jagjit_singh_final.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 207,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\saini\\Anaconda3\\envs\\final_year\\lib\\site-packages\\scipy\\stats\\stats.py:1713: FutureWarning: Using a non-tuple sequence for multidimensional indexing is deprecated; use `arr[tuple(seq)]` instead of `arr[seq]`. In the future this will be interpreted as an array index, `arr[np.array(seq)]`, which will result either in an error or a different result.\n",
      "  return np.add.reduce(sorted[indexer] * weights, axis=axis) / sumval\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "pandas.core.frame.DataFrame"
      ]
     },
     "execution_count": 207,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 900x900 with 30 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "from __future__ import absolute_import, division, print_function\n",
    "\n",
    "import pathlib\n",
    "\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "\n",
    "import numpy as np\n",
    "\n",
    "import tensorflow as tf\n",
    "from tensorflow import keras\n",
    "from tensorflow.keras import layers\n",
    "import os\n",
    "\n",
    "\n",
    "\n",
    "column_names = ['Cement','Blast Furnace Slag','Fly Ash','Water','Superplasticizer','Coarse Aggregate','Fine Aggregate','Age(day)','Concrete compressive strength'\n",
    "]\n",
    "\n",
    "raw_dataset = pd.read_excel(\"Concrete_Data.xls\",names=column_names,sheet_name=0,na_values = \"?\")\n",
    "\n",
    "dataset = raw_dataset.copy()\n",
    "dataset.tail()\n",
    "dataset.isna().sum()\n",
    "dataset = dataset.dropna()\n",
    "train_dataset = dataset.sample(frac=0.8,random_state=0)\n",
    "test_dataset = dataset.drop(train_dataset.index)\n",
    "\n",
    "\n",
    "\n",
    "sns.pairplot(train_dataset[[\"Cement\", \"Water\", \"Coarse Aggregate\", \"Fine Aggregate\", \"Age(day)\"]], diag_kind=\"kde\")\n",
    "\n",
    "train_stats = train_dataset.describe()\n",
    "train_stats.pop(\"Concrete compressive strength\")\n",
    "train_stats = train_stats.transpose()\n",
    "\n",
    "\n",
    "\n",
    "train_labels = train_dataset.pop('Concrete compressive strength')\n",
    "test_labels = test_dataset.pop('Concrete compressive strength')\n",
    "\n",
    "\n",
    "def norm(x):\n",
    "  return (x - train_stats['mean']) / train_stats['std']\n",
    "\n",
    "\n",
    "normed_train_data = norm(train_dataset)\n",
    "normed_test_data = norm(test_dataset)\n",
    "\n",
    "\n",
    "print(normed_train_data)\n",
    "\n",
    "def build_model():\n",
    "  model = keras.Sequential([\n",
    "    layers.Dense(64, kernel_regularizer=keras.regularizers.l2(0.001), activation=tf.nn.relu, input_shape=[len(train_dataset.keys())],),\n",
    "    layers.Dense(64,  kernel_regularizer=keras.regularizers.l2(0.001),activation=tf.nn.relu),\n",
    "    layers.Dense(1)\n",
    "  ])\n",
    "\n",
    "\n",
    "\n",
    "  optimizer = tf.train.RMSPropOptimizer(0.001)\n",
    "\n",
    "  model.compile(loss='mse',\n",
    "                optimizer=optimizer,\n",
    "                metrics=['mae', 'mse'])\n",
    "  return model\n",
    "\n",
    "model = build_model()\n",
    "\n",
    "model.summary()\n",
    "\n",
    "\n",
    "# Display training progress by printing a single dot for each completed epoch\n",
    "class PrintDot(keras.callbacks.Callback):\n",
    "  def on_epoch_end(self, epoch, logs):\n",
    "    if epoch % 100 == 0: print('')\n",
    "    print('...............', end='')\n",
    "\n",
    "EPOCHS = 1000\n",
    "\n",
    "\n",
    "\n",
    "history = model.fit(\n",
    "  normed_train_data, train_labels,\n",
    "  epochs=EPOCHS, validation_split = 0.2, verbose=0,\n",
    "  callbacks=[PrintDot()])\n",
    "\n",
    "hist = pd.DataFrame(history.history)\n",
    "hist['epoch'] = history.epoch\n",
    "print(hist.tail())\n",
    "\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "def plot_history(history):\n",
    "  plt.figure()\n",
    "  plt.xlabel('Epoch')\n",
    "  plt.ylabel('Mean Abs Error [Concrete compressive strength]')\n",
    "  plt.plot(hist['epoch'], hist['mean_absolute_error'],\n",
    "           label='Train Error')\n",
    "  plt.plot(hist['epoch'], hist['val_mean_absolute_error'],\n",
    "           label = 'Val Error')\n",
    "  plt.legend()\n",
    "  plt.ylim([0,15])\n",
    "  \n",
    "  plt.figure()\n",
    "  plt.xlabel('Epoch')\n",
