mystockmarketproject.ipynb

{
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        },
        "id": "D-FD8k4b-tUR",
        "outputId": "a2b3ec57-045e-4498-85f6-f767da087e36"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Mounted at /content/drive\n"
          ]
        }
      ],
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "pc05P6SL-3xx"
      },
      "outputs": [],
      "source": [
        "import numpy as np\n",
        "import pandas as pd"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "FHB_7-E8_DtJ"
      },
      "outputs": [],
      "source": [
        "df = pd.read_csv(\"/content/drive/MyDrive/GOOGL.csv\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "QjpHj_zW_rP2",
        "outputId": "451d5ba1-76e5-4787-d7b9-0eb128bf0198"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "         Date       Open       High        Low      Close  Adj Close    Volume\n",
              "0  2004-08-19  50.050049  52.082081  48.028027  50.220219  50.220219  44659000\n",
              "1  2004-08-20  50.555557  54.594593  50.300301  54.209209  54.209209  22834300\n",
              "2  2004-08-23  55.430431  56.796795  54.579578  54.754753  54.754753  18256100\n",
              "3  2004-08-24  55.675674  55.855854  51.836838  52.487488  52.487488  15247300\n",
              "4  2004-08-25  52.532532  54.054054  51.991993  53.053055  53.053055   9188600"
            ],
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              "\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Date</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",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>2004-08-19</td>\n",
              "      <td>50.050049</td>\n",
              "      <td>52.082081</td>\n",
              "      <td>48.028027</td>\n",
              "      <td>50.220219</td>\n",
              "      <td>50.220219</td>\n",
              "      <td>44659000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>2004-08-20</td>\n",
              "      <td>50.555557</td>\n",
              "      <td>54.594593</td>\n",
              "      <td>50.300301</td>\n",
              "      <td>54.209209</td>\n",
              "      <td>54.209209</td>\n",
              "      <td>22834300</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>2004-08-23</td>\n",
              "      <td>55.430431</td>\n",
              "      <td>56.796795</td>\n",
              "      <td>54.579578</td>\n",
              "      <td>54.754753</td>\n",
              "      <td>54.754753</td>\n",
              "      <td>18256100</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>2004-08-24</td>\n",
              "      <td>55.675674</td>\n",
              "      <td>55.855854</td>\n",
              "      <td>51.836838</td>\n",
              "      <td>52.487488</td>\n",
              "      <td>52.487488</td>\n",
              "      <td>15247300</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>2004-08-25</td>\n",
              "      <td>52.532532</td>\n",
              "      <td>54.054054</td>\n",
              "      <td>51.991993</td>\n",
              "      <td>53.053055</td>\n",
              "      <td>53.053055</td>\n",
              "      <td>9188600</td>\n",
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              "  </tbody>\n",
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              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
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              "          const element = document.querySelector('#df-2efaa361-149d-443e-8c83-09f0c8cc3342');\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",
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            ]
          },
          "metadata": {},
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        }
      ],
      "source": [
        "df.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "priNR-ce_1R9",
        "outputId": "f1bfd4cb-9b88-4c5e-efda-03bf4da2bb71"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "There are 4041 rows and 7 columns\n"
          ]
        }
      ],
      "source": [
        "nRow, nCol = df.shape\n",
        "print(f'There are {nRow} rows and {nCol} columns')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "9tWyXQKD_3Km",
        "outputId": "e8e12a95-8a8e-4865-87bf-b438a8d97649"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "description de la base\n",
            "              Open         High          Low        Close    Adj Close  \\\n",
            "count  4041.000000  4041.000000  4041.000000  4041.000000  4041.000000   \n",
            "mean    533.983149   538.995819   528.658860   533.999060   533.999060   \n",
            "std     383.007917   386.590237   379.488087   383.326004   383.326004   \n",
            "min      49.644646    50.920921    48.028027    50.055054    50.055054   \n",
