python-for-finance-with-yfinance-stock-market.ipynb

{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"name":"python","version":"3.10.13","mimetype":"text/x-python","codemirror_mode":{"name":"ipython","version":3},"pygments_lexer":"ipython3","nbconvert_exporter":"python","file_extension":".py"},"kaggle":{"accelerator":"none","dataSources":[{"sourceId":8040392,"sourceType":"datasetVersion","datasetId":4740339}],"dockerImageVersionId":30673,"isInternetEnabled":true,"language":"python","sourceType":"notebook","isGpuEnabled":false}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"code","source":"# This Python 3 environment comes with many helpful analytics libraries installed\n# It is defined by the kaggle/python Docker image: https://github.com/kaggle/docker-python\n# For example, here's several helpful packages to load\n\nimport numpy as np # linear algebra\nimport pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n\n# Input data files are available in the read-only \"../input/\" directory\n# For example, running this (by clicking run or pressing Shift+Enter) will list all files under the input directory\n\nimport os\nfor dirname, _, filenames in os.walk('/kaggle/input'):\n    for filename in filenames:\n        print(os.path.join(dirname, filename))\n\n# You can write up to 20GB to the current directory (/kaggle/working/) that gets preserved as output when you create a version using \"Save & Run All\" \n# You can also write temporary files to /kaggle/temp/, but they won't be saved outside of the current session","metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","execution":{"iopub.status.busy":"2024-04-05T20:23:21.077434Z","iopub.execute_input":"2024-04-05T20:23:21.077898Z","iopub.status.idle":"2024-04-05T20:23:22.387418Z","shell.execute_reply.started":"2024-04-05T20:23:21.077862Z","shell.execute_reply":"2024-04-05T20:23:22.386349Z"},"_kg_hide-output":true,"_kg_hide-input":true,"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"![DALL·E 2024-04-06 03.14.09 - Create a visually striking and captivating cover image for a Kaggle notebook titled 'Python for Finance with yfinance Library _ Stock Market Data 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style=\"text-align: left;\">\n    <table>\n        <tr>\n            <th><b>Attribute</b></th>\n            <th><b>Details</b></th>\n        </tr>\n        <tr>\n            <td><b>Author</b></td>\n            <td><b>Rizwan</b></td>\n        </tr>\n        <tr>\n            <td>GitHub</td>\n            <td><a href=\"https://github.com/Rizwankaka\"><img src=\"https://img.shields.io/badge/GitHub-Profile-blue?style=for-the-badge&logo=github\" alt=\"GitHub\"/></a></td>\n        </tr>\n        <tr>\n            <td>LinkedIn</td>\n            <td><a href=\"https://www.linkedin.com/in/rizwan-rizwan-1351a650/\"><img src=\"https://img.shields.io/badge/LinkedIn-Profile-blue?style=for-the-badge&logo=linkedin\" alt=\"LinkedIn\"/></a></td>\n        </tr>\n        <tr>\n            <td>Twitter</td>\n            <td><a href=\"https://twitter.com/RizwanRizwan_\"><img src=\"https://img.shields.io/badge/Twitter-Profile-blue?style=for-the-badge&logo=twitter\" alt=\"Twitter\"/></a></td>\n        </tr>\n        <tr>\n            <td>Facebook</td>\n            <td><a href=\"https://www.facebook.com/RIZWANNAZEEER\"><img src=\"https://img.shields.io/badge/Facebook-Profile-blue?style=for-the-badge&logo=facebook\" alt=\"Facebook\"/></a></td>\n        </tr>\n        <tr>\n            <td>Gmail</td>\n            <td><a href=\"mailto:riwan.rewala@gmail.com\"><img src=\"https://img.shields.io/badge/Gmail-Contact%20Me-red?style=for-the-badge&logo=gmail\" alt=\"Gmail\"/></a></td>\n        </tr>\n    </table>\n</div>","metadata":{}},{"cell_type":"markdown","source":"#  ***1. Working with OHLC Data for Stocks***","metadata":{}},{"cell_type":"code","source":"!pip