{ "cells": [ { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [], "source": [ "# Importing required modules\n", "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import matplotlib.dates as mdates\n", "import datetime as dt\n", "from datetime import datetime # To access datetime \n", "from pandas import Series # To work on series \n", "\n", "# Settings for pretty nice plots \n", "plt.style.use('fivethirtyeight')\n", "%matplotlib inline\n", "\n", "# ignore warnings\n", "import warnings\n", "warnings.filterwarnings('ignore')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Importing necessary libraries and the Stock Data" ] }, { "cell_type": "code", "execution_count": 75, "metadata": {}, "outputs": [], "source": [ "# Reading in the data\n", "df = pd.read_csv('maruti_stocks.csv')" ] }, { "cell_type": "code", "execution_count": 76, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DateSymbolSeriesPrev CloseOpenHighLowLastCloseVWAPVolumeTurnoverTradesDeliverable Volume%Deliverble
02003-07-09MARUTIEQ125.00164.90170.40155.00164.0164.30165.95351642835.835528e+14NaN8537695.00.2428
12003-07-10MARUTIEQ164.30167.00168.70164.50167.0167.00166.74104641791.744820e+14NaN4363947.00.4170
22003-07-11MARUTIEQ167.00167.75174.85166.25173.6173.35172.45117401172.024622e+14NaN3014852.00.2568
32003-07-14MARUTIEQ173.35174.25179.25174.25178.6177.95177.9159823241.064313e+14NaN1949217.00.3258
42003-07-15MARUTIEQ177.95200.00200.00173.00176.3176.20176.8861736891.092001e+14NaN1307694.00.2118
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" ], "text/plain": [ " Date Symbol Series Prev Close Open High Low Last \\\n", "0 2003-07-09 MARUTI EQ 125.00 164.90 170.40 155.00 164.0 \n", "1 2003-07-10 MARUTI EQ 164.30 167.00 168.70 164.50 167.0 \n", "2 2003-07-11 MARUTI EQ 167.00 167.75 174.85 166.25 173.6 \n", "3 2003-07-14 MARUTI EQ 173.35 174.25 179.25 174.25 178.6 \n", "4 2003-07-15 MARUTI EQ 177.95 200.00 200.00 173.00 176.3 \n", "\n", " Close VWAP Volume Turnover Trades Deliverable Volume \\\n", "0 164.30 165.95 35164283 5.835528e+14 NaN 8537695.0 \n", "1 167.00 166.74 10464179 1.744820e+14 NaN 4363947.0 \n", "2 173.35 172.45 11740117 2.024622e+14 NaN 3014852.0 \n", "3 177.95 177.91 5982324 1.064313e+14 NaN 1949217.0 \n", "4 176.20 176.88 6173689 1.092001e+14 NaN 1307694.0 \n", "\n", " %Deliverble \n", "0 0.2428 \n", "1 0.4170 \n", "2 0.2568 \n", "3 0.3258 \n", "4 0.2118 " ] }, "execution_count": 76, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Inspecting the data\n", "df.head()" ] }, { "cell_type": "code", "execution_count": 77, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 4305 entries, 0 to 4304\n", "Data columns (total 7 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", " 0 Date 4305 non-null object \n", " 1 Open 4305 non-null float64\n", " 2 High 4305 non-null float64\n", " 3 Low 4305 non-null float64\n", " 4 Close 4305 non-null float64\n", " 5 Volume 4305 non-null int64 \n", " 6 VWAP 4305 non-null float64\n", "dtypes: float64(5), int64(1), object(1)\n", "memory usage: 235.6+ KB\n" ] } ], "source": [ "#To keep things simple, let's limit the number of columns.\n", "data = df[['Date','Open','High','Low','Close','Volume','VWAP']]\n", "data.info()" ] }, { "cell_type": "code", "execution_count": 78, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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OpenHighLowCloseVolumeVWAP
Date
2003-07-09164.90170.40155.00164.3035164283165.95
2003-07-10167.00168.70164.50167.0010464179166.74
2003-07-11167.75174.85166.25173.3511740117172.45
2003-07-14174.25179.25174.25177.955982324177.91
2003-07-15200.00200.00173.00176.206173689176.88
\n", "