    "  plt.ylabel('Mean Square Error [$Concrete compressive strength^2$]')\n",
    "  plt.plot(hist['epoch'], hist['mean_squared_error'],\n",
    "           label='Train Error')\n",
    "  plt.plot(hist['epoch'], hist['val_mean_squared_error'],\n",
    "           label = 'Val Error')\n",
    "  plt.legend()\n",
    "  plt.ylim([0,80])\n",
    "\n",
    "plot_history(history)\n",
    "\n",
    "\n",
    "\n",
    "checkpoint_path = \"training_1/cp.ckpt\"\n",
    "checkpoint_dir = os.path.dirname(checkpoint_path)\n",
    "\n",
    "# Create checkpoint callback\n",
    "cp_callback = tf.keras.callbacks.ModelCheckpoint(checkpoint_path, \n",
    "                                                 save_weights_only=True,\n",
    "                                                 verbose=1)\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "model = build_model()\n",
    "\n",
    "# The patience parameter is the amount of epochs to check for improvement\n",
    "early_stop = keras.callbacks.EarlyStopping(monitor='val_loss', patience=50)\n",
    "\n",
    "history = model.fit(normed_train_data, train_labels, epochs=EPOCHS,\n",
    "                    validation_split = 0.2, verbose=0, callbacks=[early_stop, PrintDot(), cp_callback])\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plot_history(history)\n",
    "\n",
    "\n",
    "loss, mae, mse = model.evaluate(normed_test_data, test_labels, verbose=0)\n",
    "\n",
    "print(\"Testing set Mean Abs Error: {:5.2f} Concrete compressive strength\".format(mae))\n",
    "\n",
    "\n",
    "\n",
    "test_predictions = model.predict(normed_test_data).flatten()\n",
    "\n",
    "plt.scatter(test_labels, test_predictions)\n",
    "plt.xlabel('True Values [Concrete compressive strength]')\n",
    "plt.ylabel('Predictions [Concrete compressive strength]')\n",
    "plt.axis('equal')\n",
    "plt.axis('square')\n",
    "plt.xlim([0,plt.xlim()[1]])\n",
    "plt.ylim([0,plt.ylim()[1]])\n",
    "_ = plt.plot([-100, 100], [-100, 100])\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "error = test_predictions - test_labels\n",
    "plt.hist(error, bins = 100)\n",
    "plt.xlabel(\"Prediction Error [Concrete compressive strength]\")\n",
    "_ = plt.ylabel(\"Count\")\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "from sklearn.metrics import r2_score\n",
    "score=r2_score(test_labels, test_predictions, sample_weight=None, multioutput='uniform_average')\n",
    "\n",
    "\n",
    "print(\"R^2 Score of the model is {:5.2f}\".format(score))\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "model = build_model()\n",
    "test_predictions = model.predict(normed_test_data).flatten()\n",
    "score=r2_score(test_labels, test_predictions, sample_weight=None, multioutput='uniform_average')\n",
    "\n",
    "\n",
    "print(\"R^2 Score of the model is {:5.2f}\".format(score))\n",
    "\n",
    "model.load_weights(checkpoint_path)\n",
    "test_predictions = model.predict(normed_test_data).flatten()\n",
    "score=r2_score(test_labels, test_predictions, sample_weight=None, multioutput='uniform_average')\n",
    "\n",
    "\n",
    "print(\"R^2 Score of the model after picking up the Weight is {:5.2f}\".format(score))\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 205,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "pandas.core.frame.DataFrame"
      ]
     },
     "execution_count": 205,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "\n",
    "type(normed_test_data)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 206,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Cement</th>\n",
       "      <th>Blast Furnace Slag</th>\n",
       "      <th>Fly Ash</th>\n",
       "      <th>Water</th>\n",
       "      <th>Superplasticizer</th>\n",
       "      <th>Coarse Aggregate</th>\n",
       "      <th>Fine Aggregate</th>\n",
       "      <th>Age(day)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>1.401885</td>\n",
       "      <td>-0.285733</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-2.296728</td>\n",
       "      <td>3.608833</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>1.401885</td>\n",
       "      <td>-0.285733</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-2.296728</td>\n",
       "      <td>2.164387</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>0.947189</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-1.326680</td>\n",
