bike_dataset.ipynb

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        "<a href=\"https://colab.research.google.com/github/AnnaMatlapudi/ml-project-1/blob/main/bike_dataset.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "cell_type": "code",
      "source": [
        "Bike sharing dataset"
      ],
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        "id": "9Mt2-2gIEpjN"
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      "execution_count": null,
      "outputs": []
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      "cell_type": "markdown",
      "source": [
        "- This dataset contains the hourly and daily count of rental bikes between years 2011 and 2012 in Capital bikeshare system with the corresponding weather and seasonal information."
      ],
      "metadata": {
        "id": "7-MKGFRUGIzb"
      }
    },
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      "cell_type": "markdown",
      "source": [
        "Data Set Information:\n",
        "\n",
        "Bike sharing systems are new generation of traditional bike rentals where whole process from membership, rental and return back has become automatic. Through these systems, user is able to easily rent a bike from a particular position and return back at another position. "
      ],
      "metadata": {
        "id": "DPwOSDY1FVBp"
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      "source": [
        "Attribute Information:\n",
        "\n",
        "Both hour.csv and day.csv have the following fields, except hr which is not available in day.csv\n",
        "\n",
        "- instant: record index\n",
        "- dteday : date\n",
        "- season : season (1:winter, 2:spring, 3:summer, 4:fall)\n",
        "- yr : year (0: 2011, 1:2012)\n",
        "- mnth : month ( 1 to 12)\n",
        "- hr : hour (0 to 23)\n",
        "- holiday : weather day is holiday or not (extracted from [Web Link])\n",
        "- weekday : day of the week\n",
        "- workingday : if day is neither weekend nor holiday is 1, otherwise is 0.\n",
        "+ weathersit :\n",
        "- 1: Clear, Few clouds, Partly cloudy, Partly cloudy\n",
        "- 2: Mist + Cloudy, Mist + Broken clouds, Mist + Few clouds, Mist\n",
        "- 3: Light Snow, Light Rain + Thunderstorm + Scattered clouds, Light Rain + Scattered clouds\n",
        "- 4: Heavy Rain + Ice Pallets + Thunderstorm + Mist, Snow + Fog\n",
        "- temp : Normalized temperature in Celsius. The values are derived via (t-t_min)/(t_max-t_min), t_min=-8, t_max=+39 (only in hourly scale)\n",
        "- atemp: Normalized feeling temperature in Celsius. The values are derived via (t-t_min)/(t_max-t_min), t_min=-16, t_max=+50 (only in hourly scale)\n",
        "- hum: Normalized humidity. The values are divided to 100 (max)\n",
        "- windspeed: Normalized wind speed. The values are divided to 67 (max)\n",
        "- casual: count of casual users\n",
        "- registered: count of registered users\n",
        "- cnt: count of total rental bikes including both casual and registered\n",
        "\n"
      ],
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      "cell_type": "markdown",
      "source": [
        "----  \n",
        "The regression goal is to predict bike count given various attributes"
      ],
      "metadata": {
        "id": "s5DKAmVFGn_I"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "get_ipython().run_line_magic('matplotlib', 'inline')\n",
        "import seaborn as sns\n",
        "from sklearn import preprocessing\n",
        "from sklearn.linear_model import LinearRegression"
      ],
      "metadata": {
        "id": "jc2kfj5wHIJn"
      },
      "execution_count": 1,
      "outputs": []
    },
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      "cell_type": "code",
      "source": [
        "df = pd.read_csv('hour.csv')\n",
        "df.head()"
      ],
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          "height": 357
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        "id": "fF_GGOoUEvcr",
        "outputId": "25cd1bb6-70d3-4c44-f0e6-4367d4ead7e6"
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      "execution_count": 2,
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              "   instant      dteday  season  yr  mnth  hr  holiday  weekday  workingday  \\\n",
              "0        1  2011-01-01       1   0     1   0        0        6           0   \n",
              "1        2  2011-01-01       1   0     1   1        0        6           0   \n",
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              "3        4  2011-01-01       1   0     1   3        0        6           0   \n",
              "4        5  2011-01-01       1   0     1   4        0        6           0   \n",
              "\n",
              "   weathersit  temp   atemp   hum  windspeed  casual  registered  cnt  \n",
              "0           1  0.24  0.2879  0.81        0.0       3          13   16  \n",
              "1           1  0.22  0.2727  0.80        0.0       8          32   40  \n",
              "2           1  0.22  0.2727  0.80        0.0       5          27   32  \n",
              "3           1  0.24  0.2879  0.75        0.0       3          10   13  \n",
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      "cell_type": "code",
      "source": [
        "# Shape of the dataset\n",
        "df.shape"
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              "(17379, 17)"
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          "execution_count": 3
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    {
      "cell_type": "code",
      "source": [
        "from tables.table import Column\n",
        "# Renaming the data\n",
        "df.rename(columns = { 'instant': 'id',\n",
        "                       'dteday': 'datetime',\n",
        "                       'weathersit':'weather',\n",
        "                       'hum':'humidity',\n",
        "                       'mnth':'month',\n",
        "                       'cnt':'total_count',\n",
        "                       'hr':'hour',\n",
        "                       'yr':'year'},inplace = True)\n"
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      "execution_count": 5,
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              "   id    datetime  season  year  month  hour  holiday  weekday  workingday  \\\n",
              "0   1  2011-01-01       1     0      1     0        0        6           0   \n",
              "1   2  2011-01-01       1     0      1     1        0        6           0   \n",
              "2   3  2011-01-01       1     0      1     2        0        6           0   \n",
              "3   4  2011-01-01       1     0      1     3        0        6           0   \n",
              "4   5  2011-01-01       1     0      1     4        0        6           0   \n",
              "\n",
              "   weather  temp   atemp  humidity  windspeed  casual  registered  total_count  \n",
