15_SimpleStockAnalysis_Final.ipynb

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    {
      "cell_type": "markdown",
      "source": [
        "# Simple Stock Analysis"
      ],
      "metadata": {}
    },
    {
      "cell_type": "markdown",
      "source": [
        "Stock analysis is the evaluation or examination of the stock market. There are many trading tools to use to analysis stocks such as fundamental and technical analysis. Fundamental analysis is more focused on data from the financial statements, economic reports, and company assets. Technical analysis is based on the study of the past of historical price to predict the future price movement. However, this tutorial is not to get rich quick. Therefore, do not use your money to trade based on this stock analysis. Please do not use this method to invest with your money and I am not responsible for you loss.   \n",
        "\n",
        "Simple stock is a basic stock analysis tutorial. There are 7 parts in this tutorial. \n",
        "1. Import Libraries\n",
        "2. Get data from Yahoo\n",
        "3. Analysis Data\n",
        "4. Understand the Data based on Statistics\n",
        "5. Calculate Prices\n",
        "6. Plot Charts\n",
        "7. Calculate Holding Period Return"
      ],
      "metadata": {}
    },
    {
      "cell_type": "markdown",
      "source": [
        "I. Import Libraries"
      ],
      "metadata": {}
    },
    {
      "cell_type": "code",
      "source": [
        "# Libaries \n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "%matplotlib inline\n",
        "\n",
        "import warnings\n",
        "warnings.filterwarnings(\"ignore\")\n",
        "\n",
        "from pandas_datareader import data as pdr\n",
        "import fix_yahoo_finance as yf\n",
        "yf.pdr_override()"
      ],
      "outputs": [],
      "execution_count": 1,
      "metadata": {
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        "outputHidden": false,
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    },
    {
      "cell_type": "markdown",
      "source": [
        "II. Get Data from Yahoo!\n",
        "\n",
        "This section we will pull the data from the website in Yahoo. We will be using the company of Apple and the symbol is 'AAPL'. Also, we will have a starting date and ending date."
      ],
      "metadata": {}
    },
    {
      "cell_type": "code",
      "source": [
        "stock = 'AAPL'\n",
        "start = '2016-01-01' \n",
        "end = '2018-01-01'\n",
        "df = pdr.get_data_yahoo(stock, start, end)"
      ],
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[*********************100%***********************]  1 of 1 downloaded\n"
          ]
        }
      ],
      "execution_count": 2,
      "metadata": {
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    },
    {
      "cell_type": "markdown",
      "source": [
        "III. Analysis Data"
      ],
      "metadata": {}
    },
    {
      "cell_type": "code",
      "source": [
        "df.head() # the first 5 rows"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 3,
          "data": {
            "text/plain": [
              "                  Open        High         Low       Close  Adj Close  \\\n",
              "Date                                                                    \n",
              "2016-01-04  102.610001  105.370003  102.000000  105.349998  99.499107   \n",
              "2016-01-05  105.750000  105.849998  102.410004  102.709999  97.005730   \n",
              "2016-01-06  100.559998  102.370003   99.870003  100.699997  95.107361   \n",
              "2016-01-07   98.680000  100.129997   96.430000   96.449997  91.093399   \n",
              "2016-01-08   98.550003   99.110001   96.760002   96.959999  91.575073   \n",
              "\n",
              "              Volume  \n",
              "Date                  \n",
              "2016-01-04  67649400  \n",
              "2016-01-05  55791000  \n",
              "2016-01-06  68457400  \n",
              "2016-01-07  81094400  \n",
              "2016-01-08  70798000  "
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              "      <th>2016-01-04</th>\n",
              "      <td>102.610001</td>\n",
              "      <td>105.370003</td>\n",
              "      <td>102.000000</td>\n",
              "      <td>105.349998</td>\n",
              "      <td>99.499107</td>\n",
              "      <td>67649400</td>\n",
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              "    <tr>\n",
              "      <th>2016-01-05</th>\n",
              "      <td>105.750000</td>\n",
              "      <td>105.849998</td>\n",
              "      <td>102.410004</td>\n",
              "      <td>102.709999</td>\n",
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              "      <th>2016-01-06</th>\n",
              "      <td>100.559998</td>\n",
              "      <td>102.370003</td>\n",
              "      <td>99.870003</td>\n",
              "      <td>100.699997</td>\n",
              "      <td>95.107361</td>\n",
              "      <td>68457400</td>\n",
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              "    <tr>\n",
              "      <th>2016-01-07</th>\n",