       "      <td>5.133526</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>0.947189</td>\n",
       "      <td>0.272950</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-2.296728</td>\n",
       "      <td>3.608833</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>1.856581</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-2.296728</td>\n",
       "      <td>-0.612159</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>1.856581</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-2.296728</td>\n",
       "      <td>3.608833</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>36</th>\n",
       "      <td>0.492493</td>\n",
       "      <td>0.831633</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-2.296728</td>\n",
       "      <td>0.719941</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>41</th>\n",
       "      <td>-0.416899</td>\n",
       "      <td>1.948999</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-2.296728</td>\n",
       "      <td>5.133526</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>42</th>\n",
       "      <td>0.947189</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-1.326680</td>\n",
       "      <td>2.164387</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>43</th>\n",
       "      <td>1.401885</td>\n",
       "      <td>-0.285733</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-2.296728</td>\n",
       "      <td>0.719941</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47</th>\n",
       "      <td>-0.416899</td>\n",
       "      <td>1.948999</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-2.296728</td>\n",
       "      <td>-0.612159</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>53</th>\n",
       "      <td>-1.354052</td>\n",
       "      <td>1.618494</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>0.488823</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>0.950389</td>\n",
       "      <td>0.420681</td>\n",
       "      <td>-0.612159</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>57</th>\n",
       "      <td>0.219675</td>\n",
       "      <td>0.049477</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-1.326680</td>\n",
       "      <td>2.164387</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>58</th>\n",
       "      <td>0.492493</td>\n",
       "      <td>0.831633</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>2.186387</td>\n",
       "      <td>-1.044893</td>\n",
       "      <td>-0.532438</td>\n",
       "      <td>-2.296728</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>70</th>\n",
       "      <td>0.308700</td>\n",
       "      <td>2.239514</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.289228</td>\n",
       "      <td>0.399830</td>\n",
       "      <td>0.949099</td>\n",
       "      <td>-2.069532</td>\n",
       "      <td>-0.676356</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>72</th>\n",
       "      <td>1.377954</td>\n",
       "      <td>0.405858</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-1.425653</td>\n",
       "      <td>2.079739</td>\n",
       "      <td>-0.480861</td>\n",
       "      <td>0.379837</td>\n",
       "      <td>-0.676356</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>80</th>\n",
       "      <td>0.361349</td>\n",
       "      <td>1.654955</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-1.222888</td>\n",
       "      <td>1.357378</td>\n",
       "      <td>-1.562680</td>\n",
       "      <td>1.358819</td>\n",
       "      <td>-0.676356</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>82</th>\n",
       "      <td>0.780627</td>\n",
       "      <td>1.378554</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.789066</td>\n",
       "      <td>0.903803</td>\n",
       "      <td>-0.368682</td>\n",
       "      <td>-0.231548</td>\n",
       "      <td>-0.676356</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>84</th>\n",
       "      <td>0.942403</td>\n",
       "      <td>0.933960</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-1.307766</td>\n",
       "      <td>1.626164</td>\n",
       "      <td>2.076048</td>\n",
       "      <td>-2.156326</td>\n",
       "      <td>-0.676356</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>86</th>\n",
       "      <td>0.050241</td>\n",
       "      <td>1.518519</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-1.741588</td>\n",
       "      <td>0.836606</td>\n",
       "      <td>0.403677</td>\n",