            "25%     241.211212   243.688690   238.873871   241.036041   241.036041   \n",
            "50%     342.592590   345.795807   338.598602   342.177185   342.177185   \n",
            "75%     791.979980   798.000000   786.200012   790.460022   790.460022   \n",
            "max    1699.520020  1726.099976  1660.189941  1717.390015  1717.390015   \n",
            "\n",
            "             Volume  \n",
            "count  4.041000e+03  \n",
            "mean   6.909802e+06  \n",
            "std    7.895987e+06  \n",
            "min    5.206000e+05  \n",
            "25%    1.844600e+06  \n",
            "50%    4.191600e+06  \n",
            "75%    8.702600e+06  \n",
            "max    8.215110e+07  \n"
          ]
        }
      ],
      "source": [
        "print('description de la base')\n",
        "print(df.describe())"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "9_HK49sm_5CL",
        "outputId": "46a9511b-874c-4db0-8444-03938e992dd7"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 4041 entries, 0 to 4040\n",
            "Data columns (total 7 columns):\n",
            " #   Column     Non-Null Count  Dtype  \n",
            "---  ------     --------------  -----  \n",
            " 0   Date       4041 non-null   object \n",
            " 1   Open       4041 non-null   float64\n",
            " 2   High       4041 non-null   float64\n",
            " 3   Low        4041 non-null   float64\n",
            " 4   Close      4041 non-null   float64\n",
            " 5   Adj Close  4041 non-null   float64\n",
            " 6   Volume     4041 non-null   int64  \n",
            "dtypes: float64(5), int64(1), object(1)\n",
            "memory usage: 221.1+ KB\n"
          ]
        }
      ],
      "source": [
        "df.info()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "wBEHHd_E_69V",
        "outputId": "27a9d16e-781a-41c7-cd4a-e8b9f914b351"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Total missing values: 0\n"
          ]
        }
      ],
      "source": [
        "print(\"Total missing values:\", df.isna().sum().sum())"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "KSdewgVr_9ci"
      },
      "outputs": [],
      "source": [
        "from matplotlib import pyplot\n",
        "import matplotlib.pyplot as plt"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "bSZuM40VAAPY",
        "outputId": "e4ede2fe-4a47-48e9-a023-68a09462f892"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1224x1224 with 6 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "df.hist (figsize = (17,17))\n",
        "plt.show ()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 996
        },
        "id": "JMyl8VyDADfC",
        "outputId": "a3636263-5622-4f36-dcb5-96d32de0ddc3"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1224x1224 with 36 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "pd.plotting.scatter_matrix (df, figsize = (17,17))\n",
        "pyplot.show ()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "Qjh3PWVwAFZw"
      },
      "outputs": [],
      "source": [
        "data_train = df[df['Date']<'2019-01-01'].copy()\n",
        "data_test = df[df['Date']>='2019-01-01'].copy()\n",
        "data_training=data_train.copy()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "QjLl9P_lAHjg"
      },
      "outputs": [],
      "source": [
        "data_train = data_train.drop(['Date', 'Adj Close'], axis = 1)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "zZvD3NalAJVd",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "dbec79d4-c907-49a6-fd9c-76dbcfc4cedd"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(3617, 5)\n",
            "(424, 7)\n"
          ]
        }
      ],
      "source": [
        "print(data_train.shape)\n",
        "print(data_test.shape)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "dMf4orp9AK2V",
        "outputId": "9c7bc079-8c77-4bfc-a6b7-3b3719529672"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[3.27076291e-04, 9.36027567e-04, 0.00000000e+00, 1.33688677e-04,\n",
              "        5.40709661e-01],\n",
              "       [7.34916593e-04, 2.96139917e-03, 1.87022750e-03, 3.36247683e-03,\n",
              "        2.73350035e-01],\n",
              "       [4.66793067e-03, 4.73662548e-03, 5.39234743e-03, 3.80405377e-03,\n",
              "        2.17265605e-01],\n",
              "       ...,\n",
              "       [7.87877956e-01, 8.08064229e-01, 7.89295551e-01, 8.11727769e-01,\n",
              "        2.17957749e-02],\n",
              "       [8.14744202e-01, 8.16842824e-01, 8.18102800e-01, 8.06693170e-01,\n",
              "        1.46918125e-02],\n",
              "       [8.13396822e-01, 8.15843250e-01, 8.10728176e-01, 8.05300884e-01,\n",
              "        1.39028917e-02]])"
            ]
          },
          "metadata": {},
          "execution_count": 15
        }
      ],
      "source": [
        "from sklearn.preprocessing import MinMaxScaler\n",