              "      <td>98.680000</td>\n",
              "      <td>100.129997</td>\n",
              "      <td>96.430000</td>\n",
              "      <td>96.449997</td>\n",
              "      <td>91.093399</td>\n",
              "      <td>81094400</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-01-08</th>\n",
              "      <td>98.550003</td>\n",
              "      <td>99.110001</td>\n",
              "      <td>96.760002</td>\n",
              "      <td>96.959999</td>\n",
              "      <td>91.575073</td>\n",
              "      <td>70798000</td>\n",
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      "cell_type": "code",
      "source": [
        "df.tail() # the last 5 rows"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 4,
          "data": {
            "text/plain": [
              "                  Open        High         Low       Close   Adj Close  \\\n",
              "Date                                                                     \n",
              "2017-12-22  174.679993  175.419998  174.500000  175.009995  171.685074   \n",
              "2017-12-26  170.800003  171.470001  169.679993  170.570007  167.329453   \n",
              "2017-12-27  170.100006  170.779999  169.710007  170.600006  167.358871   \n",
              "2017-12-28  171.000000  171.850006  170.479996  171.080002  167.829758   \n",
              "2017-12-29  170.520004  170.589996  169.220001  169.229996  166.014908   \n",
              "\n",
              "              Volume  \n",
              "Date                  \n",
              "2017-12-22  16114600  \n",
              "2017-12-26  33185500  \n",
              "2017-12-27  21498200  \n",
              "2017-12-28  16480200  \n",
              "2017-12-29  25884400  "
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              "      <th>2017-12-22</th>\n",
              "      <td>174.679993</td>\n",
              "      <td>175.419998</td>\n",
              "      <td>174.500000</td>\n",
              "      <td>175.009995</td>\n",
              "      <td>171.685074</td>\n",
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              "    <tr>\n",
              "      <th>2017-12-26</th>\n",
              "      <td>170.800003</td>\n",
              "      <td>171.470001</td>\n",
              "      <td>169.679993</td>\n",
              "      <td>170.570007</td>\n",
              "      <td>167.329453</td>\n",
              "      <td>33185500</td>\n",
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              "    <tr>\n",
              "      <th>2017-12-27</th>\n",
              "      <td>170.100006</td>\n",
              "      <td>170.779999</td>\n",
              "      <td>169.710007</td>\n",
              "      <td>170.600006</td>\n",
              "      <td>167.358871</td>\n",
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              "      <th>2017-12-28</th>\n",
              "      <td>171.000000</td>\n",
              "      <td>171.850006</td>\n",
              "      <td>170.479996</td>\n",
              "      <td>171.080002</td>\n",
              "      <td>167.829758</td>\n",
              "      <td>16480200</td>\n",
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              "    <tr>\n",
              "      <th>2017-12-29</th>\n",
              "      <td>170.520004</td>\n",
              "      <td>170.589996</td>\n",
              "      <td>169.220001</td>\n",
              "      <td>169.229996</td>\n",
              "      <td>166.014908</td>\n",
              "      <td>25884400</td>\n",
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      "source": [
        "df.shape # (rows, columns)"
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      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 5,
          "data": {
            "text/plain": [
              "(503, 6)"
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      "cell_type": "code",
      "source": [
        "df.columns # Shows names of columns"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 6,
          "data": {
            "text/plain": [
              "Index(['Open', 'High', 'Low', 'Close', 'Adj Close', 'Volume'], dtype='object')"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 6,
      "metadata": {
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      "cell_type": "code",
      "source": [
        "df.dtypes # Shows data types"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 7,
          "data": {
            "text/plain": [
              "Open         float64\n",
              "High         float64\n",
              "Low          float64\n",
              "Close        float64\n",
              "Adj Close    float64\n",
              "Volume         int32\n",
              "dtype: object"
            ]
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      "cell_type": "code",
      "source": [
        "df.info() # Shows information about DataFrame"
      ],
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "DatetimeIndex: 503 entries, 2016-01-04 to 2017-12-29\n",
            "Data columns (total 6 columns):\n",
            "Open         503 non-null float64\n",
            "High         503 non-null float64\n",