       "      <td>0.379837</td>\n",
       "      <td>-0.676356</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>87</th>\n",
       "      <td>0.780627</td>\n",
       "      <td>1.378554</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.789066</td>\n",
       "      <td>0.903803</td>\n",
       "      <td>-0.368682</td>\n",
       "      <td>-0.231548</td>\n",
       "      <td>-0.676356</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>91</th>\n",
       "      <td>0.544185</td>\n",
       "      <td>1.378554</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.317520</td>\n",
       "      <td>0.551022</td>\n",
       "      <td>-0.368682</td>\n",
       "      <td>-0.231548</td>\n",
       "      <td>-0.676356</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>94</th>\n",
       "      <td>1.377954</td>\n",
       "      <td>0.405858</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-1.326628</td>\n",
       "      <td>1.726958</td>\n",
       "      <td>-1.562680</td>\n",
       "      <td>1.444336</td>\n",
       "      <td>-0.612159</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>95</th>\n",
       "      <td>1.377954</td>\n",
       "      <td>0.405858</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-1.425653</td>\n",
       "      <td>2.079739</td>\n",
       "      <td>-0.480861</td>\n",
       "      <td>0.379837</td>\n",
       "      <td>-0.612159</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>98</th>\n",
       "      <td>1.799146</td>\n",
       "      <td>0.534061</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-2.066955</td>\n",
       "      <td>4.364417</td>\n",
       "      <td>-1.562680</td>\n",
       "      <td>0.849544</td>\n",
       "      <td>-0.612159</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>99</th>\n",
       "      <td>1.377954</td>\n",
       "      <td>0.405858</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-1.326628</td>\n",
       "      <td>1.726958</td>\n",
       "      <td>-1.562680</td>\n",
       "      <td>1.444336</td>\n",
       "      <td>-0.612159</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>110</th>\n",
       "      <td>0.780627</td>\n",
       "      <td>1.378554</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.789066</td>\n",
       "      <td>0.903803</td>\n",
       "      <td>-0.368682</td>\n",
       "      <td>-0.231548</td>\n",
       "      <td>-0.612159</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>115</th>\n",
       "      <td>0.889754</td>\n",
       "      <td>1.380906</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.543862</td>\n",
       "      <td>0.651816</td>\n",
       "      <td>-0.608513</td>\n",
       "      <td>-0.220061</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>119</th>\n",
       "      <td>0.899326</td>\n",
       "      <td>0.258836</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-2.595086</td>\n",
       "      <td>2.886096</td>\n",
       "      <td>-1.562680</td>\n",
       "      <td>2.790915</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>123</th>\n",
       "      <td>1.029513</td>\n",
       "      <td>0.297650</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-1.119148</td>\n",
       "      <td>0.987798</td>\n",
       "      <td>-1.562680</td>\n",
       "      <td>1.937018</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>870</th>\n",
       "      <td>-1.168344</td>\n",
       "      <td>1.355031</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.265650</td>\n",
       "      <td>0.803008</td>\n",
       "      <td>0.215422</td>\n",
       "      <td>0.192209</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>878</th>\n",
       "      <td>0.305828</td>\n",
       "      <td>0.861037</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.171341</td>\n",
       "      <td>0.299035</td>\n",
       "      <td>-1.370558</td>\n",
       "      <td>0.638942</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>881</th>\n",
       "      <td>-1.350223</td>\n",
       "      <td>0.719896</td>\n",
       "      <td>0.734153</td>\n",
       "      <td>0.866059</td>\n",
       "      <td>0.131044</td>\n",
       "      <td>-0.738744</td>\n",
       "      <td>-0.267287</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>882</th>\n",
       "      <td>-1.264070</td>\n",
       "      <td>1.931356</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.265650</td>\n",