        "#from sklearn.preprocessing import StandardScaler # used for feature scaling\n",
        "\n",
        "# feature scaling\n",
        "#We use feature scaling to convert different scales\n",
        "#to a standard scale to make it easier for Machine Learning algorithms.\n",
        "# sc = StandardScaler()\n",
        "sc = MinMaxScaler()\n",
        "data_train= sc.fit_transform(data_train)\n",
        "data_train"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "kf7k7rqsANPj"
      },
      "outputs": [],
      "source": [
        "X_train = []\n",
        "y_train = []\n",
        "\n",
        "for i in range(60, data_train.shape[0]):\n",
        "    X_train.append(data_train[i-60:i])\n",
        "    y_train.append(data_train[i, 0])\n",
        "\n",
        "X_train, y_train = np.array(X_train), np.array(y_train)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "J5CNAM1RAQdH",
        "outputId": "12640e09-d1e1-4b52-c1b4-a5b96e091bb3"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(3557, 60, 5)\n",
            "(3557,)\n"
          ]
        }
      ],
      "source": [
        "print(X_train.shape)\n",
        "print(y_train.shape)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "0JnaeKVYASMU"
      },
      "outputs": [],
      "source": [
        "from keras.models import Sequential\n",
        "from keras.layers import Dense\n",
        "from keras.layers import SimpleRNN\n",
        "from keras.layers import Dropout # it block to overfitting"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "biwInLqJAUOx"
      },
      "outputs": [],
      "source": [
        "model1 = Sequential()\n",
        "\n",
        "# Adding the first RNN layer and some Dropout regularisation\n",
        "model1.add(SimpleRNN(units = 60,activation='relu', return_sequences = True, input_shape = (X_train.shape[1], 5)))\n",
        "model1.add(Dropout(0.2))\n",
        "# Adding a second RNN layer and some Dropout regularisation.\n",
        "model1.add(SimpleRNN(units = 60,activation='relu', return_sequences = True))\n",
        "model1.add(Dropout(0.2))\n",
        "\n",
        "# Adding a third RNN layer and some Dropout regularisation.\n",
        "model1.add(SimpleRNN(units = 80,activation='relu', return_sequences = True))\n",
        "model1.add(Dropout(0.2))\n",
        "\n",
        "# Adding a fourth RNN layer and some Dropout regularisation.\n",
        "model1.add(SimpleRNN(units = 120))\n",
        "model1.add(Dropout(0.2))\n",
        "\n",
        "# Adding the output layer\n",
        "model1.add(Dense(units = 1))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "zC6vZFHmAXNe",
        "outputId": "764cfea9-deec-48c2-d7b1-b49b25d89b97"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Model: \"sequential\"\n",
            "_________________________________________________________________\n",
            " Layer (type)                Output Shape              Param #   \n",
            "=================================================================\n",
            " simple_rnn (SimpleRNN)      (None, 60, 60)            3960      \n",
            "                                                                 \n",
            " dropout (Dropout)           (None, 60, 60)            0         \n",
            "                                                                 \n",
            " simple_rnn_1 (SimpleRNN)    (None, 60, 60)            7260      \n",
            "                                                                 \n",
            " dropout_1 (Dropout)         (None, 60, 60)            0         \n",
            "                                                                 \n",
            " simple_rnn_2 (SimpleRNN)    (None, 60, 80)            11280     \n",
            "                                                                 \n",
            " dropout_2 (Dropout)         (None, 60, 80)            0         \n",
            "                                                                 \n",
            " simple_rnn_3 (SimpleRNN)    (None, 120)               24120     \n",
            "                                                                 \n",
            " dropout_3 (Dropout)         (None, 120)               0         \n",
            "                                                                 \n",
            " dense (Dense)               (None, 1)                 121       \n",
            "                                                                 \n",
            "=================================================================\n",
            "Total params: 46,741\n",
            "Trainable params: 46,741\n",
            "Non-trainable params: 0\n",
            "_________________________________________________________________\n"
          ]
        }
      ],
      "source": [
        "model1.summary()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "EUoo0IYMAYsN"