" ], "text/plain": [ " Open High Low Close Volume VWAP\n", "Date \n", "2003-07-09 164.90 170.40 155.00 164.30 35164283 165.95\n", "2003-07-10 167.00 168.70 164.50 167.00 10464179 166.74\n", "2003-07-11 167.75 174.85 166.25 173.35 11740117 172.45\n", "2003-07-14 174.25 179.25 174.25 177.95 5982324 177.91\n", "2003-07-15 200.00 200.00 173.00 176.20 6173689 176.88" ] }, "execution_count": 78, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Converting string to datetime64\n", "data['Date'] = data['Date'].apply(pd.to_datetime)\n", "data.set_index('Date',inplace=True)\n", "data.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Manipulating Time Series dataset with Pandas" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. DateTime Manipulations ⚙️" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [], "source": [ "from datetime import datetime\n", "my_year = 2019\n", "my_month = 4\n", "my_day = 21\n", "my_hour = 10\n", "my_minute = 5\n", "my_second = 30" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "datetime.datetime(2019, 4, 21, 0, 0)" ] }, "execution_count": 80, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Creating timestamps by using the above attributes.\n", "test_data = datetime(my_year,my_month,my_day)\n", "test_data\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "We have selected only the day, month, and year. We could also include more details like an hour, minute, and second, if necessary.\n" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The day is : 21\n", "The hour is : 10\n", "The month is : 4\n" ] } ], "source": [ "test_data = datetime(my_year,my_month,my_day,my_hour,my_minute,my_second)\n", "print(\"The day is : \",test_data.day)\n", "print(\"The hour is : \",test_data.hour)\n", "print(\"The month is : \",test_data.month)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For our stock price dataset, the index column is of the type. DatetimeIndex. We can use pandas to obtain the minimum and maximum dates in the data." ] }, { "cell_type": "code", "execution_count": 82, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2020-10-30 00:00:00\n", "2003-07-09 00:00:00\n" ] } ], "source": [ "print(data.index.max())\n", "print(data.index.min())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can also calculate the latest date index location and the Earliest Date index location as follows:" ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Earliest date index location is: 0\n", "Latest date location: 4304\n" ] } ], "source": [ "# Earliest date index location\n", "print('Earliest date index location is: ',data.index.argmin())\n", "\n", "# Latest date location\n", "print('Latest date location: ',data.index.argmax())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Subsetting the time series data ✂️" ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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VWAP
Date
2003-07-09165.95
2003-07-10166.74
2003-07-11172.45
2003-07-14177.91
2003-07-15176.88
\n", "
" ], "text/plain": [ " VWAP\n", "Date \n", "2003-07-09 165.95\n", "2003-07-10 166.74\n", "2003-07-11 172.45\n", "2003-07-14 177.91\n", "2003-07-15 176.88" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_vwap = df[['Date','VWAP']] # df is the original dataframe\n", "df_vwap['Date'] = df_vwap['Date'].apply(pd.to_datetime)\n", "df_vwap.set_index(\"Date\", inplace = True)\n", "df_vwap.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The data can also be sliced on year, month, or day, as follows:" ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [], "source": [ "# Slicing on year\n", "vwap_subset = df_vwap['2017':'2020']\n", "\n", "# Slicing on month\n", "vwap_subset = df_vwap['2017-01':'2020-12']\n", "\n", "#Slicing on day\n", "vwap_subset = df_vwap['2017-01-01':'2020-12-15']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Visualizing the Time Series data 📊\n", "Visualizing the time series data can offer a better perspective instead of merely looking at the numbers." ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 86, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "df_vwap['VWAP'].plot(figsize=(16,8),title=' volume weighted average price')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It appears that Maruti had a more or less steady increase in its stock price from 2004 to the mid-2018 window. There seems to be some drop in 2019, though. Let's further analyze the data for the year 2018." ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ax = df_vwap.loc['2018', 'VWAP'].plot(figsize=(15,6))\n", "ax.set_title('Month-wise Trend in 2018'); \n", "ax.set_ylabel('VWAP');\n", "ax.xaxis.set_major_locator(mdates.MonthLocator())\n", "ax.xaxis.set_major_formatter(mdates.DateFormatter('%b'));" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We see a dip in the stock prices, particularly around the end of October and November. Let's further zoom in on these dates." ] }, { "cell_type": "code", "execution_count": 88, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ax = df_vwap.loc['2018-10':'2018-11','VWAP'].plot(marker='o', linestyle='-',figsize=(15,6))\n", "ax.set_title('Oct-Nov 2018 trend'); \n", "ax.set_ylabel('VWAP');\n", "ax.xaxis.set_major_locator(mdates.WeekdayLocator(byweekday=mdates.MONDAY))\n", "ax.xaxis.set_major_formatter(mdates.DateFormatter('%b %d'));" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "So there is a dip in stock prices around the last week of October and the first week of November. One could investigate it further by finding out if there was some special event on that day." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Feature Extraction\n", "Let's extract time and date features from the Date column." ] }, { "cell_type": "code", "execution_count": 89, "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", "
VWAPyearmonthdayday of week
Date
2003-07-09165.952003792
2003-07-10166.7420037103
2003-07-11172.4520037114
2003-07-14177.9120037140
2003-07-15176.8820037151
\n", "
" ], "text/plain": [ " VWAP year month day day of week\n", "Date \n", "2003-07-09 165.95 2003 7 9 2\n", "2003-07-10 166.74 2003 7 10 3\n", "2003-07-11 172.45 2003 7 11 4\n", "2003-07-14 177.91 2003 7 14 0\n", "2003-07-15 176.88 2003 7 15 1" ] }, "execution_count": 89, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_vwap.reset_index(inplace=True)\n", "df_vwap['year'] = df_vwap.Date.dt.year\n", "df_vwap['month'] = df_vwap.Date.dt.month\n", "df_vwap['day'] = df_vwap.Date.dt.day\n", "df_vwap['day of week'] = df_vwap.Date.dt.dayofweek\n", "\n", "\n", "\n", "#Set Date column as the index column.\n", "df_vwap.set_index('Date', inplace=True)\n", "df_vwap.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Time resampling ⏳" ] }, { "cell_type": "code", "execution_count": 90, "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", "
VWAPyearmonthdayday of week
Date
2003-12-31266.6084682003.09.60483916.2983872.016129
2004-12-31430.5228352004.06.55905515.7086612.047244
2005-12-31494.3285662005.06.54183315.7330682.000000
2006-12-31845.5821602006.06.55200015.9760002.056000
2007-12-31887.1078712007.06.55421715.8433731.987952
\n", "
" ], "text/plain": [ " VWAP year month day day of week\n", "Date \n", "2003-12-31 266.608468 2003.0 9.604839 16.298387 2.016129\n", "2004-12-31 430.522835 2004.0 6.559055 15.708661 2.047244\n", "2005-12-31 494.328566 2005.0 6.541833 15.733068 2.000000\n", "2006-12-31 845.582160 2006.0 6.552000 15.976000 2.056000\n", "2007-12-31 887.107871 2007.0 6.554217 15.843373 1.987952" ] }, "execution_count": 90, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_vwap.resample(rule = 'A').mean()[:5]" ] }, { "cell_type": "code", "execution_count": 91, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'Yearly Mean VWAP for Maruti')" ] }, "execution_count": 91, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.rcParams['figure.figsize'] = (8, 6)\n", "df_vwap['VWAP'].resample('A').mean().plot(kind='bar')\n", "plt.title('Yearly Mean VWAP for Maruti')" ] }, { "cell_type": "code", "execution_count": 92, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'Yearly start Mean VWAP for Maruti')" ] }, "execution_count": 92, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "df_vwap['VWAP'].resample('AS').mean().plot(kind='bar',figsize = (10,4))\n", "plt.title('Yearly start Mean VWAP for Maruti')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 6. Time Shifting ⏲️" ] }, { "cell_type": "code", "execution_count": 94, "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", "
VWAPyearmonthdayday of week
Date
2003-07-09165.952003792
2003-07-10166.7420037103
2003-07-11172.4520037114
2003-07-14177.9120037140
2003-07-15176.8820037151