              "0        1  0.24  0.2879      0.81        0.0       3          13           16  \n",
              "1        1  0.22  0.2727      0.80        0.0       8          32           40  \n",
              "2        1  0.22  0.2727      0.80        0.0       5          27           32  \n",
              "3        1  0.24  0.2879      0.75        0.0       3          10           13  \n",
              "4        1  0.24  0.2879      0.75        0.0       0           1            1  "
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              "      <td>2011-01-01</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>3</td>\n",
              "      <td>0</td>\n",
              "      <td>6</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0.24</td>\n",
              "      <td>0.2879</td>\n",
              "      <td>0.75</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3</td>\n",
              "      <td>10</td>\n",
              "      <td>13</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>5</td>\n",
              "      <td>2011-01-01</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>4</td>\n",
              "      <td>0</td>\n",
              "      <td>6</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0.24</td>\n",
              "      <td>0.2879</td>\n",
              "      <td>0.75</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
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              "              title=\"Convert this dataframe to an interactive table.\"\n",
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              "      \n",
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              "    .colab-df-container {\n",
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              "      gap: 12px;\n",
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              "\n",
              "    .colab-df-convert {\n",
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              "          document.querySelector('#df-cae27233-b22b-4678-b68d-f0bf8c1b18e0 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-cae27233-b22b-4678-b68d-f0bf8c1b18e0');\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": {},
          "execution_count": 5
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.dtypes"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "qe73BJTREuSi",
        "outputId": "0b42ad54-9bbd-4fb7-aa6b-b61d9ddb6c0c"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "id               int64\n",
              "datetime        object\n",
              "season           int64\n",
              "year             int64\n",
              "month            int64\n",
              "hour             int64\n",
              "holiday          int64\n",
              "weekday          int64\n",
              "workingday       int64\n",
              "weather          int64\n",
              "temp           float64\n",
              "atemp          float64\n",
              "humidity       float64\n",
              "windspeed      float64\n",
              "casual           int64\n",
              "registered       int64\n",
              "total_count      int64\n",
              "dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Date time conversion\n",
        "df['datetime'] =pd.to_datetime(df.datetime)\n",
        "# Categorical variables\n",
        "df['season'] =df['season'].astype('category')\n",
        "df['year'] =df['year'].astype('category')\n",
        "df['month'] =df['month'].astype('category')\n",
        "df['hour'] =df['hour'].astype('category')\n",
        "df['holiday'] =df['holiday'].astype('category')\n",
        "df['weekday'] =df['weekday'].astype('category')\n",
        "\n",
        "df['workingday'] =df['workingday'].astype('category')\n",
        "df['weather'] =df['weather'].astype('category')"
      ],
      "metadata": {
        "id": "oKcRu6-eEuWC"
      },
      "execution_count": 7,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df.dtypes"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "h5yt_LVTEuZB",
        "outputId": "f4b2bb33-caa6-4fb5-a8b4-c20b8efc33c0"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "id                      int64\n",
              "datetime       datetime64[ns]\n",
              "season               category\n",
              "year                 category\n",
              "month                category\n",
              "hour                 category\n",
              "holiday              category\n",
              "weekday              category\n",
              "workingday           category\n",
              "weather              category\n",
              "temp                  float64\n",
              "atemp                 float64\n",
              "humidity              float64\n",
              "windspeed             float64\n",
              "casual                  int64\n",
              "registered              int64\n",
              "total_count             int64\n",
              "dtype: object"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Convert the categorical features\n",
        "# Creating dummies for all these variables\n",
        "df_season = pd.get_dummies(df['season'],prefix = 'season')\n",
        "df_holi = pd.get_dummies(df['holiday'],prefix = 'holi')\n",
        "df_wkd = pd.get_dummies(df['weekday'],prefix = 'weekday')\n",
        "df_weather = pd.get_dummies(df['weather'],prefix = 'weather')\n",
        "df_wrkgdy = pd.get_dummies(df['workingday'],prefix = 'workingday')\n",
        "df_mnth = pd.get_dummies(df['month'],prefix = 'month')\n",
        "df_hr = pd.get_dummies(df['hour'],prefix = 'hr')\n",
        "df_yr = pd.get_dummies(df['year'],prefix = 'yr')"
      ],
      "metadata": {
        "id": "JDAb56C1Euc1"
      },
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Check for missing observations\n",
        "df.isnull().sum()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "b89j_-jWKt5F",
        "outputId": "3950bd71-673d-403d-d18d-b9899f7f0e24"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "id             0\n",
              "datetime       0\n",
              "season         0\n",
              "year           0\n",
              "month          0\n",
              "hour           0\n",
              "holiday        0\n",
              "weekday        0\n",
              "workingday     0\n",
              "weather        0\n",
              "temp           0\n",
              "atemp          0\n",
              "humidity       0\n",
              "windspeed      0\n",
              "casual         0\n",
              "registered     0\n",
              "total_count    0\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 10
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "(df.isnull().sum()/len(df)).sort_values(ascending =False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ObNaC75EKuBj",
        "outputId": "210b5eb5-7cde-44ed-921f-6968515d6bcd"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "id             0.0\n",
