/span> <span class=\"o\">=<\/span> <span class=\"n\">GoogleFinanceAPI<\/span><span class=\"p\">(<\/span><span class=\"s1\">&#39;msft&#39;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"c1\"># Google Finance data indicates MSFT stock price started from 3\/13\/1986<\/span>\r\n<span class=\"c1\"># Is that Microsoft&#39;s IPO day? I am not old enought to know, and feeling lazy not to search at this moment<\/span>\r\n<span class=\"n\">msft_csvs<\/span> <span class=\"o\">=<\/span> <span class=\"n\">msft<\/span><span class=\"o\">.<\/span><span class=\"n\">get_full_historical<\/span><span class=\"p\">(<\/span><span class=\"n\">date<\/span><span class=\"p\">(<\/span><span class=\"mi\">1986<\/span><span class=\"p\">,<\/span> <span class=\"mi\">3<\/span><span class=\"p\">,<\/span> <span class=\"mi\">13<\/span><span class=\"p\">))<\/span>\r\n<\/pre>\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<h3 id=\"Meet-the-Pandas\">Meet the Pandas<a class=\"anchor-link\" href=\"#Meet-the-Pandas\">&#182;<\/a><\/h3>\n<p>Pandas enjoys CSV data. In the following codes, we see<\/p>\n<ol>\n<li><a href=\"https:\/\/pandas.pydata.org\/pandas-docs\/stable\/generated\/pandas.read_csv.html\">read_csv()<\/a> for creating pandas data frame from csv data. Please note the three named parmeters passed.\n<ol>\n<li>The dtype parameter is to inform Pandas about the date field data type<\/li>\n<li>The encoding tells Pandas that the string data contains <a href=\"https:\/\/en.wikipedia.org\/wiki\/Byte_order_mark\">BOM mark<\/a> &#8216;\\xef\\xbb\\xbf&#8217;. Without using the &#8216;utf-8-sig&#8217; encoding parameter, you would run into key error problem when accessing the &#8216;Date&#8217; column. For there are hidden characters before the string &#8216;Date&#8217; in the column name.<\/li>\n<li>The parse_dates indicate to Pandas to parse the first column and generate date object. Without this option, you won&#8217;t be able to use many of the Pandas&#8217;s nice time series manipulation capabilities.<\/li>\n<\/ol>\n<\/li>\n<li><a href=\"https:\/\/pandas.pydata.org\/pandas-docs\/stable\/generated\/pandas.concat.html\">concat()<\/a> to concatenate multiple homgeneous data frames together<\/li>\n<li><a href=\"https:\/\/pandas.pydata.org\/pandas-docs\/stable\/generated\/pandas.DataFrame.head.html\">head()<\/a> and <a href=\"https:\/\/pandas.pydata.org\/pandas-docs\/stable\/generated\/pandas.DataFrame.tail.html\">tail()<\/a> for quick inspection of the data, they are for dumping the first and last few rows of the data table respectively<\/li>\n<li><a href=\"https:\/\/pandas.pydata.org\/pandas-docs\/stable\/generated\/pandas.DataFrame.set_index.html\">set_index()<\/a> call is used to make the date field as the indexing field.<\/li>\n<\/ol>\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=\"kn\">import<\/span> <span class=\"nn\">numpy<\/span> <span class=\"k\">as<\/span> <span class=\"nn\">np<\/span>\r\n<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\">io<\/span>\r\n\r\n<span class=\"n\">msft_dfs<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[]<\/span>\r\n<span class=\"k\">for<\/span> <span class=\"n\">msft_csv<\/span> <span class=\"ow\">in<\/span> <span class=\"n\">msft_csvs<\/span><span class=\"p\">:<\/span>\r\n    <span class=\"n\">msft_dfs<\/span><span class=\"o\">.<\/span><span class=\"n\">append<\/span><span class=\"p\">(<\/span><span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">read_csv<\/span><span class=\"p\">(<\/span><span class=\"n\">io<\/span><span class=\"o\">.<\/span><span class=\"n\">BytesIO<\/span><span class=\"p\">(<\/span><span class=\"n\">msft_csv<\/span><span class=\"p\">),<\/span> <span class=\"n\">encoding<\/span><span class=\"o\">=<\/span><span class=\"s1\">&#39;utf-8-sig&#39;<\/span><span class=\"p\">,<\/span> <span class=\"n\">parse_dates<\/span><span class=\"o\">=<\/span><span class=\"p\">[<\/span><span class=\"mi\">0<\/span><span class=\"p\">],<\/span> <span class=\"n\">dtype<\/span><span class=\"o\">=<\/span><span class=\"p\">{<\/span><span class=\"s1\">&#39;Date&#39;<\/span><span class=\"p\">:<\/span> <span class=\"n\">date<\/span><span class=\"p\">}))<\/span>\r\n<span class=\"n\">msft_df<\/span> <span class=\"o\">=<\/span> <span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">concat<\/span><span class=\"p\">(<\/span><span class=\"n\">msft_dfs<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">msft_df<\/span> <span class=\"o\">=<\/span> <span class=\"n\">msft_df<\/span><span class=\"o\">.