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"id": "pJsQwR5H5jf3" }, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import pandas_datareader.data as web\n", "import datetime as dt" ] }, { "cell_type": "markdown", "source": [ "## Import Dataset" ], "metadata": { "id": "TU0i_bwC_nms" } }, { "cell_type": "code", "source": [ "import yfinance as yf\n", "\n", "data = yf.download('MAPI.JK', start='2010-01-01', end='2023-09-29')\n", "data.head()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 0 }, "id": "3N0s2Azm7OsV", "outputId": "b1afb40f-2459-43b9-8562-314c19b31cf5" }, "execution_count": 3, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "\r[*********************100%%**********************] 1 of 1 completed\n" ] }, { "output_type": "execute_result", "data": { "text/plain": [ " Open High Low Close Adj Close Volume\n", "Date \n", "2010-01-04 62.0 62.0 62.0 62.0 57.476482 235000\n", "2010-01-05 65.0 65.0 63.0 65.0 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OpenHighLowCloseAdj CloseVolume
Date
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OpenHighLowCloseAdj CloseVolume
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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "plt.plot(df.High)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 447 }, "id": "YX2RjPZ9-Lkh", "outputId": "fde080c4-6255-4e63-f034-21a91e5c39d0" }, "execution_count": 9, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "[]" ] }, "metadata": {}, "execution_count": 9 }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "plt.plot(df.Low)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 447 }, "id": "_vdNMCbc-z3U", "outputId": "6642f6f6-4423-464b-b3e4-c161b6a7d983" }, "execution_count": 10, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "[]" ] }, "metadata": {}, "execution_count": 10 }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "moving_average = df.Close.rolling(100).mean()\n", "moving_average" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "qJpTYnos-1oU", "outputId": "111528c6-92c8-45cb-c90c-a64470de7e87" }, "execution_count": 11, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "0 NaN\n", "1 NaN\n", "2 NaN\n", "3 NaN\n", "4 NaN\n", " ... \n", "3394 1805.35\n", "3395 1809.45\n", "3396 1813.30\n", "3397 1817.70\n", "3398 1821.75\n", "Name: Close, Length: 3399, dtype: float64" ] }, "metadata": {}, "execution_count": 11 } ] }, { "cell_type": "code", "source": [ "plt.figure(figsize=(12,6))\n", "plt.plot(df.Close)\n", "plt.plot(moving_average,color='red')\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 522 }, "id": "T1O9Z9p4-_Ul", "outputId": "c2456c1e-f1e8-4b69-e5d1-050bea8dfca9" }, "execution_count": 12, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "plt.figure(figsize=(12,6))\n", "plt.plot(df.Close)\n", "plt.plot(moving_average,color='red')\n", "plt.plot(df.Close.rolling(200).mean(),color='green')\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 522 }, "id": "3Cb7xsmC_LGF", "outputId": "90f1ce6d-a8ea-44e9-f26d-b33a676381b3" }, "execution_count": 13, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" ] }, "metadata": {}, "execution_count": 19 } ] }, { "cell_type": "code", "source": [ "from sklearn.preprocessing import MinMaxScaler\n", "\n", "scaler = MinMaxScaler(feature_range=(0,1))\n" ], "metadata": { "id": "x-xyjfdXAec1" }, "execution_count": 20, "outputs": [] }, { "cell_type": "code", "source": [ "train_data_array = scaler.fit_transform(train_data)\n", "train_data_array" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "R1mYLIKjAuqs", "outputId": "30a4d9d0-655a-4da8-bdeb-c06c40fd576c" }, "execution_count": 21, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([[0.00192308],\n", " [0.00480769],\n", " [0.00288462],\n", " ...,\n", " [0.82211538],\n", " [0.82692308],\n", " [0.86538462]])" ] }, "metadata": {}, "execution_count": 21 } ] }, { "cell_type": "code", "source": [ "X_train = []\n", "y_train = []\n", "\n", "\n", "for i in range(100, train_data_array.shape[0]):\n", " X_train.append(train_data_array[i-100:i])\n", " y_train.append(train_data_array[i,0])\n", "\n", "X_train = np.array(X_train)\n", "y_train = np.array(y_train)" ], "metadata": { "id": "RCpp0bWoA1oG" }, "execution_count": 22, "outputs": [] }, { "cell_type": "code", "source": [ "X_train" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "-8sLwm7pCI0t", "outputId": "99348d3b-7df3-4704-d1fc-ea72562d2841" }, "execution_count": 23, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([[[0.00192308],\n", " [0.00480769],\n", " [0.00288462],\n", " ...,\n", " [0.00288462],\n", " [0.00480769],\n", " [0.00480769]],\n", "\n", " [[0.00480769],\n", " [0.00288462],\n", " [0.00288462],\n", " ...,\n", " [0.00480769],\n", " [0.00480769],\n", " [0.00480769]],\n", "\n", " [[0.00288462],\n", " [0.00288462],\n", " [0.00384615],\n", " ...,\n", " [0.00480769],\n", " [0.00480769],\n", " [0.00480769]],\n", "\n", " ...,\n", "\n", " [[0.95673077],\n", " [0.94711538],\n", " [0.94711538],\n", " ...,\n", " [0.875 ],\n", " [0.84134615],\n", " [0.82692308]],\n", "\n", " [[0.94711538],\n", " [0.94711538],\n", " [0.94711538],\n", " ...,\n", " [0.84134615],\n", " [0.82692308],\n", " [0.82211538]],\n", "\n", " [[0.94711538],\n", " [0.94711538],\n", " [0.94230769],\n", " ...,\n", " [0.82692308],\n", " [0.82211538],\n", " [0.82692308]]])" ] }, "metadata": {}, "execution_count": 23 } ] }, { "cell_type": "markdown", "source": [ "## Modeling" ], "metadata": { "id": "2u4kpbIkA_87" } }, { "cell_type": "code", "source": [ "from keras.layers import Dense,Dropout, LSTM\n", "from keras.models import Sequential" ], "metadata": { "id": "qvU_hUWvCJuk" }, "execution_count": 24, "outputs": [] }, { "cell_type": "code", "source": [ "model = Sequential()\n", "model.add(LSTM(units=100,activation='relu',return_sequences= True , input_shape= (X_train.shape[1] , 1)))\n", "model.add(Dropout(0.2))\n", "\n", "model.add(LSTM(units=50,activation='relu',return_sequences= True ))\n", "model.add(Dropout(0.3))\n", "\n", "model.add(LSTM(units=80,activation='relu',return_sequences= True))\n", "model.add(Dropout(0.4))\n", "\n", "model.add(LSTM(units=120,activation='relu'))\n", "model.add(Dropout(0.5))\n", "\n", "model.add(Dense(units=1))" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "cpbldNJaCWlj", "outputId": "5a7451fb-fc73-4d18-e438-9f8a309f1878" }, "execution_count": 25, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "WARNING:tensorflow:Layer lstm will not use cuDNN kernels since it doesn't meet the criteria. It will use a generic GPU kernel as fallback when running on GPU.\n", "WARNING:tensorflow:Layer lstm_1 will not use cuDNN kernels since it doesn't meet the criteria. It will use a generic GPU kernel as fallback when running on GPU.\n", "WARNING:tensorflow:Layer lstm_2 will not use cuDNN kernels since it doesn't meet the criteria. It will use a generic GPU kernel as fallback when running on GPU.\n", "WARNING:tensorflow:Layer lstm_3 will not use cuDNN kernels since it doesn't meet the criteria. It will use a generic GPU kernel as fallback when running on GPU.\n" ] } ] }, { "cell_type": "code", "source": [ "model.summary()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "mhK4KjSLDZ78", "outputId": "efd34ca6-b153-4f2e-f7a5-9007bd49abd0" }, "execution_count": 26, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Model: \"sequential\"\n", "_________________________________________________________________\n", " Layer (type) Output Shape Param # \n", "=================================================================\n", " lstm (LSTM) (None, 100, 100) 40800 \n", " \n", " dropout (Dropout) (None, 100, 100) 0 \n", " \n", " lstm_1 (LSTM) (None, 100, 50) 30200 \n", " \n", " dropout_1 (Dropout) (None, 100, 50) 0 \n", " \n", " lstm_2 (LSTM) (None, 100, 80) 41920 \n", " \n", " dropout_2 (Dropout) (None, 100, 80) 0 \n", " \n", " lstm_3 (LSTM) (None, 120) 96480 \n", " \n", " dropout_3 (Dropout) (None, 120) 0 \n", " \n", " dense (Dense) (None, 1) 121 \n", " \n", "=================================================================\n", "Total params: 209521 (818.44 KB)\n", "Trainable params: 209521 (818.44 KB)\n", "Non-trainable params: 0 (0.00 