              "weather        0.0\n",
              "registered     0.0\n",
              "casual         0.0\n",
              "windspeed      0.0\n",
              "humidity       0.0\n",
              "atemp          0.0\n",
              "temp           0.0\n",
              "workingday     0.0\n",
              "datetime       0.0\n",
              "weekday        0.0\n",
              "holiday        0.0\n",
              "hour           0.0\n",
              "month          0.0\n",
              "year           0.0\n",
              "season         0.0\n",
              "total_count    0.0\n",
              "dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Test - Distribution of Dependent Variable\n",
        "from scipy import stats\n",
        "from scipy.stats import norm, skew\n",
        "sns.distplot(df['total_count'] , fit=norm);\n",
        "# Get the fitted parameters used by the function\n",
        "(mu, sigma) = norm.fit(df['total_count'])\n",
        "print( 'mu = {:.2f} and sigma = {:.2f}'.format(mu, sigma))\n",
        "#Now plot the distribution\n",
        "plt.legend(['Normal dist. ($\\mu=$ {:.2f} and $\\sigma=$ {:.2f} )'.format(mu, sigma)],\n",
        "            loc ='best')\n",
        "plt.ylabel('Frequency')\n",
        "plt.title('total count distribution')\n",
        "\n",
        "#Get also the QQ-plot\n",
        "\n",
        "fig = plt.figure()\n",
        "res = stats.probplot(df['total_count'], plot = plt)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 646
        },
        "id": "T7paHi8GKuEs",
        "outputId": "6ae33139-9135-4841-d53c-2a3edfb2a372"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "  warnings.warn(msg, FutureWarning)\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "mu = 189.46 and sigma = 181.38\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# plotting the Histogram of the dataset\n",
        "df.total_count.hist()\n",
        "plt.title('Histogram of total_count')\n",
        "plt.xlabel('total_count')\n",
        "plt.ylabel('Freq')\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 313
        },
        "id": "21raY_IgKuIO",
        "outputId": "328e4213-df42-4ed7-99c6-af9b86e0215e"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0, 0.5, 'Freq')"
            ]
          },
          "metadata": {},
          "execution_count": 13
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "iVBORw0KGgoAAAANSUhEUgAAAY8AAAEXCAYAAABVr8jJAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAeqklEQVR4nO3de5hdVZnn8e9Pwk1AkgBdE5NooUljY2dELCG0tl1NNAS8BEdEEKWgo+lu0VYnPk7ome4gNPPgjIAwo0iU2MFWAVEhA7R0DJ6x6ZGrQLgETAmJScxFSEI4oQET3vljryKHoipV6+TsOlV1fp/nOU/tvfbae6/37Eq9WWvfFBGYmZnleFWzG2BmZiOPk4eZmWVz8jAzs2xOHmZmls3Jw8zMsjl5mJlZNicPG1KSHpbU2ex2NJOkD0paI6kq6a1N2H9F0ieGer82ujh5WMNIWiXp3b3KzpJ0e898RLw5IioDbKddUkgaU1JTm+0rwKcj4sCIuK/3whT7lMFuLLf+cNX7d8WGNycPaznDICm9Hni4yW0w2yNOHjakansnko6RdI+kbZI2SrokVft5+rk1De0cJ+lVkv6bpNWSNkm6WtLBNds9My17StLf9drPeZKul/RPkrYBZ6V9/0LSVknrJf1vSfvUbC8kfUrSSknPSLpA0hsl/b/U3utq6/eKsc+2StpXUhXYC3hA0q/7WLcn9gdS7B9J5Z+U1C1ps6Qlkl7bX31J4yTdJOl3krak6Ul1HKtPSlqR4n9E0tGp/I/S0NfWNAz5gZp1XjYk1rs3kb7Xv0rf61ZJX1Phj4BvAMelOLbmtteGWET4409DPsAq4N29ys4Cbu+rDvAL4ONp+kBgeppuBwIYU7PeXwDdwBtS3R8B30nLjgSqwDuBfSiGhX5fs5/z0vzJFP9h2h94GzAdGJP2twL4XM3+ArgReA3wZuB5YFna/8HAI0BXP99Dv22t2faU3XyPL1sOHA88CRwN7Av8L+Dnu6l/CPAh4NXAQcAPgBtqlleATwxwLD8MrAPeDgiYQtFj2jvF9rfpuz4eeAY4oq9t93H8A7gJGAu8DvgdMKuvuv4M7497HtZoN6T/UW5N/3v8+m7q/h6YIunQiKhGxB27qXsGcElEPB4RVeBc4LQ0BHUK8H8i4vaIeAH4e4o/UrV+ERE3RMSLEfHvEXFvRNwRETsiYhVwJfBnvdb5HxGxLSIeBh4C/iXt/2ngn4H+Tnbvrq31OANYFBG/jIjn0/aOk9TeV+WIeCoifhgRz0bEM8CFfcQ2kE9QxH93FLojYjVFwj0QuCgiXoiI2yiSwekZ274oIrZGxG+AnwFHZbbNhgEnD2u0kyNibM8H+NRu6s4B/hB4VNLdkt63m7qvBVbXzK+m6DW0pWVrehZExLPAU73WX1M7I+kP03DOhjSU9d+BQ3uts7Fm+t/7mD+wjrbW42XbSwnpKWBiX5UlvVrSlWnYbBvFMOBYSXtl7HMy8IphtdSWNRHxYk3Z6v7a0o8NNdPP0v/3aMOYk4c1TUSsjIjTgT8AvgxcL+kAXtlrAPgtxbBJj9cBOyj+oK8HXhrTl7Q/xdDNy3bXa/4K4FFgakS8hmIYRvVHM+i27vH20nd0CMWwUl/mAUcAx6bY3tWzasY+1wBv7KctkyXV/u14XU1btlMMl/X4Dxn79CO+RxAnD2saSR+TdFj6X2zPCdIXKcbBX6Q4Z9Dj+8DnJR0u6UCKnsK1EbEDuB54v6Q/SSexz2PgP5QHAduAqqQ3AX/dqLgGaOtgbOSVsZ8t6ShJ+6bt3ZmG2/qqfxBFz2irpPHAgjpi+BbwBUlvSye0p0h6PXAnRW/hi5L2VnHPzvuBa9J69wP/KfV+plD0LgdrIzCpvwsRbHhx8rBmmgU8nK5Augw4LZ2PeJZinP7f0rmT6cAi4DsUQzBPAM8BnwFI5yQ+Q/EHbD3FyfNNFCe5+/MF4KMUJ3u/CVzbwLj6besgnQcsTrGfGhE/Bf4O+CFFfG8ETuuvPvBViosCngTuAH6SG0BE/IDiGHyP4ju6ARifzim9Hzgxbf/rwJkR8Wha9VLgBYpEsBj4bsZub6O4hHmDpCdz22xDSxHuKdrokv63v5ViSOqJZrfHbDRyz8NGBUnvT0MlB1BcqvsgxWXBZlYCJw8bLWZTnMz9LTCVYgjM3erdkPSNdENe7883mt02G/48bGVmZtnc8zAzs2zNfkBcKQ499NBob2+va93t27dzwAEHNLZBI0Srxu64W0+rxj5Q3Pfee++TEXHYYLY1KpNHe3s799xzT13rVioVOjs7G9ugEaJVY3fcradVYx8obkmr+13Yi4etzMwsm5OHmZllc/IwM7NsTh5mZpbNycPMzLKVljwkHSHp/prPNkmfkzRe0tL0Gsqlksal+pJ0eXrV5vKeV16mZV2p/kpJXWW12czMBqe05BERj0XEURFxFMUrP58FfgzMB5ZFxFSK13rOT6ucSPFYianAXIr3LVDzSOljgWOABT0Jx8zMmmOohq1mAL9Or7GcTfGoZtLPk9P0bODq9MrLOyjefDYBOAFYGhGbI2ILsJTiUd5mZtYkQ3WT4GkUL7QBaIuI9Wl6A7tezTmRl78qdG0q66/8ZSTNpeix0NbWRqVSqauh1Wq17nVHulaN3XG3nlaNvZFxl5480lvBPgCc23tZRISkhjyZMSIWAgsBOjo6ot67RyuVCmf9ZHsjmpRt1UXvbcp+e/iu29bSqnFD68beyLiHYtjqROCXEdHz/uaNaTiK9HNTKl8HTK5Zb1Iq66/czMyaZCiSx+nsGrICWAL0XDHVBdxYU35muupqOvB0Gt66FZgpaVw6UT4zlZmZWZOUOmyV3ur2HuAva4ovAq6TNAdYDZyaym8BTgK6Ka7MOhsgIjZLugC4O9U7PyI2l9luMzPbvVKTR0RsBw7pVfYUxdVXvesGcE4/21kELCqjjWZmls93mJuZWTYnDzMzy+bkYWZm2Zw8zMwsm5OHmZllc/IwM7NsTh5mZpbNycPMzLI5eZiZWTYnDzMzy+bkYWZm2Zw8zMwsm5OHmZllc/IwM7NsTh5mZpbNycPMzLI5eZiZWTYnDzMzy+bkYWZm2Zw8zMwsW6nJQ9JYSddLelTSCknHSRovaamklennuFRXki6X1C1puaSja7bTleqvlNRVZpvNzGxgZfc8LgN+EhFvAt4CrADmA8siYiqwLM0DnAhMTZ+5wBUAksYDC4BjgWOABT0Jx8zMmqO05CHpYOBdwFUAEfFCRGwFZgOLU7XFwMlpejZwdRTuAMZKmgCcACyNiM0RsQVYCswqq91mZjawMnsehwO/A74t6T5J35J0ANAWEetTnQ1AW5qeCKypWX9tKuuv3MzMmmRMyds+GvhMRNwp6TJ2DVEBEBEhKRqxM0lzKYa7aGtro1Kp1LWdarXKvGk7G9GkbPW2uVGq1WrT29AMjrv1tGrsjYy7zOSxFlgbEXem+espksdGSRMiYn0altqUlq8DJtesPymVrQM6e5VXeu8sIhYCCwE6Ojqis7Ozd5VBqVQqXHz79rrW3VOrzuhsyn57VCoV6v3eRjLH3XpaNfZGxl3asFVEbADWSDoiFc0AHgGWAD1XTHUBN6bpJcCZ6aqr6cDTaXjrVmCmpHHpRPnMVGZmZk1SZs8D4DPAdyXtAzwOnE2RsK6TNAdYDZya6t4CnAR0A8+mukTEZkkXAHeneudHxOaS221mZrtRavKIiPuBjj4WzeijbgDn9LOdRcCixrbOzMzq5TvMzcwsm5OHmZllc/IwM7NsTh5mZpbNycPMzLI5eZiZWTYnDzMzy+bkYWZm2Zw8zMwsm5OHmZllc/IwM7NsTh5mZpbNycPMzLI5eZiZWTYnDzMzy+bkYWZm2Zw8zMwsm5OHmZllc/IwM7NsTh5mZpbNycPMzLKVmjwkrZL0oKT7Jd2TysZLWippZfo5LpVL0uWSuiUtl3R0zXa6Uv2VkrrKbLOZmQ1sKHoefx4RR0VER5qfDyyLiKnAsjQPcCIwNX3mAldAkWyABcCxwDHAgp6EY2ZmzdGMYavZwOI0vRg4uab86ijcAYyVNAE4AVgaEZsjYguwFJg11I02M7NdxpS8/QD+RVIAV0bEQqAtItan5RuAtjQ9EVhTs+7aVNZf+ctImkvRY6GtrY1KpVJXg6vVKvOm7axr3T1Vb5sbpVqtNr0NzeC4W0+rxt7IuMtOHu+MiHWS/gBYKunR2oURESmx7LGUmBYCdHR0RGdnZ13bqVQqXHz79kY0KduqMzqbst8elUqFer+3kcxxt55Wjb2RcZc6bBUR69LPTcCPKc5ZbEzDUaSfm1L1dcDkmtUnpbL+ys3MrElKSx6SDpB0UM80MBN4CFgC9Fwx1QXcmKaXAGemq66mA0+n4a1bgZmSxqUT5TNTmZmZNUmZw1ZtwI8l9eznexHxE0l3A9dJmgOsBk5N9W8BTgK6gWeBswEiYrOkC4C7U73zI2Jzie02M7MBlJY8IuJx4C19lD8FzOijPIBz+tnWImBRo9toZmb18R3mZmaWzcnDzMyyOXmYmVk2Jw8zM8vm5GFmZtmcPMzMLJuTh5mZZXPyMDOzbE4eZmaWzcnDzMyyOXmYmVk2Jw8zM8vm5GFmZtmcPMzMLJuTh5mZZXPyMDOzbE4eZmaWzcnDzMyyOXmYmVk2Jw8zM8vm5GFmZtlKTx6S9pJ0n6Sb