Monte Carlo Simulation of Stock Prices

monte-carlo-simulation-of-stock-prices.ipynb

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      "name": "Monte Carlo Simulation of Stock Prices",
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        "outputId": "b9874386-537c-47bb-dc06-c2df6c0e7896"
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      "source": [
        "import pandas_datareader.data as web"
      ],
      "execution_count": 1,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "/usr/local/lib/python3.6/dist-packages/pandas_datareader/compat/__init__.py:7: FutureWarning: pandas.util.testing is deprecated. Use the functions in the public API at pandas.testing instead.\n",
            "  from pandas.util.testing import assert_frame_equal\n"
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        "id": "fllp1AP9j11_",
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      "source": [
        "import pandas as pd\n",
        "import datetime as dt\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "from matplotlib import style"
      ],
      "execution_count": 0,
      "outputs": []
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      "source": [
        "start = dt.datetime(2017,1,3)"
      ],
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      "outputs": []
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      "metadata": {
        "id": "zJ8JRssTk8DL",
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      "source": [
        "end = dt.datetime(2017,11,20)"
      ],
      "execution_count": 0,
      "outputs": []
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        "outputId": "103ce471-9bf7-4c5b-e7af-28f65334b6a4"
      },
      "source": [
        "prices = web.DataReader('AAPL','yahoo', start, end)['Close']\n",
        "prices.tail()"
      ],
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Date\n",
              "2017-11-14    171.339996\n",
              "2017-11-15    169.080002\n",
              "2017-11-16    171.100006\n",
              "2017-11-17    170.149994\n",
              "2017-11-20    169.979996\n",
              "Name: Close, dtype: float64"
            ]
          },
          "metadata": {
            "tags": []
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          "execution_count": 20
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    {
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      "source": [
        "# Percentage change between the current and a prior element.\n",
        "# Computes the percentage change from the immediately previous row by default. This is useful in comparing the percentage of change in a time series of elements.\n",
        "returns = prices.pct_change()\n",
        "returns.tail()"
      ],
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "Date\n",
              "2017-11-14   -0.015118\n",
              "2017-11-15   -0.013190\n",
              "2017-11-16    0.011947\n",
              "2017-11-17   -0.005552\n",
              "2017-11-20   -0.000999\n",
              "Name: Close, dtype: float64"
            ]
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          "execution_count": 22
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        "outputId": "a1b49629-64fc-4a6a-b365-b4495b547414"
      },
      "source": [
        "last_price = prices[-1]\n",
        "last_price"
      ],
      "execution_count": 25,
      "outputs": [
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          "output_type": "execute_result",
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              "169.97999572753906"
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      "source": [
        "# Number of Simulations"
      ]
    },
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        "id": "lH2EJxl1mLYD",
        "colab_type": "code",
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      "source": [
        "num_simulations = 1000\n",
        "num_days = 252\n",
        "simulation_df = pd.DataFrame()"
      ],
      "execution_count": 0,
      "outputs": []
    },
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        "for x in range(num_simulations):\n",
        "  count = 0\n",
        "  daily_vol = returns.std()\n",
        "\n",
        "  price_series = []\n",
        "\n",
        "  price = last_price * (1 + np.random.normal(0, daily_vol))\n",
        "\n",
        "  price_series.append(price)\n",
        "\n",
        "  for y in range(num_days):\n",
        "    if count == 251:\n",
        "      break\n",
        "    price = price_series[count] * (1 + np.random.normal(0, daily_vol))\n",
        "    price_series.append(price)\n",
        "    count += 1\n",
        "\n",
        "  simulation_df[x] = price_series"
      ],
      "execution_count": 0,
      "outputs": []
    },
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        "simulation_df.head()"
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      "outputs": [
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              "      <td>168.265716</td>\n",
              "      <td>171.409240</td>\n",
              "      <td>170.020719</td>\n",
              "      <td>167.114072</td>\n",