\n", "
" ], "text/plain": [ " VWAP year month day day of week\n", "Date \n", "2003-07-09 165.95 2003 7 9 2\n", "2003-07-10 166.74 2003 7 10 3\n", "2003-07-11 172.45 2003 7 11 4\n", "2003-07-14 177.91 2003 7 14 0\n", "2003-07-15 176.88 2003 7 15 1" ] }, "execution_count": 94, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_vwap.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 6.1 Forward Shifting" ] }, { "cell_type": "code", "execution_count": 96, "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", "
VWAPyearmonthdayday of week
Date
2003-07-09NaNNaNNaNNaNNaN
2003-07-10165.952003.07.09.02.0
2003-07-11166.742003.07.010.03.0
2003-07-14172.452003.07.011.04.0
2003-07-15177.912003.07.014.00.0
\n", "
" ], "text/plain": [ " VWAP year month day day of week\n", "Date \n", "2003-07-09 NaN NaN NaN NaN NaN\n", "2003-07-10 165.95 2003.0 7.0 9.0 2.0\n", "2003-07-11 166.74 2003.0 7.0 10.0 3.0\n", "2003-07-14 172.45 2003.0 7.0 11.0 4.0\n", "2003-07-15 177.91 2003.0 7.0 14.0 0.0" ] }, "execution_count": 96, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_vwap.shift(1).head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 6.2 Backward Shifting" ] }, { "cell_type": "code", "execution_count": 97, "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", "
VWAPyearmonthdayday of week
Date
2003-07-09166.742003.07.010.03.0
2003-07-10172.452003.07.011.04.0
2003-07-11177.912003.07.014.00.0
2003-07-14176.882003.07.015.01.0
2003-07-15177.592003.07.016.02.0
\n", "
" ], "text/plain": [ " VWAP year month day day of week\n", "Date \n", "2003-07-09 166.74 2003.0 7.0 10.0 3.0\n", "2003-07-10 172.45 2003.0 7.0 11.0 4.0\n", "2003-07-11 177.91 2003.0 7.0 14.0 0.0\n", "2003-07-14 176.88 2003.0 7.0 15.0 1.0\n", "2003-07-15 177.59 2003.0 7.0 16.0 2.0" ] }, "execution_count": 97, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_vwap.shift(-1).head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 6.3 Shifting based off Time String Code" ] }, { "cell_type": "code", "execution_count": 98, "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", "
VWAPyearmonthdayday of week
Date
2003-09-30165.952003792
2003-09-30166.7420037103
2003-09-30172.4520037114
2003-09-30177.9120037140
2003-09-30176.8820037151
\n", "
" ], "text/plain": [ " VWAP year month day day of week\n", "Date \n", "2003-09-30 165.95 2003 7 9 2\n", "2003-09-30 166.74 2003 7 10 3\n", "2003-09-30 172.45 2003 7 11 4\n", "2003-09-30 177.91 2003 7 14 0\n", "2003-09-30 176.88 2003 7 15 1" ] }, "execution_count": 98, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_vwap.tshift(periods=3, freq = 'M').head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 7. Rolling Windows 🧈" ] }, { "cell_type": "code", "execution_count": 99, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 99, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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VWAPyearmonthdayday of week
Date
2003-07-09NaNNaNNaNNaNNaN
2003-07-10NaNNaNNaNNaNNaN
2003-07-11NaNNaNNaNNaNNaN
2003-07-14NaNNaNNaNNaNNaN
2003-07-15NaNNaNNaNNaNNaN
2003-07-16NaNNaNNaNNaNNaN
2003-07-17173.2857142003.07.013.1428572.142857
2003-07-18173.5300002003.07.014.4285712.428571
2003-07-21173.5200002003.07.016.0000002.000000
2003-07-22172.4642862003.07.017.5714291.571429
\n", "
" ], "text/plain": [ " VWAP year month day day of week\n", "Date \n", "2003-07-09 NaN NaN NaN NaN NaN\n", "2003-07-10 NaN NaN NaN NaN NaN\n", "2003-07-11 NaN NaN NaN NaN NaN\n", "2003-07-14 NaN NaN NaN NaN NaN\n", "2003-07-15 NaN NaN NaN NaN NaN\n", "2003-07-16 NaN NaN NaN NaN NaN\n", "2003-07-17 173.285714 2003.0 7.0 13.142857 2.142857\n", "2003-07-18 173.530000 2003.0 7.0 14.428571 2.428571\n", "2003-07-21 173.520000 2003.0 7.0 16.000000 2.000000\n", "2003-07-22 172.464286 2003.0 7.0 17.571429 1.571429" ] }, "execution_count": 100, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_vwap.rolling(7).mean().head(10)" ] }, { "cell_type": "code", "execution_count": 101, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 101, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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