0vzhku6U1C3pWkn7pPJ903x3Wt5es41zU/ljkk4ou81mZrZ7Q9Hz+Cywomb+y8ClETEF2ALMSeVzgC2p/NJUD0lHAqcBbwZmAV+XtNcQtNvMzPpRavKQNAl4L/CtNC/geOD6VGUxcHKanp3mSctnpPqzgWsi4vmIeALoBo4ps91mZrZ7Y0re/leBLwIHpflDgK0RsSPNrwUmpumJwBqAiNgh6elUfyJwR802a9d5iaS5wFyAtrY2KpVKXQ2uVqvMm7azrnX3VL1tbpRqtdr0NjSD4249rRp7I+MuLXlIeh+wKSLuldRZ1n56RMRCYCFAR0dHdHbWt8tKpcLFt29vYMsGb9UZnU3Zb49KpUK939tI5rhbT6vG3si4y+x5vAP4gKSTgP2A1wCXAWMljUm9j0nAulR/HTAZWCtpDHAw8FRNeY/adczMrAkGlTwk/efdLY+IS/ooOxc4N63fCXwhIs6Q9APgFOAaoAu4Ma2yJM3/Ii2/LSJC0hLge5IuAV4LTAXuGky7zcysHIPteXQAb6f4Aw/wfoo/4Cvr2Od/Aa6R9A/AfcBVqfwq4DuSuoHNFFdYEREPS7oOeATYAZwTEc05KWFmZsDgk8ck4OiIeAZA0nnAzRHxscGsHBEVoJKmH6ePq6Ui4jngw/2sfyFw4SDbamZmJRvspbptwAs18y+kMjMza0GD7XlcDdwl6cdp/mR23ZNhZmYtZlDJIyIulPTPwJ+morMj4r7ymmVmZsNZzqW6rwa2RcS3JR0m6fB0x7c1SPv8m5uy31UXvbcp+zWzkWtQ5zwkLaC4SurcVLQ38E9lNcrMzIa3wZ4w/yDwAWA7QET8ll2PHDEzsxYz2OTxQkQEEACSDiivSWZmNtwNNnlcJ+lKikeLfBL4KfDN8pplZmbD2YAnzNNj0a8F3gRsA44A/j4ilpbcNjMzG6YGTB7p+VK3RMQ0wAnDzMwGPWz1S0lvL7UlZmY2Ygz2Po9jgY9JWkVxxZUoOiX/sayGmZnZ8LXb5CHpdRHxG+CEIWqPmZmNAAP1PG6geJruakk/jIgPDUWjzMxseBvonIdqpt9QZkPMzGzkGCh5RD/TZmbWwgYatnqLpG0UPZD90zTsOmH+mlJbZ2Zmw9Juk0dE7DVUDTEzs5FjsPd5mJmZvcTJw8zMsjl5mJlZttKSh6T9JN0l6QFJD0v6Uio/XNKdkrolXStpn1S+b5rvTsvba7Z1bip/TJJvWDQza7Iyex7PA8dHxFuAo4BZkqYDXwYujYgpwBZgTqo/B9iSyi9N9ZB0JHAa8GZgFvB1ST6Rb2bWRKUljyhU0+ze6RPA8cD1qXwxcHKanp3mSctnpMfBzwauiYjn0zvTu4Fjymq3mZkNbLAPRqxL6iHcC0wBvgb8GtgaETtSlbXAxDQ9EVgDEBE7JD0NHJLK76jZbO06tfuaC8wFaGtro1Kp1NXmarXKvGk761p3pOr5rqrVat3f20jmuFtPq8beyLhLTR4RsRM4StJY4McUL5Qqa18LgYUAHR0d0dnZWdd2KpUKF9++vYEtG/5WndEJFLHX+72NZI679bRq7I2Me0iutoqIrcDPgOMoXmXbk7QmAevS9DpgMkBafjDwVG15H+uYmVkTlHm11WGpx4Gk/YH3ACsoksgpqVoXcGOaXpLmSctvi4hI5aelq7EOB6YCd5XVbjMzG1iZw1YTgMXpvMergOsi4iZJjwDXSPoH4D7gqlT/KuA7krqBzRRXWBERD0u6DngE2AGck4bDzMysSUpLHhGxHHhrH+WP08fVUhHxHPDhfrZ1IXBho9toZmb18R3mZmaWzcnDzMyyOXmYmVk2Jw8zM8tW6k2CNjK0z78ZgHnTdnBWmh4qqy5675Duz8wawz0PMzPL5uRhZmbZnDzMzCybk4eZmWVz8jAzs2xOHmZmls3Jw8zMsjl5mJlZNicPMzPL5uRhZmbZnDzMzCybk4eZmWVz8jAzs2xOHmZmls3Jw8zMspWWPCRNlvQzSY9IeljSZ1P5eElLJa1MP8elckm6XFK3pOWSjq7ZVleqv1JSV1ltNjOzwSmz57EDmBcRRwLTgXMkHQnMB5ZFxFRgWZoHOBGYmj5zgSugSDbAAuBY4BhgQU/CMTOz5igteUTE+oj4ZZp+BlgBTARmA4tTtcXAyWl6NnB1FO4AxkqaAJwALI2IzRGxBVgKzCqr3WZmNrAheQ2tpHbgrcCdQFtErE+LNgBtaXoisKZmtbWprL/y3vuYS9Fjoa2tjUqlUldbq9Uq86btrGvdka5t/+JVtEOp3uPUSNVqdVi0Y6i1atzQurE3Mu7Sk4ekA4EfAp+LiG2SXloWESEpGrGfiFgILATo6OiIzs7OurZTqVS4+PbtjWjSiDNv2g4ufnBoX2u/6ozOId1fXyqVCvX+voxkrRo3tG7sjYy71KutJO1NkTi+GxE/SsUb03AU6eemVL4OmFyz+qRU1l+5mZk1SZlXWwm4ClgREZfULFoC9Fwx1QXcWFN+ZrrqajrwdBreuhWYKWlcOlE+M5WZmVmTlDlG8Q7g48CDku5PZX8LXARcJ2kOsBo4NS27BTgJ6AaeBc4GiIjNki4A7k71zo+IzSW228zMBlBa8oiI2wH1s3hGH/UDOKefbS0CFjWudWZmtid8h7mZmWVz8jAzs2xOHmZmls3Jw8zMsjl5mJlZtqG9ndisl/b5Nzdlv6suem9T9ms2WrjnYWZm2Zw8zMwsm5OHmZllc/IwM7NsTh5mZpbNycPMzLI5eZiZWTYnDzMzy+bkYWZm2Zw8zMwsm5OHmZllc/IwM7NsTh5mZpbNycPMzLI5eZiZWbbSkoekRZI2SXqopmy8pKWSVqaf41K5JF0uqVvScklH16zTleqvlNRVVnvNzGzwyux5/CMwq1fZfGBZREwFlqV5gBOBqekzF7gCimQDLACOBY4BFvQkHDMza57SkkdE/BzY3Kt4NrA4TS8GTq4pvzoKdwBjJU0ATgCWRsTmiNgCLOWVCcnMzIbYUL+Gti0i1qfpDUBbmp4IrKmptzaV9Vf+CpLmUvRaaGtro1Kp1NXAarXKvGk761p3pGvbH+ZN29HsZgyJ2t+ParVa9+/LSNaqcUPrxt7IuJv2DvOICEnRwO0tBBYCdHR0RGdnZ13bqVQqXHz79kY1a0SZN20HFz/YIq+1f3DXMZ43beeQHvPh8v70SqVCvf9ORrpWjb2RcQ/11VYb03AU6eemVL4OmFxTb1Iq66/czMyaaKiTxxKg54qpLuDGmvIz01VX04Gn0/DWrcBMSePSifKZqczMzJqotDEKSd8HOoFDJa2luGrqIuA6SXOA1cCpqfotwElAN/AscDZARGyWdAFwd6p3fkT0PglvZmZDrLTkERGn97NoRh91Azinn+0sAhY1sGlmZraHfIe5mZllc/IwM7NsTh5mZpbNycPMzLK1yB1hZsNH+/ybm7Lf4XJzoo0O7nmYmVk2Jw8zM8vm5GFmZtmcPMzMLJuTh5mZZXPyMDOzbE4eZmaWzcnDzMyy+SZBsxbR++bEedN2cNYQ3bDoGxRHH/c8zMwsm5OHmZllc/IwM7NsTh5mZpbNJ8zNrHR+kvDo456HmZllc8/DzEat/no8ZV+m3Ao9nhHT85A0S9JjkrolzW92e8zMWtmISB6S9gK+BpwIHAmcLunI5rbKzKx1jZRhq2OA7oh4HEDSNcBs4JGmtsrMrA/NukAAhm7ITBExJDvaE5JOAWZFxCfS/MeBYyPi0zV15gJz0+wRwGN17u5Q4Mk9aO5I1qqxO+7W06qxDxT36yPisMFsaKT0PAYUEQuBhXu6HUn3RERHA5o04rRq7I679bRq7I2Me0Sc8wDWAZNr5ielMjMza4KRkjzuBqZKOlzSPsBpwJImt8nMrGWNiGGriNgh6dPArcBewKKIeLik3e3x0NcI1qqxO+7W06qxNyzuEXHC3MzMhpeRMmxlZmbDiJOHmZllc/KoMZofgSJpsqSfSXpE0sOSPpvKx0taKmll+jkulUvS5em7WC7p6OZGsGck7SXpPkk3pfnDJd2Z4rs2XYiBpH3TfHda3t7Mdu8pSWMlXS/pUUkrJB3XCsdc0ufT7/lDkr4vab/ReswlLZK0SdJDNWXZx1hSV6q/UlLXQPt18kha4BEoO4B5EXEkMB04J8U3H1gWEVOBZWkeiu9havrMBa4Y+iY31GeBFTXzXwYujYgpwBZgTiqfA2xJ5ZemeiPZZcBPIuJNwFsovoNRfcwlTQT+BuiIiD+muMjmNEbvMf9HYFavsqxjLGk8sAA4luKJHgt6Ek6/IsKf4qKB44Bba+bPBc5tdrtKjPdG4D0Ud+JPSGUTgMfS9JXA6TX1X6o30j4U9wUtA44HbgJEcZftmN7HnuKKvuPS9JhUT82Ooc64Dwae6N3+0X7MgYnAGmB8OoY3ASeM5mMOtAMP1XuMgdOBK2vKX1avr497Hrv0/ML1WJvKRp3ULX8rcCfQFhHr06INQFuaHk3fx1eBLwIvpvlDgK0RsSPN18b2Utxp+dOp/kh0OPA74NtpyO5bkg5glB/ziFgHfAX4DbCe4hjeS2sc8x65xzj72Dt5tBhJBwI/BD4XEdtql0XxX45Rde22pPcBmyLi3ma3pQnGAEcDV0TEW4Ht7Bq+AEbtMR9H8eDUw4HXAgfwymGdllHWMXby2GXUPwJF0t4UieO7EfGjVLxR0oS0fAKwKZWPlu/jHcAHJK0CrqEYuroMGCup5ybZ2theijstPxh4aigb3EBrgbURcWeav54imYz2Y/5u4ImI+F1E/B74EcXvQSsc8x65xzj72Dt57DKqH4EiScBVwIqIuKRm0RKg58qKLopzIT3lZ6arM6YDT9d0g0eMiDg3IiZFRDvFMb0tIs4Afgackqr1jrvn+zgl1R+R/zOPiA3AGklHpKIZFK8xGNXHnGK4arqkV6ff+564R/0xr5F7jG8FZkoal3puM1NZ/5p9omc4fYCTgF8Bvwb+a7Pb0+DY3knRdV0O3J8+J1GM7S4DVgI/Bcan+qK4+uzXwIMUV640PY49/A46gZvS9BuAu4Bu4AfAvql8vzTfnZa/odnt3sOYjwLuScf9BmBcKxxz4EvAo8BDwHeAfUfrMQe+T3Fu5/cUvc059Rxj4C/Sd9ANnD3Qfv14EjMzy+ZhKzMzy+bkYWZm2Zw8zMwsm5OHmZllc/IwM7NsTh5mZpbNycNaXnps+acGqNMu6aOD2FZ77aOxh9pgYjFrBCcPMxgLDPQHtx0YMHkMA4OJxWyPOXmYwUXAGyXdL+l/ps9Dkh6U9JGaOn+a6nw+9TD+VdIv0+dPBrMjFS+l+kra/nJJn0nlM9KTbx9ML/fZN5WvknRomu6QVEnT56V6FUmPS/qbvmJp3Fdk9nJjBq5iNurNB/44Io6S9CHgryhenHQocLekn6c6X4iI9wFIejXwnoh4TtJUikdEdAxiX3MpejFHRcSO9Ma3/She6DMjIn4l6WrgrykeJb87bwL+HDgIeEzSFbWxZMRvls09D7OXeyfw/YjYGREbgf8LvL2PensD35T0IMVzkQb71sl3U7x0ZwdARGwGjqB4CuyvUp3FwLsGsa2bI+L5iHiS4qmpbQOtYNYo7nmY1efzwEaKHsqrgOdK2s8Odv0nb79ey56vmd6J/z3bEHLPwwyeoRj6AfhX4CPp3MRhFD2Au3rVgeKdD+sj4kXg4xTvyR6MpcBf9rxXIr07+jGgXdKUVOfjFD0egFXA29L0hzJjMSuNk4e1vIh4Cvi3dIntcRSPL38AuA34YhTvxVgO7JT0gKTPA18HuiQ9QHHuYfsgd/ctivdNLE/rfjQingPOBn6QhsFeBL6R6n8JuEzSPRS9i0HH4hPmViY/kt3MzLK552FmZtl8gs2sBJJOAL7cq/iJiPhgM9pj1mgetjIzs2wetjIzs2xOHmZmls3Jw8zMsjl5mJlZtv8PWJOQbUupBIUAAAAASUVORK5CYII=\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Log-transformation of the Dependent Variable\n",
        "sns.distplot(np.log1p(df['total_count']) , fit=norm);\n",
        "# Get the fitted parameters used by the function\n",
        "(mu, sigma) = norm.fit(np.log1p(df['total_count']))\n",
        "print( 'mu = {:.2f} and sigma = {:.2f}'.format(mu, sigma))\n",
        "#Now plot the distribution\n",
        "\n",
        "plt.legend(['Normal dist. ($\\mu=$ {:.2f} and $\\sigma=$ {:.2f} )'.format(mu, sigma)],\n",
        "            loc = 'best')\n",
        "plt.ylabel('Frequency')\n",
        "plt.title('log(total_count+1) distribution')\n",
        "\n",
        "#Get also the QQ-plot\n",
        "\n",
        "fig = plt.figure()\n",
        "res = stats.probplot(np.log1p(df['total_count']), plot = plt)\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 646
        },
        "id": "nSOaYgRIKuL8",
        "outputId": "ff86701f-81bf-4fca-a4ff-55ad58cec62c"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n",