            "Low          503 non-null float64\n",
            "Close        503 non-null float64\n",
            "Adj Close    503 non-null float64\n",
            "Volume       503 non-null int32\n",
            "dtypes: float64(5), int32(1)\n",
            "memory usage: 25.5 KB\n"
          ]
        }
      ],
      "execution_count": 8,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df.describe() # Shows summary statistics based on stock data "
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 9,
          "data": {
            "text/plain": [
              "             Open        High         Low       Close   Adj Close  \\\n",
              "count  503.000000  503.000000  503.000000  503.000000  503.000000   \n",
              "mean   127.430676  128.370915  126.543440  127.531869  123.299082   \n",
              "std     25.800187   25.836339   25.676797   25.777641   26.182569   \n",
              "min     90.000000   91.669998   89.470001   90.339996   86.308014   \n",
              "25%    105.494999  106.279999  104.824997  105.750000  100.604019   \n",
              "50%    117.519997  118.160004  116.779999  117.550003  113.008018   \n",
              "75%    152.125000  153.849998  150.845002  152.639999  148.496650   \n",
              "max    175.110001  177.199997  174.860001  176.419998  173.068283   \n",
              "\n",
              "             Volume  \n",
              "count  5.030000e+02  \n",
              "mean   3.278398e+07  \n",
              "std    1.553542e+07  \n",
              "min    1.147590e+07  \n",
              "25%    2.325175e+07  \n",
              "50%    2.794060e+07  \n",
              "75%    3.702130e+07  \n",
              "max    1.333697e+08  "
            ],
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              "      <th></th>\n",
              "      <th>Open</th>\n",
              "      <th>High</th>\n",
              "      <th>Low</th>\n",
              "      <th>Close</th>\n",
              "      <th>Adj Close</th>\n",
              "      <th>Volume</th>\n",
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              "      <th>count</th>\n",
              "      <td>503.000000</td>\n",
              "      <td>503.000000</td>\n",
              "      <td>503.000000</td>\n",
              "      <td>503.000000</td>\n",
              "      <td>503.000000</td>\n",
              "      <td>5.030000e+02</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>127.430676</td>\n",
              "      <td>128.370915</td>\n",
              "      <td>126.543440</td>\n",
              "      <td>127.531869</td>\n",
              "      <td>123.299082</td>\n",
              "      <td>3.278398e+07</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>25.800187</td>\n",
              "      <td>25.836339</td>\n",
              "      <td>25.676797</td>\n",
              "      <td>25.777641</td>\n",
              "      <td>26.182569</td>\n",
              "      <td>1.553542e+07</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>90.000000</td>\n",
              "      <td>91.669998</td>\n",
              "      <td>89.470001</td>\n",
              "      <td>90.339996</td>\n",
              "      <td>86.308014</td>\n",
              "      <td>1.147590e+07</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>105.494999</td>\n",
              "      <td>106.279999</td>\n",
              "      <td>104.824997</td>\n",
              "      <td>105.750000</td>\n",
              "      <td>100.604019</td>\n",
              "      <td>2.325175e+07</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>117.519997</td>\n",
              "      <td>118.160004</td>\n",
              "      <td>116.779999</td>\n",
              "      <td>117.550003</td>\n",
              "      <td>113.008018</td>\n",
              "      <td>2.794060e+07</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>152.125000</td>\n",
              "      <td>153.849998</td>\n",
              "      <td>150.845002</td>\n",
              "      <td>152.639999</td>\n",
              "      <td>148.496650</td>\n",
              "      <td>3.702130e+07</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>175.110001</td>\n",
              "      <td>177.199997</td>\n",
              "      <td>174.860001</td>\n",
              "      <td>176.419998</td>\n",
              "      <td>173.068283</td>\n",
              "      <td>1.333697e+08</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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      "execution_count": 9,
      "metadata": {
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    {
      "cell_type": "markdown",
      "source": [
        "IV. Understand the Data based on Statistics"
      ],
      "metadata": {}
    },
    {
      "cell_type": "markdown",
      "source": [
        "We will be using \"Adj. Closing\" price to find the minimum, maximum, average and standard deviation prices. The reason we are using \"Adj. Closing\" because is mostly use for historical returns. Also, the Adjusting Prices is change where the stock was accounts for the dividend and splits. However, the \"Closing\" price was not including with dividend and splits."