      },
      "outputs": [],
      "source": [
        "model1.compile(optimizer = 'adam', loss = 'mean_squared_error')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "X-BJGfT-AbWl",
        "outputId": "aae28315-adb5-489d-fccb-9bf6faaddfd6"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/50\n",
            "112/112 [==============================] - 11s 71ms/step - loss: 0.0293\n",
            "Epoch 2/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0047\n",
            "Epoch 3/50\n",
            "112/112 [==============================] - 8s 69ms/step - loss: 0.0030\n",
            "Epoch 4/50\n",
            "112/112 [==============================] - 8s 69ms/step - loss: 0.0024\n",
            "Epoch 5/50\n",
            "112/112 [==============================] - 8s 69ms/step - loss: 0.0021\n",
            "Epoch 6/50\n",
            "112/112 [==============================] - 9s 84ms/step - loss: 0.0021\n",
            "Epoch 7/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0018\n",
            "Epoch 8/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0017\n",
            "Epoch 9/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0019\n",
            "Epoch 10/50\n",
            "112/112 [==============================] - 8s 71ms/step - loss: 0.0017\n",
            "Epoch 11/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0015\n",
            "Epoch 12/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0014\n",
            "Epoch 13/50\n",
            "112/112 [==============================] - 8s 71ms/step - loss: 0.0014\n",
            "Epoch 14/50\n",
            "112/112 [==============================] - 8s 71ms/step - loss: 0.0011\n",
            "Epoch 15/50\n",
            "112/112 [==============================] - 8s 71ms/step - loss: 0.0013\n",
            "Epoch 16/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0014\n",
            "Epoch 17/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0014\n",
            "Epoch 18/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0011\n",
            "Epoch 19/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0012\n",
            "Epoch 20/50\n",
            "112/112 [==============================] - 8s 71ms/step - loss: 0.0013\n",
            "Epoch 21/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0010\n",
            "Epoch 22/50\n",
            "112/112 [==============================] - 8s 71ms/step - loss: 0.0014\n",
            "Epoch 23/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0011\n",
            "Epoch 24/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0010\n",
            "Epoch 25/50\n",
            "112/112 [==============================] - 8s 69ms/step - loss: 9.7887e-04\n",
            "Epoch 26/50\n",
            "112/112 [==============================] - 8s 69ms/step - loss: 9.9516e-04\n",
            "Epoch 27/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 9.6782e-04\n",
            "Epoch 28/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0012\n",
            "Epoch 29/50\n",
            "112/112 [==============================] - 9s 83ms/step - loss: 0.0010\n",
            "Epoch 30/50\n",
            "112/112 [==============================] - 8s 69ms/step - loss: 0.0010\n",
            "Epoch 31/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 9.5812e-04\n",
            "Epoch 32/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 0.0011\n",
            "Epoch 33/50\n",
            "112/112 [==============================] - 8s 69ms/step - loss: 7.9943e-04\n",
            "Epoch 34/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 8.7793e-04\n",
            "Epoch 35/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 7.5398e-04\n",
            "Epoch 36/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 8.4837e-04\n",
            "Epoch 37/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 7.6351e-04\n",
            "Epoch 38/50\n",
            "112/112 [==============================] - 8s 69ms/step - loss: 9.5821e-04\n",
            "Epoch 39/50\n",
            "112/112 [==============================] - 8s 69ms/step - loss: 0.0012\n",
            "Epoch 40/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 7.4898e-04\n",
            "Epoch 41/50\n",
            "112/112 [==============================] - 8s 71ms/step - loss: 7.7267e-04\n",
            "Epoch 42/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 7.2685e-04\n",
            "Epoch 43/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 6.8978e-04\n",
            "Epoch 44/50\n",
            "112/112 [==============================] - 8s 69ms/step - loss: 7.2992e-04\n",
            "Epoch 45/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 8.3144e-04\n",
            "Epoch 46/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 7.5752e-04\n",