            "  warnings.warn(msg, FutureWarning)\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "mu = 4.57 and sigma = 1.42\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.describe()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "6mZMqabjKuQS",
        "outputId": "8e9d855f-fec8-4c27-c858-190d3745eb22"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "               id          temp         atemp      humidity     windspeed  \\\n",
              "count  17379.0000  17379.000000  17379.000000  17379.000000  17379.000000   \n",
              "mean    8690.0000      0.496987      0.475775      0.627229      0.190098   \n",
              "std     5017.0295      0.192556      0.171850      0.192930      0.122340   \n",
              "min        1.0000      0.020000      0.000000      0.000000      0.000000   \n",
              "25%     4345.5000      0.340000      0.333300      0.480000      0.104500   \n",
              "50%     8690.0000      0.500000      0.484800      0.630000      0.194000   \n",
              "75%    13034.5000      0.660000      0.621200      0.780000      0.253700   \n",
              "max    17379.0000      1.000000      1.000000      1.000000      0.850700   \n",
              "\n",
              "             casual    registered   total_count  \n",
              "count  17379.000000  17379.000000  17379.000000  \n",
              "mean      35.676218    153.786869    189.463088  \n",
              "std       49.305030    151.357286    181.387599  \n",
              "min        0.000000      0.000000      1.000000  \n",
              "25%        4.000000     34.000000     40.000000  \n",
              "50%       17.000000    115.000000    142.000000  \n",
              "75%       48.000000    220.000000    281.000000  \n",
              "max      367.000000    886.000000    977.000000  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-f07a8f62-2727-4a2a-957f-586d1f8fb6a9\">\n",
              "    <div class=\"colab-df-container\">\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>id</th>\n",
              "      <th>temp</th>\n",
              "      <th>atemp</th>\n",
              "      <th>humidity</th>\n",
              "      <th>windspeed</th>\n",
              "      <th>casual</th>\n",
              "      <th>registered</th>\n",
              "      <th>total_count</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>17379.0000</td>\n",
              "      <td>17379.000000</td>\n",
              "      <td>17379.000000</td>\n",
              "      <td>17379.000000</td>\n",
              "      <td>17379.000000</td>\n",
              "      <td>17379.000000</td>\n",
              "      <td>17379.000000</td>\n",
              "      <td>17379.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>8690.0000</td>\n",
              "      <td>0.496987</td>\n",
              "      <td>0.475775</td>\n",
              "      <td>0.627229</td>\n",
              "      <td>0.190098</td>\n",
              "      <td>35.676218</td>\n",
              "      <td>153.786869</td>\n",
              "      <td>189.463088</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>5017.0295</td>\n",
              "      <td>0.192556</td>\n",
              "      <td>0.171850</td>\n",
              "      <td>0.192930</td>\n",
              "      <td>0.122340</td>\n",
              "      <td>49.305030</td>\n",
              "      <td>151.357286</td>\n",
              "      <td>181.387599</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>1.0000</td>\n",
              "      <td>0.020000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>4345.5000</td>\n",
              "      <td>0.340000</td>\n",
              "      <td>0.333300</td>\n",
              "      <td>0.480000</td>\n",
              "      <td>0.104500</td>\n",
              "      <td>4.000000</td>\n",
              "      <td>34.000000</td>\n",
              "      <td>40.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>8690.0000</td>\n",
              "      <td>0.500000</td>\n",
              "      <td>0.484800</td>\n",
              "      <td>0.630000</td>\n",
              "      <td>0.194000</td>\n",
              "      <td>17.000000</td>\n",
              "      <td>115.000000</td>\n",
              "      <td>142.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>13034.5000</td>\n",
              "      <td>0.660000</td>\n",
              "      <td>0.621200</td>\n",
              "      <td>0.780000</td>\n",
              "      <td>0.253700</td>\n",
              "      <td>48.000000</td>\n",
              "      <td>220.000000</td>\n",
              "      <td>281.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>17379.0000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.850700</td>\n",
              "      <td>367.000000</td>\n",
              "      <td>886.000000</td>\n",
              "      <td>977.000000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-f07a8f62-2727-4a2a-957f-586d1f8fb6a9')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
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              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-f07a8f62-2727-4a2a-957f-586d1f8fb6a9 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-f07a8f62-2727-4a2a-957f-586d1f8fb6a9');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 15
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Check for correlation with the Numeric features\n",
        "df_dropid = df.drop(['id'],axis=1)\n",
        "pd.set_option('precision',2)\n",
        "plt.figure(figsize=(6,6))\n",
        "sns.heatmap(df_dropid.drop(['total_count'],axis=1).corr(), square = True)\n",
        "plt.suptitle(\"Pearson Correlation Heatmap\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 432
        },
        "id": "ly1NulBwKuXg",
        "outputId": "9ecf146f-c7b0-4dd7-ac44-e6cf10977892"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x432 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [],
      "metadata": {
        "id": "jjhYA5SWPgA2"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "corr_with_tot_count = df_dropid.corr()[\"total_count\"].sort_values(ascending=False)\n",
        "plt.figure(figsize=(8,6))\n",
        "corr_with_tot_count.drop(\"total_count\").plot.bar()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 418
        },
        "id": "RjeMVyo9Pd43",
        "outputId": "e3f92a8d-4ff2-4e1f-bbf4-00f1555d8706"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 576x432 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.pairplot(df_dropid[['total_count', 'casual', 'temp', 'windspeed','registered']])\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 903
        },
        "id": "q8dp5us2Kua2",
        "outputId": "1b4b2266-ec58-479a-841b-6183934188a3"
      },
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 900x900 with 30 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [],
      "metadata": {
        "id": "KgcEOzX9Qh69"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Create the final dataset with all the relevant features - both dependent and (independent variable)predictors\n",