       "      <td>1.138990</td>\n",
       "      <td>-1.628441</td>\n",
       "      <td>1.519643</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>888</th>\n",
       "      <td>-0.182372</td>\n",
       "      <td>0.461138</td>\n",
       "      <td>0.469155</td>\n",
       "      <td>0.630286</td>\n",
       "      <td>-0.204938</td>\n",
       "      <td>-1.009521</td>\n",
       "      <td>-0.522562</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>896</th>\n",
       "      <td>0.028224</td>\n",
       "      <td>0.566994</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.642887</td>\n",
       "      <td>0.131044</td>\n",
       "      <td>-0.042460</td>\n",
       "      <td>0.256028</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>897</th>\n",
       "      <td>0.525997</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>0.017277</td>\n",
       "      <td>-0.540920</td>\n",
       "      <td>0.163846</td>\n",
       "      <td>0.549595</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>900</th>\n",
       "      <td>-1.311932</td>\n",
       "      <td>1.155081</td>\n",
       "      <td>1.201796</td>\n",
       "      <td>0.488823</td>\n",
       "      <td>0.299035</td>\n",
       "      <td>-2.053947</td>\n",
       "      <td>0.396430</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>901</th>\n",
       "      <td>0.478134</td>\n",
       "      <td>1.155081</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>0.630286</td>\n",
       "      <td>0.299035</td>\n",
       "      <td>-2.092630</td>\n",
       "      <td>0.358139</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>908</th>\n",
       "      <td>-1.292787</td>\n",
       "      <td>1.190366</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>0.017277</td>\n",
       "      <td>-0.540920</td>\n",
       "      <td>0.163846</td>\n",
       "      <td>0.549595</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>909</th>\n",
       "      <td>-1.311932</td>\n",
       "      <td>0.755182</td>\n",
       "      <td>0.780917</td>\n",
       "      <td>-0.171341</td>\n",
       "      <td>0.131044</td>\n",
       "      <td>-0.416391</td>\n",
       "      <td>0.000753</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>910</th>\n",
       "      <td>-1.273642</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>1.965614</td>\n",
       "      <td>-0.029878</td>\n",
       "      <td>1.474972</td>\n",
       "      <td>-1.731594</td>\n",
       "      <td>1.404769</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>916</th>\n",
       "      <td>-1.273642</td>\n",
       "      <td>1.213890</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.501423</td>\n",
       "      <td>-0.708911</td>\n",
       "      <td>0.344364</td>\n",
       "      <td>0.689997</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>927</th>\n",
       "      <td>-1.264070</td>\n",
       "      <td>0.955131</td>\n",
       "      <td>2.152671</td>\n",
       "      <td>0.488823</td>\n",
       "      <td>0.299035</td>\n",
       "      <td>-0.493756</td>\n",
       "      <td>-1.926578</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>932</th>\n",
       "      <td>-1.091764</td>\n",
       "      <td>1.355031</td>\n",
       "      <td>2.168259</td>\n",
       "      <td>0.158741</td>\n",
       "      <td>0.131044</td>\n",
       "      <td>-0.970839</td>\n",
       "      <td>-1.760649</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>937</th>\n",
       "      <td>-1.208549</td>\n",
       "      <td>1.312688</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>0.550124</td>\n",
       "      <td>0.483825</td>\n",
       "      <td>0.955547</td>\n",
       "      <td>-0.985887</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>961</th>\n",
       "      <td>-1.304274</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>1.211149</td>\n",
       "      <td>-0.039308</td>\n",
       "      <td>0.819807</td>\n",
       "      <td>0.080034</td>\n",
       "      <td>0.479395</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>962</th>\n",
       "      <td>-1.254497</td>\n",
       "      <td>1.940766</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.369390</td>\n",
       "      <td>0.954200</td>\n",
       "      <td>1.237928</td>\n",
       "      <td>-1.265414</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>967</th>\n",