<\/span><span class=\"n\">set_index<\/span><span class=\"p\">([<\/span><span class=\"s1\">&#39;Date&#39;<\/span><span class=\"p\">])<\/span>\r\n<span class=\"nb\">print<\/span><span class=\"p\">(<\/span><span class=\"n\">msft_df<\/span><span class=\"o\">.<\/span><span class=\"n\">head<\/span><span class=\"p\">())<\/span>\r\n<span class=\"nb\">print<\/span><span class=\"p\">(<\/span><span class=\"n\">msft_df<\/span><span class=\"o\">.<\/span><span class=\"n\">tail<\/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\"><\/div>\n<div class=\"output_subarea output_stream output_stdout output_text\">\n<pre>             Open   High    Low  Close    Volume\r\nDate                                            \r\n2017-07-03  69.33  69.60  68.02  68.17  16165538\r\n2017-06-30  68.78  69.38  68.74  68.93  24161068\r\n2017-06-29  69.38  69.49  68.09  68.49  28918715\r\n2017-06-28  69.21  69.84  68.79  69.80  25806200\r\n2017-06-27  70.11  70.18  69.18  69.21  25215128\r\n            Open  High   Low  Close    Volume\r\nDate                                         \r\n1986-03-19   0.0   0.1  0.10    0.1  47846304\r\n1986-03-18   0.0   0.1  0.10    0.1  66403296\r\n1986-03-17   0.0   0.1  0.10    0.1  33036768\r\n1986-03-14   0.0   0.1  0.10    0.1   7852896\r\n1986-03-13   0.0   0.1  0.09    0.1  30758400\r\n<\/pre>\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>Without further ado, let&#8217;s get some visualization. A few points:<\/p>\n<ol>\n<li>If for any reason, you would like to reverse the order of the x-axis, you can use the <a href=\"http:\/\/matplotlib.org\/2.0.0rc1\/api\/_as_gen\/matplotlib.axes.Axes.invert_xaxis.html\">invert_xaxis()<\/a> call after <a href=\"https:\/\/pandas.pydata.org\/pandas-docs\/stable\/generated\/pandas.DataFrame.plot.html\">plot()<\/a>.<\/li>\n<li><a href=\"https:\/\/matplotlib.org\/users\/pyplot_tutorial.html\">title()<\/a> and <a href=\"https:\/\/matplotlib.org\/users\/pyplot_tutorial.html\">set_size_inches()<\/a> are self-explanatory<\/li>\n<li>We only plotted the closing price. If you want to plot multiple columns at the same time, you can use [&#8216;Open&#8217;, &#8216;Close&#8217;] in place of &#8216;Close&#8217;. You can put arbitrary number of entries in the list. I did not do it because all these numbers are so close, without zooming in, practically only one series of data is visible even if you show all.<\/li>\n<li>You don&#8217;t want to plot every thing, i.e. msft_plot.plot(), because the high numerical values of volume data will obscure everything else.<\/li>\n<li>Note when you pass a list as the parameter, you should have double brackets, i.e. [[&#8216;Open&#8217;, &#8216;Close&#8217;]].<\/li>\n<\/ol>\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=\"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<span class=\"n\">msft_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;Close&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">()<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">&#39;Microsoft stock closing prices - All&#39;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">gcf<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">15<\/span><span class=\"p\">,<\/span> <span class=\"mi\">8<\/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\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" 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MP\/EUaKFDAAQb906VzY0pH9Pr17SrFnFnytf2vv77pN22SXdcQjIAACtrtDcLV5DQ5CV6stfDtaH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vjcx55JF7ff39fdu0at5h97GOlKSsA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\n\/wdqpq7GyqLDEAAAAABJRU5ErkJggg==\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>Extracting and plotting data for a single year is almost one liner:<\/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=\"n\">msft_df<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;2017&#39;<\/span><span