Byte)\n", "_________________________________________________________________\n" ] } ] }, { "cell_type": "code", "source": [ "from keras.callbacks import ModelCheckpoint\n", "# This will save the best model based on validation loss\n", "checkpoint = ModelCheckpoint('best_model.h5', monitor='val_loss', verbose=1, save_best_only=True, mode='min')\n", "\n", "model.compile(optimizer='adam', loss='mean_squared_error')\n", "model.fit(X_train, y_train, epochs=50, validation_split=0.2, callbacks=[checkpoint])\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "b_IYvEIfDcL8", "outputId": "48f5e6ee-3e22-4288-94ed-f8da6f1ae72e" }, "execution_count": 27, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Epoch 1/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0428\n", "Epoch 1: val_loss improved from inf to 0.02164, saving model to best_model.h5\n", "57/57 [==============================] - 51s 711ms/step - loss: 0.0428 - val_loss: 0.0216\n", "Epoch 2/50\n" ] }, { "output_type": "stream", "name": "stderr", "text": [ "/usr/local/lib/python3.10/dist-packages/keras/src/engine/training.py:3000: UserWarning: You are saving your model as an HDF5 file via `model.save()`. This file format is considered legacy. We recommend using instead the native Keras format, e.g. `model.save('my_model.keras')`.\n", " saving_api.save_model(\n" ] }, { "output_type": "stream", "name": "stdout", "text": [ "57/57 [==============================] - ETA: 0s - loss: 0.0090\n", "Epoch 2: val_loss improved from 0.02164 to 0.00735, saving model to best_model.h5\n", "57/57 [==============================] - 40s 708ms/step - loss: 0.0090 - val_loss: 0.0074\n", "Epoch 3/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0075\n", "Epoch 3: val_loss did not improve from 0.00735\n", "57/57 [==============================] - 39s 690ms/step - loss: 0.0075 - val_loss: 0.0272\n", "Epoch 4/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0071\n", "Epoch 4: val_loss did not improve from 0.00735\n", "57/57 [==============================] - 39s 693ms/step - loss: 0.0071 - val_loss: 0.0107\n", "Epoch 5/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0060\n", "Epoch 5: val_loss did not improve from 0.00735\n", "57/57 [==============================] - 41s 724ms/step - loss: 0.0060 - val_loss: 0.0149\n", "Epoch 6/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0055\n", "Epoch 6: val_loss did not improve from 0.00735\n", "57/57 [==============================] - 39s 690ms/step - loss: 0.0055 - val_loss: 0.0087\n", "Epoch 7/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0050\n", "Epoch 7: val_loss did not improve from 0.00735\n", "57/57 [==============================] - 39s 685ms/step - loss: 0.0050 - val_loss: 0.0089\n", "Epoch 8/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0052\n", "Epoch 8: val_loss did not improve from 0.00735\n", "57/57 [==============================] - 39s 672ms/step - loss: 0.0052 - val_loss: 0.0155\n", "Epoch 9/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0049\n", "Epoch 9: val_loss improved from 0.00735 to 0.00562, saving model to best_model.h5\n", "57/57 [==============================] - 39s 662ms/step - loss: 0.0049 - val_loss: 0.0056\n", "Epoch 10/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0048\n", "Epoch 10: val_loss improved from 0.00562 to 0.00554, saving model to best_model.h5\n", "57/57 [==============================] - 39s 675ms/step - loss: 0.0048 - val_loss: 0.0055\n", "Epoch 11/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0042\n", "Epoch 11: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 40s 691ms/step - loss: 0.0042 - val_loss: 0.0134\n", "Epoch 12/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0046\n", "Epoch 12: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 41s 719ms/step - loss: 0.0046 - val_loss: 0.0099\n", "Epoch 13/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0045\n", "Epoch 13: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 39s 691ms/step - loss: 0.0045 - val_loss: 0.0096\n", "Epoch 14/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0038\n", "Epoch 