       "      <td>-1.400957</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>1.711527</td>\n",
       "      <td>-0.067601</td>\n",
       "      <td>0.635017</td>\n",
       "      <td>-0.158508</td>\n",
       "      <td>0.395154</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>968</th>\n",
       "      <td>-0.142167</td>\n",
       "      <td>0.476428</td>\n",
       "      <td>0.492537</td>\n",
       "      <td>-0.176057</td>\n",
       "      <td>0.702213</td>\n",
       "      <td>-0.819978</td>\n",
       "      <td>-0.375779</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>975</th>\n",
       "      <td>0.163197</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>0.804299</td>\n",
       "      <td>-0.850367</td>\n",
       "      <td>1.105392</td>\n",
       "      <td>-0.259082</td>\n",
       "      <td>0.128391</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>976</th>\n",
       "      <td>0.308700</td>\n",
       "      <td>0.861037</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.147764</td>\n",
       "      <td>0.299035</td>\n",
       "      <td>0.368863</td>\n",
       "      <td>-1.087998</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>979</th>\n",
       "      <td>-1.275557</td>\n",
       "      <td>1.215066</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.491992</td>\n",
       "      <td>-0.675312</td>\n",
       "      <td>0.344364</td>\n",
       "      <td>0.696379</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>981</th>\n",
       "      <td>0.302956</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.166626</td>\n",
       "      <td>0.299035</td>\n",
       "      <td>0.340496</td>\n",
       "      <td>0.615967</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>984</th>\n",
       "      <td>-0.246508</td>\n",
       "      <td>0.317645</td>\n",
       "      <td>0.328862</td>\n",
       "      <td>0.328497</td>\n",
       "      <td>0.047049</td>\n",
       "      <td>-0.700062</td>\n",
       "      <td>-0.314513</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>996</th>\n",
       "      <td>0.277111</td>\n",
       "      <td>0.835161</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.647602</td>\n",
       "      <td>0.635017</td>\n",
       "      <td>-0.760664</td>\n",
       "      <td>0.383666</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1000</th>\n",
       "      <td>0.160326</td>\n",
       "      <td>0.769296</td>\n",
       "      <td>0.794946</td>\n",
       "      <td>0.927360</td>\n",
       "      <td>-0.036947</td>\n",
       "      <td>-1.223564</td>\n",
       "      <td>-1.514308</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1011</th>\n",
       "      <td>0.426442</td>\n",
       "      <td>1.112739</td>\n",
       "      <td>-0.871423</td>\n",
       "      <td>-0.359960</td>\n",
       "      <td>0.450227</td>\n",
       "      <td>-1.182303</td>\n",
       "      <td>0.204973</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1015</th>\n",
       "      <td>-1.118567</td>\n",
       "      <td>-0.844416</td>\n",
       "      <td>2.247758</td>\n",
       "      <td>-0.020447</td>\n",
       "      <td>1.071794</td>\n",
       "      <td>-1.598784</td>\n",
       "      <td>0.919745</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1018</th>\n",
       "      <td>-1.353094</td>\n",
       "      <td>1.083334</td>\n",
       "      <td>1.119179</td>\n",
       "      <td>2.596632</td>\n",
       "      <td>-0.070545</td>\n",
       "      <td>-1.349927</td>\n",
       "      <td>-1.510479</td>\n",
       "      <td>-0.275121</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>206 rows × 8 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "        Cement  Blast Furnace Slag   Fly Ash     Water  Superplasticizer  \\\n",
       "11    1.401885           -0.285733 -0.871423  2.186387         -1.044893   \n",
       "19    1.401885           -0.285733 -0.871423  2.186387         -1.044893   \n",
       "23    0.947189           -0.844416 -0.871423  2.186387         -1.044893   \n",
       "25    0.947189            0.272950 -0.871423  2.186387         -1.044893   \n",
       "28    1.856581           -0.844416 -0.871423  2.186387         -1.044893   \n",
       "32    1.856581           -0.844416 -0.871423  2.186387         -1.044893   \n",
       "36    0.492493            0.831633 -0.871423  2.186387         -1.044893   \n",