      ],
      "metadata": {}
    },
    {
      "cell_type": "code",
      "source": [
        "# Use only Adj. Closing\n",
        "# Find the minimum\n",
        "df['Adj Close'].min()"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 10,
          "data": {
            "text/plain": [
              "86.308014"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 10,
      "metadata": {
        "collapsed": false,
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      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Find the maximum\n",
        "df['Adj Close'].max()"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 11,
          "data": {
            "text/plain": [
              "173.06828300000001"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 11,
      "metadata": {
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      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Find the average\n",
        "df['Adj Close'].mean()"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 12,
          "data": {
            "text/plain": [
              "123.29908225447306"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 12,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
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    },
    {
      "cell_type": "code",
      "source": [
        "# Find the standard deviation\n",
        "df['Adj Close'].std()"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 13,
          "data": {
            "text/plain": [
              "26.18256903523865"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 13,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "V. Calculate the Prices"
      ],
      "metadata": {}
    },
    {
      "cell_type": "markdown",
      "source": [
        "This section, we will be calculating the daily returns, log returns, and other technical indicators such as RSI(Relative Strength Index), MA(Moving Average), SMA(Simple Moving Averga), EMA(Exponential Moving Average), and VWAP(Voume Weighted Average Price). Also, we will calculate drawdowns."
      ],
      "metadata": {}
    },
    {
      "cell_type": "code",
      "source": [
        "# Daily Returns\n",
        "# Formula: (Today Price / Yesterday Price) - 1 \n",
        "df['Daily_Returns'] = df['Adj Close'].shift(1) / df['Adj Close']  - 1\n",
        "df['Daily_Returns'].head()"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 14,
          "data": {
            "text/plain": [
              "Date\n",
              "2016-01-04         NaN\n",
              "2016-01-05    0.025703\n",
              "2016-01-06    0.019960\n",
              "2016-01-07    0.044064\n",
              "2016-01-08   -0.005260\n",
              "Name: Daily_Returns, dtype: float64"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 14,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Another way of calculating Daily Returns in simple way\n",
        "DR = df['Adj Close'].pct_change(1) # 1 is for \"One Day\" in the past\n",
        "DR.head()"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 15,
          "data": {
            "text/plain": [
              "Date\n",
              "2016-01-04         NaN\n",
              "2016-01-05   -0.025059\n",
              "2016-01-06   -0.019570\n",
              "2016-01-07   -0.042205\n",
              "2016-01-08    0.005288\n",
              "Name: Adj Close, dtype: float64"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 15,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Log Returns\n",
        "# Formula: log(Today Price/ Yesterday Price)\n",
        "df['Log_Returns'] = np.log(df['Adj Close']) - np.log(df['Adj Close'].shift(1))"
      ],
      "outputs": [],
      "execution_count": 16,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "In this part of this section, we will be using the library of technical analysis. This packages has many different types of technical indicators. However, it does not have every single technical indicators.\n",
        "We do not need to do calculation since the library has done it for us.\n",
        "https://mrjbq7.github.io/ta-lib/doc_index.html"
      ],
      "metadata": {}
    },
    {
      "cell_type": "code",
      "source": [
        "import talib as ta\n",
        "\n",
        "# Creating Indicators\n",
        "n=30 # number of periods\n",
        "\n",
        "# RSI(Relative Strength Index)\n",
        "# RSI is technical analysis indicator\n",
        "# https://www.investopedia.com/terms/r/rsi.asp\n",
        "df['RSI']=ta.RSI(np.array(df['Adj Close'].shift(1)), timeperiod=n)\n",
        "\n",
        "# MA(Moving Average)\n",
        "# https://www.investopedia.com/terms/m/movingaverage.asp\n",
        "df['MA']=ta.MA(np.array(df['Adj Close'].shift(1)), timeperiod=n, matype=0)\n",