14: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 40s 699ms/step - loss: 0.0038 - val_loss: 0.0086\n", "Epoch 15/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0040\n", "Epoch 15: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 39s 689ms/step - loss: 0.0040 - val_loss: 0.0112\n", "Epoch 16/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0036\n", "Epoch 16: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 40s 695ms/step - loss: 0.0036 - val_loss: 0.0091\n", "Epoch 17/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0037\n", "Epoch 17: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 40s 702ms/step - loss: 0.0037 - val_loss: 0.0064\n", "Epoch 18/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0035\n", "Epoch 18: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 40s 707ms/step - loss: 0.0035 - val_loss: 0.0080\n", "Epoch 19/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0036\n", "Epoch 19: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 41s 727ms/step - loss: 0.0036 - val_loss: 0.0144\n", "Epoch 20/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0037\n", "Epoch 20: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 40s 685ms/step - loss: 0.0037 - val_loss: 0.0055\n", "Epoch 21/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0030\n", "Epoch 21: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 40s 687ms/step - loss: 0.0030 - val_loss: 0.0095\n", "Epoch 22/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0032\n", "Epoch 22: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 40s 701ms/step - loss: 0.0032 - val_loss: 0.0068\n", "Epoch 23/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0030\n", "Epoch 23: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 39s 686ms/step - loss: 0.0030 - val_loss: 0.0081\n", "Epoch 24/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0030\n", "Epoch 24: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 39s 692ms/step - loss: 0.0030 - val_loss: 0.0076\n", "Epoch 25/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0026\n", "Epoch 25: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 39s 687ms/step - loss: 0.0026 - val_loss: 0.0068\n", "Epoch 26/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0024\n", "Epoch 26: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 41s 721ms/step - loss: 0.0024 - val_loss: 0.0063\n", "Epoch 27/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0024\n", "Epoch 27: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 39s 684ms/step - loss: 0.0024 - val_loss: 0.0058\n", "Epoch 28/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0025\n", "Epoch 28: val_loss did not improve from 0.00554\n", "57/57 [==============================] - 39s 691ms/step - loss: 0.0025 - val_loss: 0.0061\n", "Epoch 29/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0024\n", "Epoch 29: val_loss improved from 0.00554 to 0.00475, saving model to best_model.h5\n", "57/57 [==============================] - 39s 693ms/step - loss: 0.0024 - val_loss: 0.0048\n", "Epoch 30/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0026\n", "Epoch 30: val_loss did not improve from 0.00475\n", "57/57 [==============================] - 39s 688ms/step - loss: 0.0026 - val_loss: 0.0095\n", "Epoch 31/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0024\n", "Epoch 31: val_loss did not improve from 0.00475\n", "57/57 [==============================] - 40s 698ms/step - loss: 0.0024 - val_loss: 0.0061\n", "Epoch 32/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0020\n", "Epoch 32: val_loss did not improve from 0.00475\n", "57/57 [==============================] - 41s 728ms/step - loss: 0.0020 - val_loss: 0.0054\n", "Epoch 33/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0021\n", "Epoch 33: val_loss improved from 0.00475 to 0.00437, saving model to best_model.h5\n", "57/57 [==============================] - 40s 698ms/step - loss: 0.0021 - val_loss: 0.0044\n", "Epoch 34/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0020\n", "Epoch 