       "41   -0.416899            1.948999 -0.871423  2.186387         -1.044893   \n",
       "42    0.947189           -0.844416 -0.871423  2.186387         -1.044893   \n",
       "43    1.401885           -0.285733 -0.871423  2.186387         -1.044893   \n",
       "47   -0.416899            1.948999 -0.871423  2.186387         -1.044893   \n",
       "53   -1.354052            1.618494 -0.871423  0.488823         -1.044893   \n",
       "57    0.219675            0.049477 -0.871423  2.186387         -1.044893   \n",
       "58    0.492493            0.831633 -0.871423  2.186387         -1.044893   \n",
       "70    0.308700            2.239514 -0.871423 -0.289228          0.399830   \n",
       "72    1.377954            0.405858 -0.871423 -1.425653          2.079739   \n",
       "80    0.361349            1.654955 -0.871423 -1.222888          1.357378   \n",
       "82    0.780627            1.378554 -0.871423 -0.789066          0.903803   \n",
       "84    0.942403            0.933960 -0.871423 -1.307766          1.626164   \n",
       "86    0.050241            1.518519 -0.871423 -1.741588          0.836606   \n",
       "87    0.780627            1.378554 -0.871423 -0.789066          0.903803   \n",
       "91    0.544185            1.378554 -0.871423 -0.317520          0.551022   \n",
       "94    1.377954            0.405858 -0.871423 -1.326628          1.726958   \n",
       "95    1.377954            0.405858 -0.871423 -1.425653          2.079739   \n",
       "98    1.799146            0.534061 -0.871423 -2.066955          4.364417   \n",
       "99    1.377954            0.405858 -0.871423 -1.326628          1.726958   \n",
       "110   0.780627            1.378554 -0.871423 -0.789066          0.903803   \n",
       "115   0.889754            1.380906 -0.871423 -0.543862          0.651816   \n",
       "119   0.899326            0.258836 -0.871423 -2.595086          2.886096   \n",
       "123   1.029513            0.297650 -0.871423 -1.119148          0.987798   \n",
       "...        ...                 ...       ...       ...               ...   \n",
       "870  -1.168344            1.355031 -0.871423 -0.265650          0.803008   \n",
       "878   0.305828            0.861037 -0.871423 -0.171341          0.299035   \n",
       "881  -1.350223            0.719896  0.734153  0.866059          0.131044   \n",
       "882  -1.264070            1.931356 -0.871423 -0.265650          1.138990   \n",
       "888  -0.182372            0.461138  0.469155  0.630286         -0.204938   \n",
       "896   0.028224            0.566994 -0.871423 -0.642887          0.131044   \n",
       "897   0.525997           -0.844416 -0.871423  0.017277         -0.540920   \n",
       "900  -1.311932            1.155081  1.201796  0.488823          0.299035   \n",
       "901   0.478134            1.155081 -0.871423  0.630286          0.299035   \n",
       "908  -1.292787            1.190366 -0.871423  0.017277         -0.540920   \n",
       "909  -1.311932            0.755182  0.780917 -0.171341          0.131044   \n",
       "910  -1.273642           -0.844416  1.965614 -0.029878          1.474972   \n",
       "916  -1.273642            1.213890 -0.871423 -0.501423         -0.708911   \n",
       "927  -1.264070            0.955131  2.152671  0.488823          0.299035   \n",
       "932  -1.091764            1.355031  2.168259  0.158741          0.131044   \n",
       "937  -1.208549            1.312688 -0.871423  0.550124          0.483825   \n",
       "961  -1.304274           -0.844416  1.211149 -0.039308          0.819807   \n",
       "962  -1.254497            1.940766 -0.871423 -0.369390          0.954200   \n",
       "967  -1.400957           -0.844416  1.711527 -0.067601          0.635017   \n",
       "968  -0.142167            0.476428  0.492537 -0.176057          0.702213   \n",
       "975   0.163197           -0.844416  0.804299 -0.850367          1.105392   \n",
       "976   0.308700            0.861037 -0.871423 -0.147764          0.299035   \n",
       "979  -1.275557            1.215066 -0.871423 -0.491992         -0.675312   \n",
       "981   0.302956           -0.844416 -0.871423 -0.166626          0.299035   \n",
       "984  -0.246508            0.317645  0.328862  0.328497          0.047049   \n",
       "996   0.277111            0.835161 -0.871423 -0.647602          0.635017   \n",