        "\n",
        "# SMA(Simple Moving Average)\n",
        "# https://www.investopedia.com/terms/s/sma.asp\n",
        "df['SMA']=ta.SMA(np.array(df['Adj Close'].shift(1)))\n",
        "\n",
        "# EMA(Exponential Moving Average)\n",
        "# https://www.investopedia.com/terms/e/ema.asp\n",
        "df['EMA']=ta.EMA(np.array(df['Adj Close'].shift(1)), timeperiod=n)"
      ],
      "outputs": [],
      "execution_count": 17,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Volume Weighted Average Price - VWAP\n",
        "# http://stockcharts.com/school/doku.php?id=chart_school:technical_indicators:vwap_intraday\n",
        "df['VWAP'] = round(np.cumsum(df['Volume']*(df['High']+df['Low'])/2) / np.cumsum(df['Volume']), 2)\n",
        "df.head()"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 18,
          "data": {
            "text/plain": [
              "                  Open        High         Low       Close  Adj Close  \\\n",
              "Date                                                                    \n",
              "2016-01-04  102.610001  105.370003  102.000000  105.349998  99.499107   \n",
              "2016-01-05  105.750000  105.849998  102.410004  102.709999  97.005730   \n",
              "2016-01-06  100.559998  102.370003   99.870003  100.699997  95.107361   \n",
              "2016-01-07   98.680000  100.129997   96.430000   96.449997  91.093399   \n",
              "2016-01-08   98.550003   99.110001   96.760002   96.959999  91.575073   \n",
              "\n",
              "              Volume  Daily_Returns  Log_Returns  RSI  MA  SMA  EMA    VWAP  \n",
              "Date                                                                         \n",
              "2016-01-04  67649400            NaN          NaN  NaN NaN  NaN  NaN  103.69  \n",
              "2016-01-05  55791000       0.025703    -0.025379  NaN NaN  NaN  NaN  103.89  \n",
              "2016-01-06  68457400       0.019960    -0.019764  NaN NaN  NaN  NaN  102.90  \n",
              "2016-01-07  81094400       0.044064    -0.043121  NaN NaN  NaN  NaN  101.53  \n",
              "2016-01-08  70798000      -0.005260     0.005274  NaN NaN  NaN  NaN  100.79  "
            ],
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Open</th>\n",
              "      <th>High</th>\n",
              "      <th>Low</th>\n",
              "      <th>Close</th>\n",
              "      <th>Adj Close</th>\n",
              "      <th>Volume</th>\n",
              "      <th>Daily_Returns</th>\n",
              "      <th>Log_Returns</th>\n",
              "      <th>RSI</th>\n",
              "      <th>MA</th>\n",
              "      <th>SMA</th>\n",
              "      <th>EMA</th>\n",
              "      <th>VWAP</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Date</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2016-01-04</th>\n",
              "      <td>102.610001</td>\n",
              "      <td>105.370003</td>\n",
              "      <td>102.000000</td>\n",
              "      <td>105.349998</td>\n",
              "      <td>99.499107</td>\n",
              "      <td>67649400</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>103.69</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-01-05</th>\n",
              "      <td>105.750000</td>\n",
              "      <td>105.849998</td>\n",
              "      <td>102.410004</td>\n",
              "      <td>102.709999</td>\n",
              "      <td>97.005730</td>\n",
              "      <td>55791000</td>\n",
              "      <td>0.025703</td>\n",
              "      <td>-0.025379</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>103.89</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-01-06</th>\n",
              "      <td>100.559998</td>\n",
              "      <td>102.370003</td>\n",
              "      <td>99.870003</td>\n",
              "      <td>100.699997</td>\n",
              "      <td>95.107361</td>\n",
              "      <td>68457400</td>\n",
              "      <td>0.019960</td>\n",
              "      <td>-0.019764</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>102.90</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-01-07</th>\n",
              "      <td>98.680000</td>\n",
              "      <td>100.129997</td>\n",
              "      <td>96.430000</td>\n",
              "      <td>96.449997</td>\n",
              "      <td>91.093399</td>\n",
              "      <td>81094400</td>\n",
              "      <td>0.044064</td>\n",
              "      <td>-0.043121</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>101.53</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-01-08</th>\n",
              "      <td>98.550003</td>\n",