34: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 690ms/step - loss: 0.0020 - val_loss: 0.0053\n", "Epoch 35/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0021\n", "Epoch 35: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 682ms/step - loss: 0.0021 - val_loss: 0.0052\n", "Epoch 36/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0020\n", "Epoch 36: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 687ms/step - loss: 0.0020 - val_loss: 0.0054\n", "Epoch 37/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0019\n", "Epoch 37: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 40s 704ms/step - loss: 0.0019 - val_loss: 0.0045\n", "Epoch 38/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0019\n", "Epoch 38: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 688ms/step - loss: 0.0019 - val_loss: 0.0070\n", "Epoch 39/50\n", "57/57 [==============================] - ETA: 0s - loss: 3925622390784.0000\n", "Epoch 39: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 41s 715ms/step - loss: 3925622390784.0000 - val_loss: 0.0053\n", "Epoch 40/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0046\n", "Epoch 40: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 693ms/step - loss: 0.0046 - val_loss: 0.0069\n", "Epoch 41/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0036\n", "Epoch 41: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 682ms/step - loss: 0.0036 - val_loss: 0.0082\n", "Epoch 42/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0033\n", "Epoch 42: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 38s 672ms/step - loss: 0.0033 - val_loss: 0.0060\n", "Epoch 43/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0030\n", "Epoch 43: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 685ms/step - loss: 0.0030 - val_loss: 0.0088\n", "Epoch 44/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0030\n", "Epoch 44: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 684ms/step - loss: 0.0030 - val_loss: 0.0104\n", "Epoch 45/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0029\n", "Epoch 45: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 688ms/step - loss: 0.0029 - val_loss: 0.0064\n", "Epoch 46/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0030\n", "Epoch 46: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 40s 707ms/step - loss: 0.0030 - val_loss: 0.0074\n", "Epoch 47/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0029\n", "Epoch 47: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 680ms/step - loss: 0.0029 - val_loss: 0.0123\n", "Epoch 48/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0027\n", "Epoch 48: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 679ms/step - loss: 0.0027 - val_loss: 0.0053\n", "Epoch 49/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0029\n", "Epoch 49: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 38s 670ms/step - loss: 0.0029 - val_loss: 0.0110\n", "Epoch 50/50\n", "57/57 [==============================] - ETA: 0s - loss: 0.0026\n", "Epoch 50: val_loss did not improve from 0.00437\n", "57/57 [==============================] - 39s 677ms/step - loss: 0.0026 - val_loss: 0.0122\n" ] }, { "output_type": "execute_result", "data": { "text/plain": [ "" ] }, "metadata": {}, "execution_count": 27 } ] }, { "cell_type": "markdown", "source": [ "## Evaluating Model" ], "metadata": { "id": "z01XFCCeBznA" } }, { "cell_type": "code", "source": [ "test_data.head()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 206 }, "id": "IKAF7sfxELD8", "outputId": "a8db003c-935b-4b2e-87a7-4c40cad23663" }, "execution_count": 28, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ " Close\n", "2379 945.0\n", "2380 925.0\n", "2381 920.0\n", "2382 945.0\n", "2383 1000.0" ], "text/html": [ "\n", "