        "feature_x = ['temp','atemp','humidity','windspeed','casual','registered']\n",
        "df_feature = df[feature_x]\n",
        "\n",
        "# Creating the Final data with all the relevant fields and Dependent Variable\n",
        "df_new = pd.concat([df_season,df_holi,df_wkd,df_wrkgdy,\n",
        "                       df_weather,df_mnth,df_yr,df_hr,\n",
        "                       df_feature,df['total_count']],axis = 1)"
      ],
      "metadata": {
        "id": "c3ii-itHEufd"
      },
      "execution_count": 19,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_new.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "CB7ZfD44EujK",
        "outputId": "5267d026-f9ff-45ab-d5c7-d72051d16976"
      },
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(17379, 64)"
            ]
          },
          "metadata": {},
          "execution_count": 20
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_new.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "pidt3FHxtuaF",
        "outputId": "873dc0a2-7311-4f24-e844-65a8fbed163e"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   season_1  season_2  season_3  season_4  holi_0  holi_1  weekday_0  \\\n",
              "0         1         0         0         0       1       0          0   \n",
              "1         1         0         0         0       1       0          0   \n",
              "2         1         0         0         0       1       0          0   \n",
              "3         1         0         0         0       1       0          0   \n",
              "4         1         0         0         0       1       0          0   \n",
              "\n",
              "   weekday_1  weekday_2  weekday_3  ...  hr_21  hr_22  hr_23  temp  atemp  \\\n",
              "0          0          0          0  ...      0      0      0  0.24   0.29   \n",
              "1          0          0          0  ...      0      0      0  0.22   0.27   \n",
              "2          0          0          0  ...      0      0      0  0.22   0.27   \n",
              "3          0          0          0  ...      0      0      0  0.24   0.29   \n",
              "4          0          0          0  ...      0      0      0  0.24   0.29   \n",
              "\n",
              "   humidity  windspeed  casual  registered  total_count  \n",
              "0      0.81        0.0       3          13           16  \n",
              "1      0.80        0.0       8          32           40  \n",
              "2      0.80        0.0       5          27           32  \n",
              "3      0.75        0.0       3          10           13  \n",
              "4      0.75        0.0       0           1            1  \n",
              "\n",
              "[5 rows x 64 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-a48ca849-1844-490c-8b9e-639299d5f90b\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<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>season_1</th>\n",
              "      <th>season_2</th>\n",
              "      <th>season_3</th>\n",
              "      <th>season_4</th>\n",
              "      <th>holi_0</th>\n",
              "      <th>holi_1</th>\n",
              "      <th>weekday_0</th>\n",
              "      <th>weekday_1</th>\n",
              "      <th>weekday_2</th>\n",
              "      <th>weekday_3</th>\n",
              "      <th>...</th>\n",
              "      <th>hr_21</th>\n",
              "      <th>hr_22</th>\n",
              "      <th>hr_23</th>\n",
              "      <th>temp</th>\n",
              "      <th>atemp</th>\n",
              "      <th>humidity</th>\n",
              "      <th>windspeed</th>\n",
              "      <th>casual</th>\n",
              "      <th>registered</th>\n",
              "      <th>total_count</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.24</td>\n",
              "      <td>0.29</td>\n",
              "      <td>0.81</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3</td>\n",
              "      <td>13</td>\n",
              "      <td>16</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.22</td>\n",
              "      <td>0.27</td>\n",
              "      <td>0.80</td>\n",
              "      <td>0.0</td>\n",
              "      <td>8</td>\n",
              "      <td>32</td>\n",
              "      <td>40</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.22</td>\n",
              "      <td>0.27</td>\n",
              "      <td>0.80</td>\n",
              "      <td>0.0</td>\n",
              "      <td>5</td>\n",
              "      <td>27</td>\n",
              "      <td>32</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.24</td>\n",
              "      <td>0.29</td>\n",
              "      <td>0.75</td>\n",
              "      <td>0.0</td>\n",
              "      <td>3</td>\n",
              "      <td>10</td>\n",
              "      <td>13</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.24</td>\n",
              "      <td>0.29</td>\n",
              "      <td>0.75</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 64 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-a48ca849-1844-490c-8b9e-639299d5f90b')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-a48ca849-1844-490c-8b9e-639299d5f90b button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-a48ca849-1844-490c-8b9e-639299d5f90b');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 21
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "4IyALgDwtudk"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "-- Find out outliers if any.. "
      ],
      "metadata": {
        "id": "pihtsTeLvOwP"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Box-Plot\n",
        "import seaborn as sns\n",
        "sns.boxplot(x=df['total_count'])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "xe5BZLKdvMNr",
        "outputId": "be9bb8f3-872c-4877-cdd8-5b4684ab7f3b"
      },
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f9aede80190>"
            ]
          },
          "metadata": {},
          "execution_count": 22
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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Y5yK1lFFWS5RS9gH/Wf0o24XUL3O5Hfg+8IVSvy7xI8BwRGyPiLXA7cDKiNhO/dzu602u7mvUr/f7SPWxV5ZS3gI+D3yzOh1yCPibavwXgQ0RsZX60XDTc/GNPrWal+6UpEQ8UpakRHwTQ5NGRHwS+NJRi58ppfxOJ7ZHagVPX0hSIp6+kKREjLIkJWKUJSkRoyxJifw/2/tYuIOjUl4AAAAASUVORK5CYII=\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_new.describe()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 394
        },
        "id": "l0JAYoM1vMSN",
        "outputId": "6acdcbdc-c9f1-4566-c3af-589767aac360"
      },
      "execution_count": 23,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       season_1  season_2  season_3  season_4    holi_0    holi_1  weekday_0  \\\n",
              "count  17379.00  17379.00  17379.00  17379.00  17379.00  17379.00   17379.00   \n",