              "      <td>99.110001</td>\n",
              "      <td>96.760002</td>\n",
              "      <td>96.959999</td>\n",
              "      <td>91.575073</td>\n",
              "      <td>70798000</td>\n",
              "      <td>-0.005260</td>\n",
              "      <td>0.005274</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>100.79</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 18,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Drawdown\n",
        "# Drawdown shows the decline price since the stock began trading\n",
        "# https://www.investopedia.com/terms/d/drawdown.asp\n",
        "# There are 252 trading day in a year\n",
        "window = 252\n",
        "\n",
        "# Calculate the maximum drawdown\n",
        "# Use the min_period of 1 (1 is the least valid observations) for the first 252 day in the data\n",
        "Maximum_Drawdown = df['Adj Close'].rolling(window, min_periods=1).max()\n",
        "Daily_Drawdown = df['Adj Close']/Maximum_Drawdown - 1.0\n",
        "\n",
        "# Calculate the negative drawdown\n",
        "Negative_Drawdown = Daily_Drawdown.rolling(window, min_periods=1).min()"
      ],
      "outputs": [],
      "execution_count": 19,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "VI. Plot Charts"
      ],
      "metadata": {}
    },
    {
      "cell_type": "code",
      "source": [
        "# Plot Simple Line Chart\n",
        "# Plot Adj Close\n",
        "\n",
        "plt.figure(figsize=(16,10))\n",
        "df['Adj Close'].plot(grid=True)\n",
        "plt.title(\"Stock Adj Close Price\", fontsize=18, fontweight='bold')\n",
        "plt.xlabel(\"Date\", fontsize=12)\n",
        "plt.ylabel(\"Price\",fontsize=12)\n",
        "plt.show()"
      ],
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1152x720 with 1 Axes>"
            ],
            "image/png": [
              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\n"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 20,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Plot High, Low, Adj Close\n",
        "df[['High', 'Low', 'Adj Close']].plot(figsize=(16,10), grid=True)\n",
        "plt.title(\"Stock Adj Close Price\", fontsize=18, fontweight='bold')\n",
        "plt.xlabel(\"Date\", fontsize=12)\n",
        "plt.ylabel(\"Price\", fontsize=12)\n",
        "plt.show()"
      ],
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1152x720 with 1 Axes>"
            ],
            "image/png": [
              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\n"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 21,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Plot Daily Returns\n",
        "df['Daily_Returns'].plot(figsize=(12,6))\n",
        "plt.title(\"Daily Returns\",fontsize=18, fontweight='bold')\n",
        "plt.xlabel(\"Date\", fontsize=12)\n",
        "plt.ylabel(\"Price\", fontsize=12)\n",
        "plt.show()"
      ],
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": [
              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\n"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 22,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Plot Log Returns\n",
        "df['Log_Returns'].plot(figsize=(12,6))\n",
        "plt.title(\"Log Returns\", fontsize=18, fontweight='bold')\n",
        "plt.xlabel(\"Date\", fontsize=12)\n",
        "plt.ylabel(\"Price\", fontsize=12)\n",
        "plt.show()"
      ],
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x432 with 1 Axes>"
            ],
            "image/png": [
              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\n"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 23,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Histogram of Daily Returns\n",
        "# Histogram is distribution of numerical data and has a rectangle whose area is prportional to the frequency of a variable. \n",
        "plt.figure(figsize=(16,10))\n",
        "plt.hist(df['Daily_Returns'].dropna(), bins=100, label='Daily Returns data') # Drop NaN\n",
        "plt.title(\"Histogram of Daily Returns\", fontsize=18, fontweight='bold')\n",
        "plt.axvline(df['Daily_Returns'].mean(), color='r', linestyle='dashed', linewidth=2) # Shows the average line\n",
        "plt.xlabel(\"Probability\", fontsize=12)\n",
        "plt.ylabel(\"Daily Returns\", fontsize=12)\n",
        "plt.show()"
      ],
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1152x720 with 1 Axes>"
            ],
            "image/png": [
              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\n"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 24,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Plot Drawdown\n",
        "plt.figure(figsize=(16,10))\n",
        "Daily_Drawdown.plot()\n",