            "Epoch 47/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 6.4675e-04\n",
            "Epoch 48/50\n",
            "112/112 [==============================] - 8s 71ms/step - loss: 6.6403e-04\n",
            "Epoch 49/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 5.9107e-04\n",
            "Epoch 50/50\n",
            "112/112 [==============================] - 8s 70ms/step - loss: 6.5019e-04\n"
          ]
        },
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              "<keras.callbacks.History at 0x7ff6a73cb190>"
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        "model1.fit(X_train, y_train, epochs =50, batch_size = 32)"
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    {
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        },
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              "            Date         Open         High          Low        Close  \\\n",
              "3617  2019-01-02  1027.199951  1060.790039  1025.280029  1054.680054   \n",
              "3618  2019-01-03  1050.670044  1066.260010  1022.369995  1025.469971   \n",
              "3619  2019-01-04  1042.560059  1080.000000  1036.859985  1078.069946   \n",
              "3620  2019-01-07  1080.969971  1082.699951  1062.640015  1075.920044   \n",
              "3621  2019-01-08  1086.000000  1093.349976  1068.349976  1085.369995   \n",
              "\n",
              "        Adj Close   Volume  \n",
              "3617  1054.680054  1593400  \n",
              "3618  1025.469971  2098000  \n",
              "3619  1078.069946  2301100  \n",
              "3620  1075.920044  2372300  \n",
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              "          Open         High          Low        Close   Volume\n",
              "0  1205.030029  1205.900024  1163.849976  1177.069946  2328800\n",
              "1  1176.000000  1182.000000  1154.319946  1167.829956  1592600\n",
              "2  1160.000000  1175.859985  1135.400024  1155.920044  2309500\n",
              "3  1151.310059  1161.550049  1144.170044  1145.170044  1684500\n",
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              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 24
        }
      ],
      "source": [
        "past_60_days = data_training.tail(60)\n",
        "data_test = past_60_days.append(data_test, ignore_index = True)\n",
        "# Dropping 'Date' and 'Adj Close'\n",
        "data_test = data_test.drop(['Date', 'Adj Close'], axis = 1)\n",
        "data_test.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "VNjivt7YAl-J",
        "outputId": "d052b85f-073d-4562-9a21-c2ec384116fe"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[0.93215681, 0.93104506, 0.91839316, 0.91223401, 0.02215103],\n",
              "       [0.90873558, 0.91177891, 0.91054933, 0.90475493, 0.01313235],\n",
              "       [0.8958269 , 0.90682936, 0.89497702, 0.89511475, 0.0219146 ],\n",
              "       ...,\n",
              "       [1.3056858 , 1.35038563, 1.32691284, 1.34958257, 0.02395551],\n",
              "       [1.33110786, 1.32934607, 1.28371845, 1.2784503 , 0.03258096],\n",
              "       [1.25807694, 1.27694057, 1.22631805, 1.23935503, 0.02783191]])"
            ]
          },
          "metadata": {},
          "execution_count": 25
        }
      ],
      "source": [
        "data_test = sc.transform(data_test)\n",
        "data_test"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "IV9lAo9lAnxK",
        "outputId": "a290f50d-11b3-43e7-fc89-48e2b30f83ba"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "((424, 60, 5), (424,))"
            ]
          },
          "metadata": {},
          "execution_count": 26
        }
      ],
      "source": [
        "X_test = []\n",
        "y_test = []\n",
        "\n",
        "for i in range(60, data_test.shape[0]):\n",
        "    X_test.append(data_test[i-60:i])\n",
        "    y_test.append(data_test[i, 0])\n",
        "\n",
        "X_test, y_test = np.array(X_test), np.array(y_test)\n",
        "X_test.shape, y_test.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "RBSG9OqeAqBd",
        "outputId": "3e032074-98d7-4ce1-b170-3240e66e07fe"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "14/14 [==============================] - 1s 17ms/step\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(424, 1)"
            ]
          },
          "metadata": {},
          "execution_count": 27
        }
      ],
      "source": [
        "y_pred1 = model1.predict(X_test)\n",
        "y_pred1.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "38SOIqw2Ar4R",
        "outputId": "7c5c6173-35dd-405b-9ee0-48e8f93ee3d2"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([8.06792972e-04, 8.06114202e-04, 8.23064254e-04, 8.09424979e-04,\n",
              "       1.22503231e-08])"
            ]
          },
          "metadata": {},
          "execution_count": 28