install yfinance","metadata":{"execution":{"iopub.status.busy":"2024-04-05T20:24:28.336808Z","iopub.execute_input":"2024-04-05T20:24:28.337266Z","iopub.status.idle":"2024-04-05T20:25:11.045441Z","shell.execute_reply.started":"2024-04-05T20:24:28.337228Z","shell.execute_reply":"2024-04-05T20:25:11.043682Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"import yfinance as yf ","metadata":{"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"> ***Retrieving financial information is also super easy. Simply pass as an argument of Ticker -> the ticker of the company. Below I am using Amazon as an example***","metadata":{}},{"cell_type":"code","source":"Amazon = yf.Ticker('AMZN')\nprint(Amazon.info)","metadata":{"execution":{"iopub.status.busy":"2024-04-05T20:28:37.185738Z","iopub.execute_input":"2024-04-05T20:28:37.187339Z","iopub.status.idle":"2024-04-05T20:28:37.501795Z","shell.execute_reply.started":"2024-04-05T20:28:37.187277Z","shell.execute_reply":"2024-04-05T20:28:37.500103Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"> ***The outcome of the print statement is Python dictionary, which we can parse in order to extract the desired financial data from Yahoo Finance.\nFor instance, let's extract a few financial key metrics.***\n\n> ***All company information is contained under the info dictionary. Therefor, we can parse the dictionary to extract the elements that we are interested in:***","metadata":{}},{"cell_type":"code","source":"Amazon = yf.Ticker('AMZN')\n\n# 1) Company Sector\nprint(Amazon.info['sector'])\n\n# 2) Price Earnings Ratio\nprint(Amazon.info['trailingPE'])","metadata":{"execution":{"iopub.status.busy":"2024-04-05T20:40:58.140523Z","iopub.execute_input":"2024-04-05T20:40:58.141086Z","iopub.status.idle":"2024-04-05T20:40:58.223935Z","shell.execute_reply.started":"2024-04-05T20:40:58.141038Z","shell.execute_reply":"2024-04-05T20:40:58.222458Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"> ***There are so many other things available within info. We can see all of them by printing the keys of info:***","metadata":{}},{"cell_type":"code","source":"print(Amazon.info.keys())","metadata":{"execution":{"iopub.status.busy":"2024-04-05T20:43:25.178641Z","iopub.execute_input":"2024-04-05T20:43:25.179161Z","iopub.status.idle":"2024-04-05T20:43:25.185841Z","shell.execute_reply.started":"2024-04-05T20:43:25.179117Z","shell.execute_reply":"2024-04-05T20:43:25.184591Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"> ***Retrieving Historical Market Prices:\nMoving on with other options offered by the library. We can also use it in order to download historical market data. \nIn this notebook, I will get historical stock prices for Amazon covering the last few years. As shown below, it is rather simple task to do:***","metadata":{}},{"cell_type":"code","source":"Amazon = yf.Ticker('AMZN')\nprint(Amazon.history(period = 'max'))","metadata":{"execution":{"iopub.status.busy":"2024-04-05T20:48:05.09984Z","iopub.execute_input":"2024-04-05T20:48:05.101112Z","iopub.status.idle":"2024-04-05T20:48:05.555485Z","shell.execute_reply.started":"2024-04-05T20:48:05.101058Z","shell.execute_reply":"2024-04-05T20:48:05.554275Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":">***Since, we have specified period=max, we get the maximum number of daily prices available for amazon. You can also pass a lower range. The valid options are 1d, 5d, 1mo, 3mo, 6mo, 1y, 2y, 3y, 5y, 10y and ytd.***","metadata":{}},{"cell_type":"code","source":"# see another example, this time with TESLA\nGetTesla = yf.Ticker('TSLA') # TSLA is a ticker for TESLA\n\n# valid options are 1d, 5d, 1mo, 3mo, 6mo, 1y, 2y, 3y, 5y, 10y and ytd.