        "Negative_Drawdown.plot(color='r',grid=True) \n",
        "plt.title(\"Maximum Drawdown\", fontsize=18, fontweight='bold')\n",
        "plt.xlabel(\"Date\", fontsize=12)\n",
        "plt.ylabel(\"Price\", fontsize=12)\n",
        "plt.show()"
      ],
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1152x720 with 1 Axes>"
            ],
            "image/png": [
              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\n"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 25,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "VII. Holding Period Return(HPR)\n",
        "\n",
        "Holding period return (HPR) is the rate of return on an individual stocks or portfolio over the whole period during the time it was held and it a measurement of investment performance. "
      ],
      "metadata": {}
    },
    {
      "cell_type": "code",
      "source": [
        "# https://www.investopedia.com/exam-guide/series-65/quantitative-methods/holding-period-return.asp\n",
        "# Formula: (Ending Value of Investment + Dividend - Beginning Value of Investment) / Beginning Value of Investment\n",
        "# To get dividend in Yahoo!\n",
        "DIV = pdr.get_data_yahoo(stock, start, end, actions='only')"
      ],
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[*********************100%***********************]  1 of 1 downloaded"
          ]
        }
      ],
      "execution_count": 339,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# See how much dividends and splits was given during the time period\n",
        "DIV"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 340,
          "data": {
            "text/plain": [
              "            value    action\n",
              "Date                       \n",
              "2016-02-04   0.52  DIVIDEND\n",
              "2016-05-05   0.57  DIVIDEND\n",
              "2016-08-04   0.57  DIVIDEND\n",
              "2016-11-03   0.57  DIVIDEND\n",
              "2017-02-09   0.57  DIVIDEND\n",
              "2017-05-11   0.63  DIVIDEND\n",
              "2017-08-10   0.63  DIVIDEND\n",
              "2017-11-10   0.63  DIVIDEND"
            ],
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>value</th>\n",
              "      <th>action</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Date</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2016-02-04</th>\n",
              "      <td>0.52</td>\n",
              "      <td>DIVIDEND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-05-05</th>\n",
              "      <td>0.57</td>\n",
              "      <td>DIVIDEND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-08-04</th>\n",
              "      <td>0.57</td>\n",
              "      <td>DIVIDEND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2016-11-03</th>\n",
              "      <td>0.57</td>\n",
              "      <td>DIVIDEND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2017-02-09</th>\n",
              "      <td>0.57</td>\n",
              "      <td>DIVIDEND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2017-05-11</th>\n",
              "      <td>0.63</td>\n",
              "      <td>DIVIDEND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2017-08-10</th>\n",
              "      <td>0.63</td>\n",
              "      <td>DIVIDEND</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2017-11-10</th>\n",
              "      <td>0.63</td>\n",
              "      <td>DIVIDEND</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 340,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Add all the dividend\n",
        "Total_Dividend = DIV['value'].sum()\n",
        "Total_Dividend"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 341,
          "data": {
            "text/plain": [
              "4.6899999999999995"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 341,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# You invest beginning 2015 and sold it end of 2017\n",
        "HPR = (df['Adj Close'][502] + Total_Dividend - df['Adj Close'][0]) / df['Adj Close'][0]\n",
        "HPR"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 342,
          "data": {
            "text/plain": [
              "0.7147471004806036"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 342,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# You can use round for 4 decimal points\n",
        "print('Holding Period Return: ', str(round(HPR,4)*100)+\"%\")"
      ],
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Holding Period Return:  71.47%\n"
          ]
        }
      ],
      "execution_count": 343,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "We going to pick another stocks that is Microsoft and we will compare it to Apple."