        }
      ],
      "source": [
        "sc.scale_"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "pJjy62aXAtlT",
        "outputId": "223ce956-7cd1-4a21-e0ac-9ed436120275"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1221.5901990069017"
            ]
          },
          "metadata": {},
          "execution_count": 29
        }
      ],
      "source": [
        "scale = 1/8.18605127e-04\n",
        "scale"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "MrxdEpV7AvsC"
      },
      "outputs": [],
      "source": [
        "y_pred1 = y_pred1*scale\n",
        "y_test = y_test*scale"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 350
        },
        "id": "DgI4GnKvAxuU",
        "outputId": "6886e62e-9e3c-4676-85a6-b6b7c909cdd4"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1008x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "# Visualising the results\n",
        "plt.figure(figsize=(14,5))\n",
        "plt.plot(y_test, color = 'orange', label = 'Real Google Stock Price')\n",
        "plt.plot(y_pred1, color = \"c\", label = 'Predicted Google Stock Price, Simple RNN')\n",
        "plt.title('Google Stock Price Prediction')\n",
        "plt.xlabel('Time')\n",
        "plt.ylabel('Google Stock Price')\n",
        "plt.legend()\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "F3o2TkPDA6LH"
      },
      "source": [
        "LSTM"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "bU0r6J81A70s"
      },
      "outputs": [],
      "source": [
        "from tensorflow.keras.layers import LSTM"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "pwq9VEBrA9To"
      },
      "outputs": [],
      "source": [
        "#Initializing the RNN\n",
        "model2 = Sequential()\n",
        "\n",
        "# Adding the first RNN layer and some Dropout regularisation\n",
        "model2.add(LSTM(units = 60, activation = 'relu', return_sequences = True, input_shape = (X_train.shape[1], 5)))\n",
        "model2.add(Dropout(0.2))\n",
        "# Adding a second RNN layer and some Dropout regularisation.\n",
        "model2.add(LSTM(units = 60, activation = 'relu', return_sequences = True))\n",
        "model2.add(Dropout(0.2))\n",
        "# Adding a third RNN layer and some Dropout regularisation.\n",
        "model2.add(LSTM(units = 80, activation = 'relu', return_sequences = True))\n",
        "model2.add(Dropout(0.2))\n",
        "# Adding a fourth RNN layer and some Dropout regularisation.\n",
        "model2.add(LSTM(units = 120, activation = 'relu'))\n",
        "model2.add(Dropout(0.2))\n",
        "# Adding the output layer\n",
        "model2.add(Dense(units = 1))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "awHYTev-A_fP",
        "outputId": "a7eb5745-6f9b-4549-8e5d-83c782694f09"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Model: \"sequential_1\"\n",
            "_________________________________________________________________\n",
            " Layer (type)                Output Shape              Param #   \n",
            "=================================================================\n",
            " lstm (LSTM)                 (None, 60, 60)            15840     \n",
            "                                                                 \n",
            " dropout_4 (Dropout)         (None, 60, 60)            0         \n",
            "                                                                 \n",
            " lstm_1 (LSTM)               (None, 60, 60)            29040     \n",
            "                                                                 \n",
            " dropout_5 (Dropout)         (None, 60, 60)            0         \n",
            "                                                                 \n",
            " lstm_2 (LSTM)               (None, 60, 80)            45120     \n",
            "                                                                 \n",
            " dropout_6 (Dropout)         (None, 60, 80)            0         \n",
            "                                                                 \n",
            " lstm_3 (LSTM)               (None, 120)               96480     \n",
            "                                                                 \n",
            " dropout_7 (Dropout)         (None, 120)               0         \n",
            "                                                                 \n",
            " dense_1 (Dense)             (None, 1)                 121       \n",
            "                                                                 \n",
            "=================================================================\n",
            "Total params: 186,601\n",
            "Trainable params: 186,601\n",
            "Non-trainable params: 0\n",
            "_________________________________________________________________\n"
          ]
        }
      ],
      "source": [