\nprint(GetTesla.history(period='6mo'))","metadata":{"execution":{"iopub.status.busy":"2024-04-05T20:55:46.086527Z","iopub.execute_input":"2024-04-05T20:55:46.08704Z","iopub.status.idle":"2024-04-05T20:55:46.213612Z","shell.execute_reply.started":"2024-04-05T20:55:46.086988Z","shell.execute_reply":"2024-04-05T20:55:46.211841Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# ***2. Plotting CandleStick Chart with Python***","metadata":{}},{"cell_type":"markdown","source":"### **Candlestick chart**:\nare also known as a Japanese chart. These are widely used for technical analysis in trading as they visualize the price size within a period. They have four points Open, High, Low, Close **(OHLC)**. Candlestick charts can be created in python using a matplotlib module called **mplfinance**.\n\n**Installation:**\n\npip install mplfinance\n\n> **mplfinance.candlestick_ohlc()**\n\nThis function is used to plot **Candlestick charts**.\n\n***Syntax:*** mplfinance.candlestick_ohlc(ax, quotes, width=0.2, colorup='k', colordown='r', alpha=1.0)\n\n***Parameters:***\n\n* ***ax:*** An Axes instance to plot to.\n* ***quotes:*** sequence of (time, open, high, low, close, ...) sequences.\n* ***width:*** Fraction of a day for the rectangle width.\n* ***colorup:*** The color of the rectangle where close >= open.\n* ***colordown:*** The color of the rectangle where close < open.\n* ***alpha:*** (float) The rectangle alpha level.\n\n***Returns***: returns(lines, patches) where lines are a list of lines added and pacthes is a list of the rectangle patches added.","metadata":{}},{"cell_type":"code","source":"!pip install mplfinance","metadata":{"execution":{"iopub.status.busy":"2024-04-05T21:16:36.234861Z","iopub.execute_input":"2024-04-05T21:16:36.23536Z","iopub.status.idle":"2024-04-05T21:16:51.573024Z","shell.execute_reply.started":"2024-04-05T21:16:36.235323Z","shell.execute_reply":"2024-04-05T21:16:51.571367Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# import required packages\nimport matplotlib.pyplot as plt\nfrom mplfinance.original_flavor import candlestick_ohlc\nimport pandas as pd\nimport matplotlib.dates as mpdates\n\nplt.style.use('dark_background')\n\n# extracting Data for plotting\ndf = pd.read_csv('/kaggle/input/reliance-ns/RELIANCE.NS_.csv')\ndf = df[['Date', 'Open', 'High', 'Low', 'Close']]\n\n# convert into datetime object\ndf['Date'] = pd.to_datetime(df['Date'])\n\n# apply map function\ndf['Date'] = df['Date'].map(mpdates.date2num)\n\n# creating Subplots\nfig, ax = plt.subplots()\n\n# plotting the data \ncandlestick_ohlc(ax, df.values, width =0.6, \n                colorup = 'green', colordown = 'red',\n                alpha = 0.8)\n\n# allow grid\nax.grid (True)\n\n# setting labels \nax.set_xlabel('Date')\nax.set_ylabel('Price')\n\n# Formatting Date\ndate_format = mpdates.DateFormatter('%d -%m -%Y')\nax.xaxis.set_major_formatter(date_format)\nfig.autofmt_xdate()\n\nfig.tight_layout()\n\n# show the plot \nplt.show()","metadata":{"execution":{"iopub.status.busy":"2024-04-05T21:18:42.698717Z","iopub.execute_input":"2024-04-05T21:18:42.699277Z","iopub.status.idle":"2024-04-05T21:18:46.259964Z","shell.execute_reply.started":"2024-04-05T21:18:42.699233Z","shell.execute_reply":"2024-04-05T21:18:46.258394Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# ***3. Simple Moving Average (SMA) in python***","metadata":{}},{"cell_type":"markdown","source":"### **Simple Moving Average (SMA)**\n\nA simple moving average tells us the unweighted mean of the previous K data points. The more the value of K the more smooth is the curve, but increasing K decreases accuracy. If the data points are p1, p2, . . . , pn then we calculate the simple moving average:\n\n**SMAk = (pn-k+1 + pn-k+2 ⋅ ⋅ ⋅ + pn) / k**\n**= 1/k * Σ(i=n-k+1 to n) pi**\n\n> ***In Python, we can calculate the moving average using .rolling() method. This method provides rolling windows over the data, and we can use the mean function over these windows to calculate moving averages. The size of the window is passed as a parameter in the function .rolling(window).