       "1000  0.160326            0.769296  0.794946  0.927360         -0.036947   \n",
       "1011  0.426442            1.112739 -0.871423 -0.359960          0.450227   \n",
       "1015 -1.118567           -0.844416  2.247758 -0.020447          1.071794   \n",
       "1018 -1.353094            1.083334  1.119179  2.596632         -0.070545   \n",
       "\n",
       "      Coarse Aggregate  Fine Aggregate  Age(day)  \n",
       "11           -0.532438       -2.296728  3.608833  \n",
       "19           -0.532438       -2.296728  2.164387  \n",
       "23           -0.532438       -1.326680  5.133526  \n",
       "25           -0.532438       -2.296728  3.608833  \n",
       "28           -0.532438       -2.296728 -0.612159  \n",
       "32           -0.532438       -2.296728  3.608833  \n",
       "36           -0.532438       -2.296728  0.719941  \n",
       "41           -0.532438       -2.296728  5.133526  \n",
       "42           -0.532438       -1.326680  2.164387  \n",
       "43           -0.532438       -2.296728  0.719941  \n",
       "47           -0.532438       -2.296728 -0.612159  \n",
       "53            0.950389        0.420681 -0.612159  \n",
       "57           -0.532438       -1.326680  2.164387  \n",
       "58           -0.532438       -2.296728 -0.275121  \n",
       "70            0.949099       -2.069532 -0.676356  \n",
       "72           -0.480861        0.379837 -0.676356  \n",
       "80           -1.562680        1.358819 -0.676356  \n",
       "82           -0.368682       -0.231548 -0.676356  \n",
       "84            2.076048       -2.156326 -0.676356  \n",
       "86            0.403677        0.379837 -0.676356  \n",
       "87           -0.368682       -0.231548 -0.676356  \n",
       "91           -0.368682       -0.231548 -0.676356  \n",
       "94           -1.562680        1.444336 -0.612159  \n",
       "95           -0.480861        0.379837 -0.612159  \n",
       "98           -1.562680        0.849544 -0.612159  \n",
       "99           -1.562680        1.444336 -0.612159  \n",
       "110          -0.368682       -0.231548 -0.612159  \n",
       "115          -0.608513       -0.220061 -0.275121  \n",
       "119          -1.562680        2.790915 -0.275121  \n",
       "123          -1.562680        1.937018 -0.275121  \n",
       "...                ...             ...       ...  \n",
       "870           0.215422        0.192209 -0.275121  \n",
       "878          -1.370558        0.638942 -0.275121  \n",
       "881          -0.738744       -0.267287 -0.275121  \n",
       "882          -1.628441        1.519643 -0.275121  \n",
       "888          -1.009521       -0.522562 -0.275121  \n",
       "896          -0.042460        0.256028 -0.275121  \n",
       "897           0.163846        0.549595 -0.275121  \n",
       "900          -2.053947        0.396430 -0.275121  \n",
       "901          -2.092630        0.358139 -0.275121  \n",
       "908           0.163846        0.549595 -0.275121  \n",
       "909          -0.416391        0.000753 -0.275121  \n",
       "910          -1.731594        1.404769 -0.275121  \n",
       "916           0.344364        0.689997 -0.275121  \n",
       "927          -0.493756       -1.926578 -0.275121  \n",
       "932          -0.970839       -1.760649 -0.275121  \n",
       "937           0.955547       -0.985887 -0.275121  \n",
       "961           0.080034        0.479395 -0.275121  \n",
       "962           1.237928       -1.265414 -0.275121  \n",
       "967          -0.158508        0.395154 -0.275121  \n",
       "968          -0.819978       -0.375779 -0.275121  \n",
       "975          -0.259082        0.128391 -0.275121  \n",
       "976           0.368863       -1.087998 -0.275121  \n",
       "979           0.344364        0.696379 -0.275121  \n",
       "981           0.340496        0.615967 -0.275121  \n",
       "984          -0.700062       -0.314513 -0.275121  \n",
       "996          -0.760664        0.383666 -0.275121  \n",
       "1000         -1.223564       -1.514308 -0.275121  \n",
       "1011         -1.182303        0.204973 -0.275121  \n",
       "1015         -1.598784        0.919745 -0.275121  \n",
       "1018         -1.349927       -1.510479 -0.275121  \n",
       "\n",
       "[206 rows x 8 columns]"
      ]
     },
     "execution_count": 206,
     "metadata": {},
     "output_type": "execute_result"
    }
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