class=\"p\">][<\/span><span class=\"s1\">&#39;Close&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">()<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">&#39;Microsoft stock closing prices - 2017&#39;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">gcf<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">15<\/span><span class=\"p\">,<\/span> <span class=\"mi\">8<\/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\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" 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FDNnLVvCfvtFdb3J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L0sjXUQ\/DPyN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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<h3 id=\"Some-advanced-techniques\">Some advanced techniques<a class=\"anchor-link\" href=\"#Some-advanced-techniques\">&#182;<\/a><\/h3>\n<p>Let&#8217;s check if the stock exibits any movement patterns within a week, i.e. does MSFT usually close at a higher price than Tuesday? We evaluate this by dividing the day&#8217;s price by the sum of the corresponding five weekdays&#8217; closing prices. There are obviously exceptions, i.e. during holiday time. Please excuse me for not dealing with this complexity. For the whole thing at this point is hypothetical, and it is only for coding illustrations.<\/p>\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<h4 id=\"Pandas-resample\">Pandas resample<a class=\"anchor-link\" href=\"#Pandas-resample\">&#182;<\/a><\/h4>\n<ol>\n<li><a href=\"https:\/\/pandas.pydata.org\/pandas-docs\/stable\/generated\/pandas.DataFrame.resample.html\">resample()<\/a> function call reduces the number points and allows aggregation.<\/li>\n<li><a href=\"https:\/\/pandas.pydata.org\/pandas-docs\/stable\/generated\/pandas.DataFrame.asfreq.html\">asfreq()<\/a> is the inverse of resample. It expands the data into finer granularity, and the &#8220;bfill&#8221; method means copy data points backwards.<\/li>\n<li>The spikes in the data is due to the fact that the code did not incorporate holidays. So weeks with holidays will have higher contribution values for each weekday of that week.<\/li>\n<li>As we can see from the plot, the distribution seems random.<\/li>\n<\/ol>\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;[6]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"kn\">from<\/span> <span class=\"nn\">pandas.tseries.offsets<\/span> <span class=\"k\">import<\/span> <span class=\"o\">*<\/span>\r\n\r\n<span class=\"n\">weekly_sum<\/span> <span class=\"o\">=<\/span> <span class=\"n\">msft_df<\/span><span class=\"o\">.<\/span><span class=\"n\">resample<\/span><span class=\"p\">(<\/span><span class=\"s1\">&#39;W-FRI&#39;<\/span><span class=\"p\">)<\/span><span class=\"o\">.<\/span><span class=\"n\">sum<\/span><span class=\"p\">()<\/span>\r\n<span class=\"n\">weekly_sum_daily<\/span> <span class=\"o\">=<\/span> <span class=\"n\">weekly_sum<\/span><span class=\"o\">.<\/span><span class=\"n\">asfreq<\/span><span class=\"p\">(<\/span><span class=\"n\">BDay<\/span><span class=\"p\">(),<\/span> <span class=\"n\">method<\/span> <span class=\"o\">=<\/span> <span class=\"s1\">&#39;bfill&#39;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">weekly_contrib<\/span> <span class=\"o\">=<\/span> <span class=\"p\">(<\/span><span class=\"n\">msft_df<\/span> <span class=\"o\">\/<\/span> <span class=\"n\">weekly_sum_daily<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">weekly_contrib<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;2016&#39;<\/span><span class=\"p\">][<\/span><span class=\"s1\">&#39;Close&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">()<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">&#39;Microsoft stock ratio of every weekday price to the weekly price total - 2016&#39;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">gcf<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">15<\/span><span class=\"p\">,<\/span> <span class=\"mi\">8<\/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\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" 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dJuu43+vHZC2xxJO5rZ9pIe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\nwAChDfXH0KwwHKwgFNsQqkRoSxehLSJ62vL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P8B4\/ev90OuxglY7vWzSxJ6Pc\/nlQ1vSYw3P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\noiLGoI2IiIiIiKiI\/X9oY9K7kQUQ3QAAAABJRU5ErkJggg==\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>For the closing price, let&#8217;s create a table (DataFrame) with columns as Monday, Tuesday, Wednesday, Thursday, Friday, and each row represents a week. From this table, we can easily extract Monday&#8217;s value of the weekly distribution.