        "model2.summary()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "iQH81FUUBBGI"
      },
      "outputs": [],
      "source": [
        "model2.compile(optimizer = 'adam', loss = 'mean_squared_error')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "zTyIkEvVBDW3",
        "outputId": "0e417d96-7728-4f1e-8053-88291ba788b2"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch 1/50\n",
            "112/112 [==============================] - 26s 189ms/step - loss: 0.0130\n",
            "Epoch 2/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 0.0020\n",
            "Epoch 3/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 0.0020\n",
            "Epoch 4/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 0.0018\n",
            "Epoch 5/50\n",
            "112/112 [==============================] - 23s 205ms/step - loss: 0.0017\n",
            "Epoch 6/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 0.0015\n",
            "Epoch 7/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 0.0016\n",
            "Epoch 8/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 0.0016\n",
            "Epoch 9/50\n",
            "112/112 [==============================] - 21s 187ms/step - loss: 0.0015\n",
            "Epoch 10/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 0.0015\n",
            "Epoch 11/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 0.0014\n",
            "Epoch 12/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 0.0013\n",
            "Epoch 13/50\n",
            "112/112 [==============================] - 23s 205ms/step - loss: 0.0011\n",
            "Epoch 14/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 0.0012\n",
            "Epoch 15/50\n",
            "112/112 [==============================] - 21s 187ms/step - loss: 0.0012\n",
            "Epoch 16/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 0.0011\n",
            "Epoch 17/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 0.0011\n",
            "Epoch 18/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 9.0084e-04\n",
            "Epoch 19/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 0.0011\n",
            "Epoch 20/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 9.1041e-04\n",
            "Epoch 21/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 0.0010\n",
            "Epoch 22/50\n",
            "112/112 [==============================] - 23s 204ms/step - loss: 9.1828e-04\n",
            "Epoch 23/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 8.8112e-04\n",
            "Epoch 24/50\n",
            "112/112 [==============================] - 21s 190ms/step - loss: 8.6773e-04\n",
            "Epoch 25/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 8.0793e-04\n",
            "Epoch 26/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 8.1973e-04\n",
            "Epoch 27/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 8.8668e-04\n",
            "Epoch 28/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 8.5842e-04\n",
            "Epoch 29/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 7.3336e-04\n",
            "Epoch 30/50\n",
            "112/112 [==============================] - 23s 204ms/step - loss: 7.7426e-04\n",
            "Epoch 31/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 8.4977e-04\n",
            "Epoch 32/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 8.3203e-04\n",
            "Epoch 33/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 7.7134e-04\n",
            "Epoch 34/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 8.6272e-04\n",
            "Epoch 35/50\n",
            "112/112 [==============================] - 21s 190ms/step - loss: 8.3755e-04\n",
            "Epoch 36/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 7.2260e-04\n",
            "Epoch 37/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 6.7569e-04\n",
            "Epoch 38/50\n",
            "112/112 [==============================] - 23s 204ms/step - loss: 6.2187e-04\n",
            "Epoch 39/50\n",
            "112/112 [==============================] - 21s 191ms/step - loss: 7.9052e-04\n",
            "Epoch 40/50\n",
            "112/112 [==============================] - 21s 191ms/step - loss: 7.0543e-04\n",
            "Epoch 41/50\n",
            "112/112 [==============================] - 21s 190ms/step - loss: 6.2267e-04\n",
            "Epoch 42/50\n",
            "112/112 [==============================] - 21s 191ms/step - loss: 6.6943e-04\n",
            "Epoch 43/50\n",
            "112/112 [==============================] - 21s 190ms/step - loss: 6.4842e-04\n",
            "Epoch 44/50\n",
            "112/112 [==============================] - 22s 192ms/step - loss: 6.8484e-04\n",
            "Epoch 45/50\n",
            "112/112 [==============================] - 21s 191ms/step - loss: 7.7361e-04\n",