      ],
      "metadata": {}
    },
    {
      "cell_type": "code",
      "source": [
        "MSFT =  pdr.get_data_yahoo('MSFT', start, end)['Adj Close'] # Use Adj Close only\n",
        "MSFT_DIV = pdr.get_data_yahoo('MSFT', start, end, actions='only')"
      ],
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[*********************100%***********************]  1 of 1 downloaded"
          ]
        }
      ],
      "execution_count": 344,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "MSFT.head() # Shows only Date and Adj Close"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 365,
          "data": {
            "text/plain": [
              "Date\n",
              "2016-01-04    52.171520\n",
              "2016-01-05    52.409531\n",
              "2016-01-06    51.457489\n",
              "2016-01-07    49.667664\n",
              "2016-01-08    49.819996\n",
              "Name: Adj Close, dtype: float64"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 365,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "MSFT_DIV # Shows how much dividend was given"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 366,
          "data": {
            "text/plain": [
              "            value    action\n",
              "Date                       \n",
              "2016-02-16   0.36  DIVIDEND\n",
              "2016-05-17   0.36  DIVIDEND\n",
              "2016-08-16   0.36  DIVIDEND\n",
              "2016-11-15   0.39  DIVIDEND\n",
              "2017-02-14   0.39  DIVIDEND\n",
              "2017-05-16   0.39  DIVIDEND\n",
              "2017-08-15   0.39  DIVIDEND\n",
              "2017-11-15   0.42  DIVIDEND"
            ],
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              "      <td>0.36</td>\n",
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              "      <th>2016-05-17</th>\n",
              "      <td>0.36</td>\n",
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              "      <th>2016-08-16</th>\n",
              "      <td>0.36</td>\n",
              "      <td>DIVIDEND</td>\n",
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              "    <tr>\n",
              "      <th>2016-11-15</th>\n",
              "      <td>0.39</td>\n",
              "      <td>DIVIDEND</td>\n",
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              "      <th>2017-02-14</th>\n",
              "      <td>0.39</td>\n",
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              "      <th>2017-08-15</th>\n",
              "      <td>0.39</td>\n",
              "      <td>DIVIDEND</td>\n",
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              "      <th>2017-11-15</th>\n",
              "      <td>0.42</td>\n",
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    {
      "cell_type": "code",
      "source": [
        "MSFT_Dividend = MSFT_DIV['value'].sum()\n",
        "MSFT_Dividend"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 345,
          "data": {
            "text/plain": [
              "3.06"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 345,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# You invest beginning 2015 and sold it end of 2017\n",
        "MSFT_HPR = (MSFT[502] + Total_Dividend - MSFT[0]) / MSFT[0]\n",
        "MSFT_HPR"
      ],
      "outputs": [
        {
          "output_type": "execute_result",
          "execution_count": 346,
          "data": {
            "text/plain": [
              "0.7294876783348463"
            ]
          },
          "metadata": {}
        }
      ],
      "execution_count": 346,
      "metadata": {
        "collapsed": false,
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        "inputHidden": false
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# You can use round for 4 decimal points\n",
        "print('Apple Holding Period Return: ', str(round(HPR,4)*100)+\"%\")\n",
        "print('Microsoft Holding Period Return: ', str(round(MSFT_HPR,4)*100)+\"%\")"
      ],
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Apple Holding Period Return:  71.47%\n",
            "Microsoft Holding Period Return:  72.95%\n"
          ]
        }
      ],
      "execution_count": 347,
      "metadata": {
        "collapsed": false,
        "outputHidden": false,
        "inputHidden": false
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "In the conclusion, we use 2 stocks to compare holding period return. Therefore, Microsoft had higher holding period return than Apple. Therefore, I would invest in Microsoft based on the stock analysis. However, if you comparing 2 stocks or 2 portfolio. You would pick the ones with the highest rate of return. "
      ],
      "metadata": {}
    }
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