<\/p>\n<p>In the Monday plot below, the gaps should be because that Monday is a holiday. The spikes are due to holidays in the week (other than Monday).<\/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;[7]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"c1\"># With the following line of code, each row is for a week, and the one column is<\/span>\r\n<span class=\"c1\">#   the list of values of weekday distributions<\/span>\r\n<span class=\"n\">weekly_contrib_resample<\/span> <span class=\"o\">=<\/span> <span class=\"n\">weekly_contrib<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;Close&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">resample<\/span><span class=\"p\">(<\/span><span class=\"s1\">&#39;W-FRI&#39;<\/span><span class=\"p\">)<\/span><span class=\"o\">.<\/span><span class=\"n\">apply<\/span><span class=\"p\">(<\/span><span class=\"k\">lambda<\/span> <span class=\"n\">x<\/span><span class=\"p\">:<\/span> <span class=\"n\">x<\/span><span class=\"o\">.<\/span><span class=\"n\">tolist<\/span><span class=\"p\">()[<\/span><span class=\"mi\">0<\/span><span class=\"p\">:<\/span><span class=\"mi\">5<\/span><span class=\"p\">])<\/span>\r\n\r\n<span class=\"c1\"># Seperate the list of weekday values into five columns<\/span>\r\n<span class=\"n\">weekly_contrib_rect<\/span> <span class=\"o\">=<\/span> <span class=\"n\">weekly_contrib_resample<\/span><span class=\"o\">.<\/span><span class=\"n\">apply<\/span><span class=\"p\">(<\/span><span class=\"n\">pd<\/span><span class=\"o\">.<\/span><span class=\"n\">Series<\/span><span class=\"p\">)<\/span>\r\n\r\n<span class=\"c1\"># Rename the columns<\/span>\r\n<span class=\"n\">column_names<\/span> <span class=\"o\">=<\/span> <span class=\"p\">[<\/span><span class=\"s1\">&#39;Mon&#39;<\/span><span class=\"p\">,<\/span> <span class=\"s1\">&#39;Tue&#39;<\/span><span class=\"p\">,<\/span> <span class=\"s1\">&#39;Wed&#39;<\/span><span class=\"p\">,<\/span> <span class=\"s1\">&#39;Thur&#39;<\/span><span class=\"p\">,<\/span> <span class=\"s1\">&#39;Fri&#39;<\/span><span class=\"p\">]<\/span>\r\n<span class=\"n\">weekly_contrib_rect<\/span> <span class=\"o\">=<\/span> <span class=\"n\">weekly_contrib_rect<\/span><span class=\"o\">.<\/span><span class=\"n\">rename<\/span><span class=\"p\">(<\/span><span class=\"n\">columns<\/span><span class=\"o\">=<\/span><span class=\"k\">lambda<\/span> <span class=\"n\">x<\/span><span class=\"p\">:<\/span> <span class=\"n\">column_names<\/span><span class=\"p\">[<\/span><span class=\"n\">x<\/span><span class=\"p\">])<\/span>\r\n\r\n<span class=\"n\">weekly_contrib_rect<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;2016&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">()<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">&#39;Microsoft stock ratio of weekday price to the week price total - 2016&#39;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">gcf<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">15<\/span><span class=\"p\">,<\/span> <span class=\"mi\">8<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">figure<\/span><span class=\"p\">()<\/span>\r\n<span class=\"n\">weekly_contrib_rect<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;2016&#39;<\/span><span class=\"p\">][<\/span><span class=\"s1\">&#39;Mon&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"p\">()<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">&#39;Microsoft stock weekly ratio of monday price to the week price total - 2016&#39;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">gcf<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">15<\/span><span