Simple_Moving_Average_Basics_Workbook.ipynb

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        "<a href=\"https://colab.research.google.com/github/eminshall/QuantFinanceWorkbooks/blob/main/Simple_Moving_Average_Basics_Workbook.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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            "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
            "Requirement already satisfied: yfinance in /usr/local/lib/python3.9/dist-packages (0.2.14)\n",
            "Requirement already satisfied: frozendict>=2.3.4 in /usr/local/lib/python3.9/dist-packages (from yfinance) (2.3.6)\n",
            "Requirement already satisfied: html5lib>=1.1 in /usr/local/lib/python3.9/dist-packages (from yfinance) (1.1)\n",
            "Requirement already satisfied: numpy>=1.16.5 in /usr/local/lib/python3.9/dist-packages (from yfinance) (1.22.4)\n",
            "Requirement already satisfied: multitasking>=0.0.7 in /usr/local/lib/python3.9/dist-packages (from yfinance) (0.0.11)\n",
            "Requirement already satisfied: pandas>=1.3.0 in /usr/local/lib/python3.9/dist-packages (from yfinance) (1.5.3)\n",
            "Requirement already satisfied: pytz>=2022.5 in /usr/local/lib/python3.9/dist-packages (from yfinance) (2022.7.1)\n",
            "Requirement already satisfied: appdirs>=1.4.4 in /usr/local/lib/python3.9/dist-packages (from yfinance) (1.4.4)\n",
            "Requirement already satisfied: requests>=2.26 in /usr/local/lib/python3.9/dist-packages (from yfinance) (2.27.1)\n",
            "Requirement already satisfied: cryptography>=3.3.2 in /usr/local/lib/python3.9/dist-packages (from yfinance) (40.0.1)\n",
            "Requirement already satisfied: lxml>=4.9.1 in /usr/local/lib/python3.9/dist-packages (from yfinance) (4.9.2)\n",
            "Requirement already satisfied: beautifulsoup4>=4.11.1 in /usr/local/lib/python3.9/dist-packages (from yfinance) (4.11.2)\n",
            "Requirement already satisfied: soupsieve>1.2 in /usr/local/lib/python3.9/dist-packages (from beautifulsoup4>=4.11.1->yfinance) (2.4)\n",
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            "Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.9/dist-packages (from requests>=2.26->yfinance) (3.4)\n",
            "Requirement already satisfied: charset-normalizer~=2.0.0 in /usr/local/lib/python3.9/dist-packages (from requests>=2.26->yfinance) (2.0.12)\n",
            "Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.9/dist-packages (from requests>=2.26->yfinance) (2022.12.7)\n",
            "Requirement already satisfied: urllib3<1.27,>=1.21.1 in /usr/local/lib/python3.9/dist-packages (from requests>=2.26->yfinance) (1.26.15)\n",
            "Requirement already satisfied: pycparser in /usr/local/lib/python3.9/dist-packages (from cffi>=1.12->cryptography>=3.3.2->yfinance) (2.21)\n"
          ]
        }
      ],
      "source": [
        "!pip install yfinance"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Grab Data\n",
        "import yfinance as yf\n",
        "\n",
        "#Usual Suspects\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import plotly.express as px\n",
        "import seaborn as sns"
      ],
      "metadata": {
        "id": "Rv7GImkTM-zK"
      },
      "execution_count": null,
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    {
      "cell_type": "code",
      "source": [
        "#Get the stock data\n",
        "data = yf.download('BTC-USD', start=\"2018-01-01\", end=\"2023-02-28\")['Adj Close']\n",
        "data = pd.DataFrame(data)"
      ],
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          "text": [
            "\r[*********************100%***********************]  1 of 1 completed\n"
          ]
        }
      ]
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    {
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      "source": [
        "data['sma_Short'] = data['Adj Close'].rolling(42).mean()\n",
        "data['sma_Long'] = data['Adj Close'].rolling(252).mean()\n",
        "\n",
        "data.tail()"
      ],
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              "               Adj Close     sma_Short      sma_Long\n",
              "Date                                                \n",
              "2023-02-23  23947.492188  22798.940337  20113.607499\n",
              "2023-02-24  23198.126953  22877.239211  20124.427517\n",
              "2023-02-25  23175.375000  22929.598168  20140.926456\n",
              "2023-02-26  23561.212891  22993.417550  20152.862731\n",
              "2023-02-27  23522.871094  23049.447033  20164.463263"