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\n" ] }, "metadata": {}, "execution_count": 30 } ] }, { "cell_type": "code", "source": [ "input_data = scaler.fit_transform(final_df)\n", "input_data" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "12w0dtAQOL68", "outputId": "f0457721-7cfd-41a6-ab47-50139a10daff" }, "execution_count": 31, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([[0.37894073],\n", " [0.37578815],\n", " [0.38839849],\n", " ...,\n", " [0.86443884],\n", " [0.88650694],\n", " [0.83921816]])" ] }, "metadata": {}, "execution_count": 31 } ] }, { "cell_type": "code", "source": [ "input_data.shape" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "oqG8PU4OObRd", "outputId": "185eef7c-ed3c-452e-bf35-5bda338b127a" }, "execution_count": 32, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "(1120, 1)" ] }, "metadata": {}, "execution_count": 32 } ] }, { "cell_type": "code", "source": [ "X_test = []\n", "y_test = []\n", "\n", "for i in range(100,input_data.shape[0]):\n", " X_test.append(input_data[i-100:i])\n", " y_test.append(input_data[i,0])\n", "\n", "X_test , y_test = np.array(X_test) , np.array(y_test)\n", "print(X_test.shape)\n", "print(y_test.shape)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "lglg2GVNOd5z", "outputId": "03f7d8f0-3b70-4b40-c1d3-295a398cfbed" }, "execution_count": 33, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "(1020, 100, 1)\n", "(1020,)\n" ] } ] }, { "cell_type": "code", "source": [ "from keras.models import load_model\n", "loaded_model = load_model('/content/best_model.h5')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "h8X14PIwPErn", "outputId": "4db9d05e-8a89-4856-d472-4421ef4a16bc" }, "execution_count": 34, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "WARNING:tensorflow:Layer lstm will not use cuDNN kernels since it doesn't meet the criteria. It will use a generic GPU kernel as fallback when running on GPU.\n", "WARNING:tensorflow:Layer lstm_1 will not use cuDNN kernels since it doesn't meet the criteria. It will use a generic GPU kernel as fallback when running on GPU.\n", "WARNING:tensorflow:Layer lstm_2 will not use cuDNN kernels since it doesn't meet the criteria. It will use a generic GPU kernel as fallback when running on GPU.\n", "WARNING:tensorflow:Layer lstm_3 will not use cuDNN kernels since it doesn't meet the criteria. It will use a generic GPU kernel as fallback when running on GPU.\n" ] } ] }, { "cell_type": "code", "source": [ "# Make prediction using the trained model\n", "y_predicted =loaded_model(X_test)" ], "metadata": { "id": "wO-tmhIyO4W0" }, "execution_count": 35, "outputs": [] }, { "cell_type": "code", "source": [ "y_predicted.shape" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "tVCAxh-sPMh9", "outputId": "5428432c-dfea-4274-b12f-29d588c2ad18" }, "execution_count": 36, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "TensorShape([1020, 1])" ] }, "metadata": {}, "execution_count": 36 } ] }, { "cell_type": "code", "source": [ "y_test" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "YB5eULB8PO1E", "outputId": "5e1ee83b-dd80-4f8d-8222-53da640f9512" }, "execution_count": 37, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([0.31588903, 0.30327869, 0.3001261 , ..., 0.86443884, 0.88650694,\n", " 0.83921816])" ] }, "metadata": {}, "execution_count": 37 } ] }, { "cell_type": "code", "source": [ "scaler.scale_" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Jzsloj6tPQaN", "outputId": "46c4ce15-26ca-46f9-c89a-de9bc06d11c3" }, "execution_count": 38, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([0.00063052])" ] }, "metadata": {}, "execution_count": 38 } ] }, { "cell_type": "code", "source": [ "scale_factor = 1/0.00251232\n", "y_predicted = y_predicted * scale_factor\n", "y_test = y_test * scale_factor" ], "metadata": { "id": "mi98qq1dPXx0" }, "execution_count": 39, "outputs": [] }, { "cell_type": "code", "source": [ "plt.figure(figsize=(10,8))\n", "plt.plot(y_test,'b',label='Original Price')\n", "plt.plot(y_predicted,'r', label='Predicted Price')\n", "plt.xlabel('Time')\n", "plt.ylabel('Price')\n", "plt.legend()\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 696 }, "id": "zKmXlFjxPiJ0", "outputId": "c232a0a9-b125-40b5-be0f-34fde4ea2402" }, "execution_count": 40, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" 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