***\n\n-> **Now let's see an example of how to calculate a simple rolling mean over a period of 30 days.**","metadata":{}},{"cell_type":"markdown","source":"## ***Step1: Importing libraries***","metadata":{}},{"cell_type":"code","source":"# importing libraries \nimport pandas as pd\nimport numpy as np\nimport matplotlib.pyplot as plt\nplt.style.use('default')\n%matplotlib inline","metadata":{"execution":{"iopub.status.busy":"2024-04-05T21:32:39.069578Z","iopub.execute_input":"2024-04-05T21:32:39.070069Z","iopub.status.idle":"2024-04-05T21:32:39.081195Z","shell.execute_reply.started":"2024-04-05T21:32:39.07003Z","shell.execute_reply":"2024-04-05T21:32:39.079599Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## ***Step2: Importing data***","metadata":{}},{"cell_type":"code","source":"# importing the time-series data \nreliance = pd.read_csv('/kaggle/input/reliance-ns/RELIANCE.NS_.csv', index_col = 'Date', parse_dates = True)\nreliance.head()","metadata":{"execution":{"iopub.status.busy":"2024-04-05T21:35:06.970674Z","iopub.execute_input":"2024-04-05T21:35:06.971182Z","iopub.status.idle":"2024-04-05T21:35:07.007427Z","shell.execute_reply.started":"2024-04-05T21:35:06.971144Z","shell.execute_reply":"2024-04-05T21:35:07.006021Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## ***Step 3: Calculating SMA***","metadata":{}},{"cell_type":"markdown","source":"***To calculate SMA in Python we will use Pandas dataframe.rolling() function that helps us to make calculations on a rolling window. On the rolling window, we will use .mean() function to calculate the mean of each window.*** \n\n***Syntax: DataFrame.rolling(window, min_periods=None, center=False, win_type=None, on=None, axis=0).mean()***\n\n***Parameters :***\n***window:*** Size of the window. That is how many observations we have to take for the calculation of each window.\n\n***min_periods:*** Least number of observations in a window required to have a value (otherwise result is NA).\n\n***center:*** It is used to set the labels at the center of the window.\n\n***win_type:*** It is used to set the window type.\n\n***on:*** Datetime column of our dataframe on which we have to calculate rolling mean.\n\n***axis:*** ineger or string, default 0\n","metadata":{}},{"cell_type":"code","source":"# updating our dataFrame to have only\n# one column 'Close' as rest all columns\n# are of no use for us at the moment\n# using .to_frame() to convert pandas series\n# into dataFrame.\nreliance = reliance['Close'].to_frame()\n\n# calculating simple moving average\n# using .rolling(window).mean() ,\n# with window size = 30\nreliance['SMA30'] = reliance['Close'].rolling(30).mean() # moving average for 30 days\n\n# removing all the NULL values using\n# dropna() method\nreliance.dropna(inplace=True)\n\n# printing DataFrame\nreliance","metadata":{"execution":{"iopub.status.busy":"2024-04-05T21:43:45.405692Z","iopub.execute_input":"2024-04-05T21:43:45.406139Z","iopub.status.idle":"2024-04-05T21:43:45.428417Z","shell.execute_reply.started":"2024-04-05T21:43:45.406102Z","shell.execute_reply":"2024-04-05T21:43:45.426617Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## ***Step4: Plotting Simple Moving Averages***","metadata":{}},{"cell_type":"code","source":"# plotting close price and simple \n# moving average of 30 days using .plot() method\nreliance[['Close', 'SMA30']].plot(label ='RELIANCE', figsize =(16,8))","metadata":{"execution":{"iopub.status.busy":"2024-04-05T21:48:02.840499Z","iopub.execute_input":"2024-04-05T21:48:02.840965Z","iopub.status.idle":"2024-04-05T21:48:03.365171Z","shell.execute_reply.started":"2024-04-05T21:48:02.840931Z","shell.execute_reply":"2024-04-05T21:48:03.364045Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# ***4. Exponential Moving Average (EMA)***","metadata":{}},{"cell_type":"markdown","source":"***Exponential