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              "      <th>Adj Close</th>\n",
              "      <th>sma_Short</th>\n",
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              "      <th>2023-02-23</th>\n",
              "      <td>23947.492188</td>\n",
              "      <td>22798.940337</td>\n",
              "      <td>20113.607499</td>\n",
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              "      <th>2023-02-24</th>\n",
              "      <td>23198.126953</td>\n",
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              "      <th>2023-02-25</th>\n",
              "      <td>23175.375000</td>\n",
              "      <td>22929.598168</td>\n",
              "      <td>20140.926456</td>\n",
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              "      <th>2023-02-26</th>\n",
              "      <td>23561.212891</td>\n",
              "      <td>22993.417550</td>\n",
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      "cell_type": "code",
      "source": [
        "from pylab import mpl, plt\n",
        "\n",
        "plt.style.use('seaborn')\n",
        "mpl.rcParams['savefig.dpi'] = 300\n",
        "mpl.rcParams['font.family'] = 'serif'\n",
        "\n",
        "data.plot(title='BTC-USD | 42 & 252 days SMAs', figsize=(8,4))"
      ],
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          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-5-570faf236e51>:3: MatplotlibDeprecationWarning: The seaborn styles shipped by Matplotlib are deprecated since 3.6, as they no longer correspond to the styles shipped by seaborn. However, they will remain available as 'seaborn-v0_8-<style>'. Alternatively, directly use the seaborn API instead.\n",
            "  plt.style.use('seaborn')\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: title={'center': 'BTC-USD | 42 & 252 days SMAs'}, xlabel='Date'>"
            ]
          },
          "metadata": {},
          "execution_count": 5
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "data['position'] = np.where(data['sma_Short'] > data['sma_Long'], 1,-1)\n",
        "\n",
        "data.dropna(inplace=True)\n",
        "\n",
        "data['position'].plot(ylim=[-1.1,1.1],\n",
        "                      title='Market Positioning',\n",
        "                      figsize=(8,4))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 427
        },
        "id": "xs43-GqGOezH",
        "outputId": "bbc663b8-45ab-4c2b-ef98-899ff60dc412"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: title={'center': 'Market Positioning'}, xlabel='Date'>"
            ]
          },
          "metadata": {},
          "execution_count": 6
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Calculates the log returns in vector form\n",
        "data['returns'] = np.log(data['Adj Close'] / data['Adj Close'].shift(1))\n",
        "\n",
        "# Plots Histogram\n",
        "data['returns'].hist(bins=35, figsize=(8,4))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 386
        },
        "id": "Wm6ZVS6OQ1p7",
        "outputId": "687a96cd-dede-4c06-9e83-72c16a559b4a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: >"
            ]
          },
          "metadata": {},
          "execution_count": 7
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Calculates the log returns of the strategy given the returns and position\n",
        "data['strategy'] = data['position'].shift(1) * data['returns']\n",
        "\n",
        "# Applies exponential function to the sum of returns for gross performance\n",
        "data[['returns', 'strategy']].sum().apply(np.exp)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "CLuJ99_yR6Sf",
        "outputId": "226c275a-a61e-4e69-c641-199168694eec"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "returns     3.733280\n",
              "strategy    1.207779\n",
              "dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Using cumsum() provides a cumulative summation for more granular performance\n",
        "data[['returns', 'strategy']].cumsum().apply(np.exp)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 455
        },
        "id": "a0KxYLawTGEz",
        "outputId": "b2f90d76-3bc2-4b70-c9ec-8eebcda2a9b1"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "             returns  strategy\n",
              "Date                          \n",
              "2018-09-09       NaN       NaN\n",
              "2018-09-10  1.004577  0.995444\n",
              "2018-09-11  1.003228  0.996782\n",
              "2018-09-12  1.008085  0.991980\n",
              "2018-09-13  1.034352  0.966788\n",
              "...              ...       ...\n",