              "mean       0.24      0.25      0.26      0.24      0.97      0.03       0.14   \n",
              "std        0.43      0.44      0.44      0.43      0.17      0.17       0.35   \n",
              "min        0.00      0.00      0.00      0.00      0.00      0.00       0.00   \n",
              "25%        0.00      0.00      0.00      0.00      1.00      0.00       0.00   \n",
              "50%        0.00      0.00      0.00      0.00      1.00      0.00       0.00   \n",
              "75%        0.00      1.00      1.00      0.00      1.00      0.00       0.00   \n",
              "max        1.00      1.00      1.00      1.00      1.00      1.00       1.00   \n",
              "\n",
              "       weekday_1  weekday_2  weekday_3  ...     hr_21     hr_22     hr_23  \\\n",
              "count   17379.00   17379.00   17379.00  ...  17379.00  17379.00  17379.00   \n",
              "mean        0.14       0.14       0.14  ...      0.04      0.04      0.04   \n",
              "std         0.35       0.35       0.35  ...      0.20      0.20      0.20   \n",
              "min         0.00       0.00       0.00  ...      0.00      0.00      0.00   \n",
              "25%         0.00       0.00       0.00  ...      0.00      0.00      0.00   \n",
              "50%         0.00       0.00       0.00  ...      0.00      0.00      0.00   \n",
              "75%         0.00       0.00       0.00  ...      0.00      0.00      0.00   \n",
              "max         1.00       1.00       1.00  ...      1.00      1.00      1.00   \n",
              "\n",
              "           temp     atemp  humidity  windspeed    casual  registered  \\\n",
              "count  17379.00  17379.00  17379.00   17379.00  17379.00    17379.00   \n",
              "mean       0.50      0.48      0.63       0.19     35.68      153.79   \n",
              "std        0.19      0.17      0.19       0.12     49.31      151.36   \n",
              "min        0.02      0.00      0.00       0.00      0.00        0.00   \n",
              "25%        0.34      0.33      0.48       0.10      4.00       34.00   \n",
              "50%        0.50      0.48      0.63       0.19     17.00      115.00   \n",
              "75%        0.66      0.62      0.78       0.25     48.00      220.00   \n",
              "max        1.00      1.00      1.00       0.85    367.00      886.00   \n",
              "\n",
              "       total_count  \n",
              "count     17379.00  \n",
              "mean        189.46  \n",
              "std         181.39  \n",
              "min           1.00  \n",
              "25%          40.00  \n",
              "50%         142.00  \n",
              "75%         281.00  \n",
              "max         977.00  \n",
              "\n",
              "[8 rows x 64 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-bafdb1f2-8336-49e7-a17a-1c74f002c693\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
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              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>season_1</th>\n",
              "      <th>season_2</th>\n",
              "      <th>season_3</th>\n",
              "      <th>season_4</th>\n",
              "      <th>holi_0</th>\n",
              "      <th>holi_1</th>\n",
              "      <th>weekday_0</th>\n",
              "      <th>weekday_1</th>\n",
              "      <th>weekday_2</th>\n",
              "      <th>weekday_3</th>\n",
              "      <th>...</th>\n",
              "      <th>hr_21</th>\n",
              "      <th>hr_22</th>\n",
              "      <th>hr_23</th>\n",
              "      <th>temp</th>\n",
              "      <th>atemp</th>\n",
              "      <th>humidity</th>\n",
              "      <th>windspeed</th>\n",
              "      <th>casual</th>\n",
              "      <th>registered</th>\n",
              "      <th>total_count</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>...</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "      <td>17379.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>0.24</td>\n",
              "      <td>0.25</td>\n",
              "      <td>0.26</td>\n",
              "      <td>0.24</td>\n",
              "      <td>0.97</td>\n",
              "      <td>0.03</td>\n",
              "      <td>0.14</td>\n",
              "      <td>0.14</td>\n",
              "      <td>0.14</td>\n",
              "      <td>0.14</td>\n",
              "      <td>...</td>\n",
              "      <td>0.04</td>\n",
              "      <td>0.04</td>\n",
              "      <td>0.04</td>\n",
              "      <td>0.50</td>\n",
              "      <td>0.48</td>\n",
              "      <td>0.63</td>\n",
              "      <td>0.19</td>\n",
              "      <td>35.68</td>\n",
              "      <td>153.79</td>\n",
              "      <td>189.46</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>0.43</td>\n",
              "      <td>0.44</td>\n",
              "      <td>0.44</td>\n",
              "      <td>0.43</td>\n",
              "      <td>0.17</td>\n",
              "      <td>0.17</td>\n",
              "      <td>0.35</td>\n",
              "      <td>0.35</td>\n",
              "      <td>0.35</td>\n",
              "      <td>0.35</td>\n",
              "      <td>...</td>\n",
              "      <td>0.20</td>\n",
              "      <td>0.20</td>\n",
              "      <td>0.20</td>\n",
              "      <td>0.19</td>\n",
              "      <td>0.17</td>\n",
              "      <td>0.19</td>\n",
              "      <td>0.12</td>\n",
              "      <td>49.31</td>\n",
              "      <td>151.36</td>\n",
              "      <td>181.39</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>...</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.02</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>...</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.34</td>\n",
              "      <td>0.33</td>\n",
              "      <td>0.48</td>\n",
              "      <td>0.10</td>\n",
              "      <td>4.00</td>\n",
              "      <td>34.00</td>\n",
              "      <td>40.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>...</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.50</td>\n",
              "      <td>0.48</td>\n",
              "      <td>0.63</td>\n",
              "      <td>0.19</td>\n",
              "      <td>17.00</td>\n",
              "      <td>115.00</td>\n",
              "      <td>142.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>0.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>...</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.00</td>\n",
              "      <td>0.66</td>\n",
              "      <td>0.62</td>\n",
              "      <td>0.78</td>\n",
              "      <td>0.25</td>\n",
              "      <td>48.00</td>\n",
              "      <td>220.00</td>\n",
              "      <td>281.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>...</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>1.00</td>\n",