              "      <td>169.134689</td>\n",
              "      <td>167.901148</td>\n",
              "      <td>172.612453</td>\n",
              "      <td>174.433578</td>\n",
              "      <td>169.270153</td>\n",
              "      <td>172.178539</td>\n",
              "      <td>171.551097</td>\n",
              "      <td>171.526660</td>\n",
              "      <td>170.200699</td>\n",
              "      <td>167.384751</td>\n",
              "      <td>167.679574</td>\n",
              "      <td>173.298396</td>\n",
              "      <td>170.913079</td>\n",
              "      <td>168.236839</td>\n",
              "      <td>166.325391</td>\n",
              "      <td>170.473005</td>\n",
              "      <td>169.475138</td>\n",
              "      <td>167.776457</td>\n",
              "      <td>168.457631</td>\n",
              "      <td>169.886066</td>\n",
              "      <td>170.556319</td>\n",
              "      <td>170.076239</td>\n",
              "      <td>172.862030</td>\n",
              "      <td>163.639216</td>\n",
              "      <td>170.616422</td>\n",
              "      <td>167.834145</td>\n",
              "      <td>169.425817</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>167.607694</td>\n",
              "      <td>168.987051</td>\n",
              "      <td>162.742805</td>\n",
              "      <td>166.068168</td>\n",
              "      <td>169.100329</td>\n",
              "      <td>169.954741</td>\n",
              "      <td>170.035779</td>\n",
              "      <td>169.213466</td>\n",
              "      <td>170.923390</td>\n",
              "      <td>167.022173</td>\n",
              "      <td>166.601539</td>\n",
              "      <td>171.717733</td>\n",
              "      <td>169.754217</td>\n",
              "      <td>171.362341</td>\n",
              "      <td>170.087334</td>\n",
              "      <td>169.117704</td>\n",
              "      <td>168.922845</td>\n",
              "      <td>168.450729</td>\n",
              "      <td>169.954621</td>\n",
              "      <td>160.363880</td>\n",
              "      <td>171.510688</td>\n",
              "      <td>175.699902</td>\n",
              "      <td>170.264084</td>\n",
              "      <td>174.289504</td>\n",
              "      <td>172.316570</td>\n",
              "      <td>170.791603</td>\n",
              "      <td>174.790265</td>\n",
              "      <td>168.576250</td>\n",
              "      <td>170.140105</td>\n",
              "      <td>169.436446</td>\n",
              "      <td>173.045965</td>\n",
              "      <td>169.573171</td>\n",
              "      <td>173.279175</td>\n",
              "      <td>166.091708</td>\n",
              "      <td>166.701632</td>\n",
              "      <td>168.527463</td>\n",
              "      <td>165.171768</td>\n",
              "      <td>166.157331</td>\n",
              "      <td>177.350908</td>\n",
              "      <td>176.329547</td>\n",
              "      <td>...</td>\n",
              "      <td>166.796455</td>\n",
              "      <td>168.940851</td>\n",
              "      <td>172.352262</td>\n",
              "      <td>169.667544</td>\n",
              "      <td>166.857345</td>\n",
              "      <td>165.369308</td>\n",
              "      <td>178.783045</td>\n",
              "      <td>172.867651</td>\n",
              "      <td>165.977667</td>\n",
              "      <td>167.046534</td>\n",
              "      <td>171.172379</td>\n",
              "      <td>169.492441</td>\n",
              "      <td>163.851388</td>\n",
              "      <td>169.763037</td>\n",
              "      <td>162.051169</td>\n",
              "      <td>173.696423</td>\n",
              "      <td>171.070394</td>\n",
              "      <td>170.094701</td>\n",
              "      <td>168.916908</td>\n",
              "      <td>173.910292</td>\n",
              "      <td>171.493816</td>\n",
              "      <td>170.677080</td>\n",
              "      <td>169.497716</td>\n",
              "      <td>165.544139</td>\n",
              "      <td>175.530460</td>\n",
              "      <td>171.727824</td>\n",
              "      <td>168.448476</td>\n",
              "      <td>168.076348</td>\n",
              "      <td>170.460188</td>\n",
              "      <td>171.742458</td>\n",
              "      <td>164.755988</td>\n",
              "      <td>171.627562</td>\n",
              "      <td>171.018338</td>\n",
              "      <td>172.043534</td>\n",
              "      <td>168.840564</td>\n",
              "      <td>169.440390</td>\n",
              "      <td>166.113243</td>\n",
              "      <td>169.446514</td>\n",
              "      <td>170.181850</td>\n",
              "      <td>171.076502</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>167.703921</td>\n",
              "      <td>167.192986</td>\n",
              "      <td>161.839415</td>\n",
              "      <td>164.198467</td>\n",
              "      <td>169.021844</td>\n",
              "      <td>170.466015</td>\n",
              "      <td>168.839063</td>\n",
              "      <td>169.697041</td>\n",