            "Epoch 46/50\n",
            "112/112 [==============================] - 21s 190ms/step - loss: 6.5908e-04\n",
            "Epoch 47/50\n",
            "112/112 [==============================] - 23s 204ms/step - loss: 6.8157e-04\n",
            "Epoch 48/50\n",
            "112/112 [==============================] - 21s 189ms/step - loss: 6.4685e-04\n",
            "Epoch 49/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 6.9008e-04\n",
            "Epoch 50/50\n",
            "112/112 [==============================] - 21s 188ms/step - loss: 5.6887e-04\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<keras.callbacks.History at 0x7ff6a6e20e90>"
            ]
          },
          "metadata": {},
          "execution_count": 36
        }
      ],
      "source": [
        "model2.fit(X_train, y_train, epochs = 50, batch_size = 32)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "dz-cdEnnBFBN",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "35d79791-aaab-48ff-be2e-3d684282c10c"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "((424, 60, 5), (424,))"
            ]
          },
          "metadata": {},
          "execution_count": 38
        }
      ],
      "source": [
        "X_test = []\n",
        "y_test = []\n",
        "\n",
        "for i in range(60, data_test.shape[0]):\n",
        "    X_test.append(data_test[i-60:i])\n",
        "    y_test.append(data_test[i, 0])\n",
        "\n",
        "X_test, y_test = np.array(X_test), np.array(y_test)\n",
        "X_test.shape, y_test.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "qfC3XYdvBJNW",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "dfc6f438-ef50-4d4d-8566-319ea54b8867"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "14/14 [==============================] - 1s 56ms/step\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(424, 1)"
            ]
          },
          "metadata": {},
          "execution_count": 39
        }
      ],
      "source": [
        "#predictions\n",
        "y_pred2 = model2.predict(X_test)\n",
        "y_pred2.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "mcz9XWaZBKzV",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "865f21ac-7da7-44ce-fd1e-f085afc42434"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([8.06792972e-04, 8.06114202e-04, 8.23064254e-04, 8.09424979e-04,\n",
              "       1.22503231e-08])"
            ]
          },
          "metadata": {},
          "execution_count": 40
        }
      ],
      "source": [
        "sc.scale_"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "BvPhy4V8BMh0",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "a71ebc98-f0b6-4e90-af4c-9e10ec5cea5e"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1221.5901990069017"
            ]
          },
          "metadata": {},
          "execution_count": 41
        }
      ],
      "source": [
        "scale = 1/8.18605127e-04\n",
        "scale"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "avg97atjBOM8"
      },
      "outputs": [],
      "source": [
        "y_pred2 = y_pred2*scale\n",
        "y_test = y_test*scale"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "BSpZI1VpBRvL",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 350
        },
        "outputId": "616701f6-4703-48fa-bfd4-306c1508c4c4"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1008x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "# Visualising the results\n",
        "plt.figure(figsize=(14,5))\n",
        "plt.plot(y_test, color = 'LimeGreen', label = 'Real Google Stock Price')\n",
        "plt.plot(y_pred2, color = 'Gold', label = 'Predicted Google Stock Price, LSTM')\n",
        "plt.title('Google Stock Price Prediction')\n",
        "plt.xlabel('Time')\n",
        "plt.ylabel('Google Stock Price')\n",
        "plt.legend()\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "lPqWmX3XBT4F",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 350
        },
        "outputId": "d9eb0659-e3a8-40f1-e691-1a8b0591b7c8"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1008x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ],
      "source": [
        "# Visualising the results\n",
        "plt.figure(figsize=(14,5))\n",
        "plt.plot(y_test, color = 'LimeGreen',linestyle='dashed', label = 'Real Google Stock Price')\n",
        "plt.plot(y_pred1, color = 'c', label = 'Predicted Google Stock Price, Simple RNN')\n",
        "plt.plot(y_pred2, color = 'Gold', label = 'Predicted Google Stock Price, LSTM')\n",
        "plt.title('Google Stock Price Prediction')\n",
        "plt.xlabel('Time')\n",
        "plt.ylabel('Google Stock Price')\n",
        "plt.legend()\n",
        "plt.show()"
      ]
    }
  ],
  "metadata": {
    "colab": {
      "provenance": []
    },
    "kernelspec": {
      "display_name": "Python 3",
      "name": "python3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}