              "2023-02-23  3.800670  1.229581\n",
              "2023-02-24  3.681740  1.191105\n",
              "2023-02-25  3.678129  1.189937\n",
              "2023-02-26  3.739365  1.209747\n",
              "2023-02-27  3.733280  1.207779\n",
              "\n",
              "[1633 rows x 2 columns]"
            ],
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              "\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>returns</th>\n",
              "      <th>strategy</th>\n",
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              "      <th>2018-09-09</th>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
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              "    <tr>\n",
              "      <th>2018-09-10</th>\n",
              "      <td>1.004577</td>\n",
              "      <td>0.995444</td>\n",
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              "    <tr>\n",
              "      <th>2018-09-11</th>\n",
              "      <td>1.003228</td>\n",
              "      <td>0.996782</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2018-09-12</th>\n",
              "      <td>1.008085</td>\n",
              "      <td>0.991980</td>\n",
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              "    <tr>\n",
              "      <th>2018-09-13</th>\n",
              "      <td>1.034352</td>\n",
              "      <td>0.966788</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
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              "      <th>2023-02-23</th>\n",
              "      <td>3.800670</td>\n",
              "      <td>1.229581</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2023-02-24</th>\n",
              "      <td>3.681740</td>\n",
              "      <td>1.191105</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2023-02-25</th>\n",
              "      <td>3.678129</td>\n",
              "      <td>1.189937</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2023-02-26</th>\n",
              "      <td>3.739365</td>\n",
              "      <td>1.209747</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2023-02-27</th>\n",
              "      <td>3.733280</td>\n",
              "      <td>1.207779</td>\n",
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              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-c09fe561-f08d-4713-8fe1-03cc921b2f95 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-c09fe561-f08d-4713-8fe1-03cc921b2f95');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Plot\n",
        "data[['returns', 'strategy']].cumsum().apply(np.exp).plot(figsize=(10,6))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 560
        },
        "id": "Alf1UiYzTW0e",
        "outputId": "40f06cb4-b2da-4087-ae4c-dd56ee15dfb1"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: xlabel='Date'>"
            ]
          },
          "metadata": {},
          "execution_count": 10
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "data['cumret'] = data['strategy'].cumsum().apply(np.exp)\n",
        "data['cummax'] = data['cumret'].cummax()\n",
        "\n",
        "data[['cumret','cummax']].dropna().plot(figsize=(10,6))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 560
        },
        "id": "koNne0KbT0M1",
        "outputId": "31ad36e7-c232-4baf-bf91-bec74be9420d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Axes: xlabel='Date'>"
            ]
          },
          "metadata": {},
          "execution_count": 11
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "data.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 237
        },
        "id": "8TEhHpckowUo",
        "outputId": "09aea0ba-33fe-497e-a6cd-9b9444f0932b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "              Adj Close    sma_Short     sma_Long  position   returns  \\\n",
              "Date                                                                    \n",
              "2018-09-09  6300.859863  6787.346389  8526.048173        -1       NaN   \n",
              "2018-09-10  6329.700195  6743.280204  8496.970792        -1  0.004567   \n",
              "2018-09-11  6321.200195  6708.536400  8462.602144        -1 -0.001344   \n",
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              "Date                                      \n",
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    {
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        "id": "dQu4WFj5pFYA"
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      "execution_count": null,
      "outputs": []
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}