moving average (EMA)*** tells us the weighted mean of the previous K data points. EMA places a greater weight and significance on the most recent data points. The formula to calculate EMA at the time period t is:\n\n***EMA_t = {x_0            t = 0***\n\n***{α.x_t + (1 - α)EMA_t-1 t > 0***\n\nwhere x_t is the value of observation at time t & α is the smoothing factor. In python, EMA is calculated using .ewm() method. We can pass span or window as a parameter to .ewm(span =) method. \n\n***To calculate EMA in Python we use dataframe.ewm() function. It provides us exponentially weighted functions. We will be using .mean() function to calculate EMA.***\n\n***Syntax: DataFrame.ewm(com=None, span=None, halflife=None, alpha=None, min_periods=0, adjust=True, ignore_na=False, axis=0, times=None).mean()***\n\n***Parameters:***\n\n***com: float, optional. It is the decay in terms of centre of mass.***\n\n***span : float, optional . It is the decay in terms of span.***\n\n***halflife : float, str, timedelta, optional . It is the decay in terms\nof halflife.***\n\n***alpha : float, optional . It is the smoothing factor having value\nbetween 0 and 1, 1 inclusive.***\n\n***min_periods : int, default 0. Least number of observations in a\nwindow required to have a value (otherwise result is NA).***\n\n***adjust : bool, default True . Divide by decaying adjustment\nfactor in beginning periods to account for imbalance in relative weighting (viewing EWMA as moving average***\n\n***ignore_na: Ignore missing values when calculating weights; specify True to reproduce pre -0.15.0 behavior.***\n\n***axis: The acis to use. The value 0 identifies the rows, and 1 identifies the columns***\n","metadata":{}},{"cell_type":"code","source":"# Updating our dataframe to have only one column 'Close' as rest all columns are of no use for us at the moment\n# Using to_frame() to convert pandas Series in the dataframe..\nreliance = reliance['Close'].to_frame()\n\n# calculating exponential moving average\n# using.ewm(span).mean(), with window size = 30\n\nreliance['EWMA30'] = reliance['Close'].ewm(span=30).mean()\n\n# printing Dataframe\nreliance","metadata":{"execution":{"iopub.status.busy":"2024-04-05T22:07:31.701893Z","iopub.execute_input":"2024-04-05T22:07:31.703057Z","iopub.status.idle":"2024-04-05T22:07:31.722509Z","shell.execute_reply.started":"2024-04-05T22:07:31.703013Z","shell.execute_reply":"2024-04-05T22:07:31.720991Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# plotting Close price and exponential\n# moving averages of 30 days\n# using.plot() method\n\nreliance[['Close', 'EWMA30']].plot(label='RELIANCE', figsize=(16, 8))","metadata":{"execution":{"iopub.status.busy":"2024-04-05T22:08:25.243938Z","iopub.execute_input":"2024-04-05T22:08:25.244476Z","iopub.status.idle":"2024-04-05T22:08:25.763233Z","shell.execute_reply.started":"2024-04-05T22:08:25.244433Z","shell.execute_reply":"2024-04-05T22:08:25.761622Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### **A Heartfelt Thank You**\n\nAs we close this chapter on educational journey through the intricacies of the stock market, I extend my sincerest gratitude for your time and engagement. You've navigated through the depths of data analysis using the yfinance library, mastering the art of interpreting candlestick charts, simple moving averages, and exponential moving averages—all brought to life with vivid visualizations.\n\nIt's my hope that this notebook serves not just as a guide but as a beacon for your continued learning and exploration in the world of finance. Should this collection of knowledge prove beneficial to you, I kindly ask for your comments to foster a community of shared insights. And, if you find merit in this work, an upvote to acknowledge its value would be greatly appreciated.\n\nWarm regards,\n\n***Rizwan***","metadata":{}}]}