class=\"p\">,<\/span> <span class=\"mi\">8<\/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\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" 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SuqTY\/jpTPEo4sn8ZE4\/oxPrl5jujzd7\/CUWlEzaJKv54hlj1xwtos2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\nrFqXeqh\/gNXNHzMaOm+JrJ5CEMm109a4K2SZP\/RyAJj6CRxIm5J7o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u3bxO5f6eT9GLTOhvazxppLli+MO8GFftWEIWJX7iq3n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xmpMsVJe625YYtmvKV2S8d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VChTbmtKHTUGkDAAAxY05baxQutFFpQyeh0gYAAGLGnLbW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IzPRP\/4BPPJIcot7Tpjg7nFo29YC4mw1dKidB4YM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\nRBRi\/w8CHqa9LuZHtAAAAABJRU5ErkJggg==\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<h4 id=\"Histograms\">Histograms<a class=\"anchor-link\" href=\"#Histograms\">&#182;<\/a><\/h4>\n<p>Histograms are good approximation of distributions.<\/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;[8]:<\/div>\n<div class=\"inner_cell\">\n<div class=\"input_area\">\n<div class=\" highlight hl-ipython3\">\n<pre><span><\/span><span class=\"n\">stacked<\/span> <span class=\"o\">=<\/span> <span class=\"kc\">False<\/span>\r\n<span class=\"n\">weekly_contrib_rect<\/span><span class=\"p\">[<\/span><span class=\"s1\">&#39;Mon&#39;<\/span><span class=\"p\">]<\/span><span class=\"o\">.<\/span><span class=\"n\">plot<\/span><span class=\"o\">.<\/span><span class=\"n\">hist<\/span><span class=\"p\">(<\/span><span class=\"n\">stacked<\/span> <span class=\"o\">=<\/span> <span class=\"n\">stacked<\/span><span class=\"p\">,<\/span> <span class=\"n\">bins<\/span><span class=\"o\">=<\/span><span class=\"mi\">80<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">title<\/span><span class=\"p\">(<\/span><span class=\"s1\">&#39;weekly contributiona - All&#39;<\/span><span class=\"p\">)<\/span>\r\n<span class=\"n\">plt<\/span><span class=\"o\">.<\/span><span class=\"n\">gcf<\/span><span class=\"p\">()<\/span><span class=\"o\">.<\/span><span class=\"n\">set_size_inches<\/span><span class=\"p\">(<\/span><span class=\"mi\">15<\/span><span class=\"p\">,<\/span><span class=\"mi\">8<\/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\"><\/div>\n<div class=\"output_png output_subarea \">\n<img decoding=\"async\" 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on&#182; I recently did some Pandas-based analysis of Uber trip data for trip prediction purpose. During the process, I found Panads is really helpful in data processing and visualization, and thus this post. However, due to obvious reasons, I am not supposed to publish internal business data online. And hence here I stripped down the [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[4,3],"tags":[6,5,22,7],"class_list":["post-85","post","type-post","status-publish","format-standard","hentry","category-python","category-software","tag-pandas","tag-python","tag-stock","tag-visualization"],"_links":{"self":[{"href":"https:\/\/xiaohaionline.com\/index.php\/wp-json\/wp\/v2\/posts\/85","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/xiaohaionline.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/xiaohaionline.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/xiaohaionline.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/xiaohaionline.com\/index.php\/wp-json\/wp\/v2\/comments?post=85"}],"version-history":[{"count":11,"href":"https:\/\/xiaohaionline.com\/index.php\/wp-json\/wp\/v2\/posts\/85\/revisions"}],"predecessor-version":[{"id":96,"href":"https:\/\/xiaohaionline.com\/index.php\/wp-json\/wp\/v2\/posts\/85\/revisions\/96"}],"wp:attachment":[{"href":"https:\/\/xiaohaionline.com\/index.php\/wp-json\/wp\/v2\/media?parent=85"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/xiaohaionline.com\/index.php\/wp-json\/wp\/v2\/categories?post=85"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/xiaohaionline.com\/index.php\/wp-json\/wp\/v2\/tags?post=85"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}