              "      <td>173.398448</td>\n",
              "      <td>167.332202</td>\n",
              "      <td>162.053979</td>\n",
              "      <td>169.335512</td>\n",
              "      <td>169.547966</td>\n",
              "      <td>168.582820</td>\n",
              "      <td>172.069347</td>\n",
              "      <td>170.215091</td>\n",
              "      <td>167.455788</td>\n",
              "      <td>167.986849</td>\n",
              "      <td>169.796233</td>\n",
              "      <td>160.540745</td>\n",
              "      <td>173.883837</td>\n",
              "      <td>174.692520</td>\n",
              "      <td>167.468806</td>\n",
              "      <td>174.395041</td>\n",
              "      <td>173.450729</td>\n",
              "      <td>169.733694</td>\n",
              "      <td>176.713998</td>\n",
              "      <td>169.719152</td>\n",
              "      <td>171.912313</td>\n",
              "      <td>170.937686</td>\n",
              "      <td>172.575317</td>\n",
              "      <td>168.839461</td>\n",
              "      <td>170.473017</td>\n",
              "      <td>170.532990</td>\n",
              "      <td>166.483834</td>\n",
              "      <td>167.646623</td>\n",
              "      <td>164.738801</td>\n",
              "      <td>166.087325</td>\n",
              "      <td>181.644772</td>\n",
              "      <td>177.739856</td>\n",
              "      <td>...</td>\n",
              "      <td>165.957595</td>\n",
              "      <td>170.531646</td>\n",
              "      <td>173.873179</td>\n",
              "      <td>171.745104</td>\n",
              "      <td>168.738370</td>\n",
              "      <td>166.099253</td>\n",
              "      <td>176.383134</td>\n",
              "      <td>171.479405</td>\n",
              "      <td>169.566573</td>\n",
              "      <td>165.673411</td>\n",
              "      <td>170.995344</td>\n",
              "      <td>165.540506</td>\n",
              "      <td>162.358710</td>\n",
              "      <td>166.633530</td>\n",
              "      <td>158.984406</td>\n",
              "      <td>175.324176</td>\n",
              "      <td>171.718595</td>\n",
              "      <td>171.554152</td>\n",
              "      <td>169.244369</td>\n",
              "      <td>174.392904</td>\n",
              "      <td>169.667806</td>\n",
              "      <td>169.323781</td>\n",
              "      <td>165.622337</td>\n",
              "      <td>168.733559</td>\n",
              "      <td>175.494859</td>\n",
              "      <td>172.650717</td>\n",
              "      <td>169.870962</td>\n",
              "      <td>170.529159</td>\n",
              "      <td>171.228002</td>\n",
              "      <td>172.065179</td>\n",
              "      <td>167.242466</td>\n",
              "      <td>173.657856</td>\n",
              "      <td>170.254936</td>\n",
              "      <td>175.239682</td>\n",
              "      <td>169.358960</td>\n",
              "      <td>170.081279</td>\n",
              "      <td>166.537264</td>\n",
              "      <td>167.929692</td>\n",
              "      <td>168.736840</td>\n",
              "      <td>170.510390</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 1000 columns</p>\n",
              "</div>"
            ],
            "text/plain": [
              "          0           1           2    ...         997         998         999\n",
              "0  170.232396  169.031977  168.813035  ...  171.096400  168.353032  169.922283\n",
              "1  168.958937  166.326451  164.539877  ...  170.007270  167.451961  172.640131\n",
              "2  167.405646  168.612765  162.578676  ...  170.616422  167.834145  169.425817\n",
              "3  167.607694  168.987051  162.742805  ...  169.446514  170.181850  171.076502\n",
              "4  167.703921  167.192986  161.839415  ...  167.929692  168.736840  170.510390\n",
              "\n",
              "[5 rows x 1000 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 27
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "7ofeEXEWodmB",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 330
        },
        "outputId": "b568d3a4-e833-46d1-eb0b-6dfa72b16a52"
      },
      "source": [
        "simulation_df.plot(legend=False)\n",
        "plt.suptitle('Monte Carlo Simulation: AAPL')\n",
        "plt.axhline(y = last_price, color = 'r', linestyle= '-')\n",
        "plt.xlabel('Day')\n",
        "plt.ylabel('Price')"
      ],
      "execution_count": 34,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0, 0.5, 'Price')"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 34
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "hThZo4QoouRQ",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        ""
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_EjXOM_hq2cg",
        "colab_type": "text"
      },
      "source": [
        "**SOURCE:** https://www.youtube.com/watch?v=_T0l015ecK4"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "AoF4nnKfq7Fb",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        ""
      ],
      "execution_count": 0,
      "outputs": []
    }
  ]
}