              "      <td>0.85</td>\n",
              "      <td>367.00</td>\n",
              "      <td>886.00</td>\n",
              "      <td>977.00</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>8 rows × 64 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-bafdb1f2-8336-49e7-a17a-1c74f002c693')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-bafdb1f2-8336-49e7-a17a-1c74f002c693 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-bafdb1f2-8336-49e7-a17a-1c74f002c693');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 23
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_new.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "WH7LYyA9vMWO",
        "outputId": "93e22a89-15a1-4ec3-e22c-d9e39ad238db"
      },
      "execution_count": 24,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(17379, 64)"
            ]
          },
          "metadata": {},
          "execution_count": 24
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Feature Selection - Regularization\n"
      ],
      "metadata": {
        "id": "2M3hNgT76oPC"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "X = df_new.drop(['total_count'],axis=1)\n",
        "y = df_new['total_count']\n"
      ],
      "metadata": {
        "id": "RW6gCxDxvMaR"
      },
      "execution_count": 25,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "doKYsGNZtug6",
        "outputId": "470cdf72-8f3b-4d84-844f-f3bd6ca1f91d"
      },
      "execution_count": 26,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(17379, 63)"
            ]
          },
          "metadata": {},
          "execution_count": 26
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Ondgei6-tuk8",
        "outputId": "03ebf636-139a-468c-eb5d-bb7171415114"
      },
      "execution_count": 27,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(17379,)"
            ]
          },
          "metadata": {},
          "execution_count": 27
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Creating the Feature Space for the data\n",
        "X_colnames = [cols for cols in df_new.columns.tolist() if cols not in [\n",
        "'total_count'\n",
        "]]\n",
        "X_colnames"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "wmSvkqp1tupK",
        "outputId": "76c4b081-a233-4341-f724-5d799cab2e74"
      },
      "execution_count": 28,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "['season_1',\n",
              " 'season_2',\n",
              " 'season_3',\n",
              " 'season_4',\n",
              " 'holi_0',\n",
              " 'holi_1',\n",
              " 'weekday_0',\n",
              " 'weekday_1',\n",
              " 'weekday_2',\n",
              " 'weekday_3',\n",
              " 'weekday_4',\n",
              " 'weekday_5',\n",
              " 'weekday_6',\n",
              " 'workingday_0',\n",
              " 'workingday_1',\n",
              " 'weather_1',\n",
              " 'weather_2',\n",
              " 'weather_3',\n",
              " 'weather_4',\n",
              " 'month_1',\n",
              " 'month_2',\n",
              " 'month_3',\n",
              " 'month_4',\n",
              " 'month_5',\n",
              " 'month_6',\n",
              " 'month_7',\n",
              " 'month_8',\n",
              " 'month_9',\n",
              " 'month_10',\n",
              " 'month_11',\n",
              " 'month_12',\n",
              " 'yr_0',\n",
              " 'yr_1',\n",
              " 'hr_0',\n",
              " 'hr_1',\n",
              " 'hr_2',\n",
              " 'hr_3',\n",
              " 'hr_4',\n",
              " 'hr_5',\n",
              " 'hr_6',\n",
              " 'hr_7',\n",
              " 'hr_8',\n",
              " 'hr_9',\n",
              " 'hr_10',\n",
              " 'hr_11',\n",
              " 'hr_12',\n",
              " 'hr_13',\n",
              " 'hr_14',\n",
              " 'hr_15',\n",
              " 'hr_16',\n",
              " 'hr_17',\n",
              " 'hr_18',\n",
              " 'hr_19',\n",
              " 'hr_20',\n",
              " 'hr_21',\n",
              " 'hr_22',\n",
              " 'hr_23',\n",
              " 'temp',\n",
              " 'atemp',\n",
              " 'humidity',\n",
              " 'windspeed',\n",
              " 'casual',\n",
              " 'registered']"
            ]
          },
          "metadata": {},
          "execution_count": 28
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Creating Training and Test data\n",
        "from sklearn.model_selection import train_test_split\n",
        "X_train,X_test,y_train,y_test = train_test_split(X ,y, test_size = 0.20,random_state=3)"
      ],
      "metadata": {
        "id": "2HIA6Cj4EumJ"
      },
      "execution_count": 29,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "print(X_train.shape)\n",
        "print(X_test.shape)\n",
        "print(y_train.shape)\n",
        "print(y_test.shape)\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "mETG4Th67sVW",
        "outputId": "2e85a789-05fa-46be-b469-6a019d5bd663"
      },
      "execution_count": 30,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "(13903, 63)\n",
            "(3476, 63)\n",
            "(13903,)\n",
            "(3476,)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.linear_model import LinearRegression,Lasso,Ridge,ElasticNetCV\n",
        "cv_model = ElasticNetCV(l1_ratio=[.1,.2,.3,.4, .5, .7, .9, .95, .99, 1], eps=1e-3, n_alphas=100, \n",
        "                        fit_intercept = True, \n",
        "                        normalize = True, precompute = 'auto', max_iter = 2000, tol = 0.0001, cv = 10, \n",
        "                        copy_X = True, verbose=0, positive = False, random_state=0)\n",
        "               \n",
        "cv_model.fit(X_train, y_train)\n",
        "print('Optimal alpha: %.8f'%cv_model.alpha_)\n",
        "print('Optimal l1_ratio: %.3f'%cv_model.l1_ratio_)\n",
        "print('Number of iterations %d'%cv_model.n_iter_)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "h1qLpS54EuqX",
        "outputId": "9464d6df-b68c-4278-be71-bed08a238bba"
      },
      "execution_count": 31,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Optimal alpha: 0.00149674\n",
            "Optimal l1_ratio: 1.000\n",
            "Number of iterations 18\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/sklearn/linear_model/_base.py:145: FutureWarning: 'normalize' was deprecated in version 1.0 and will be removed in 1.2.\n",
            "If you wish to scale the data, use Pipeline with a StandardScaler in a preprocessing stage. To reproduce the previous behavior:\n",
            "\n",
            "from sklearn.pipeline import make_pipeline\n",
            "\n",
            "model = make_pipeline(StandardScaler(with_mean=False), ElasticNet())\n",
            "\n",
            "If you wish to pass a sample_weight parameter, you need to pass it as a fit parameter to each step of the pipeline as follows:\n",
            "\n",
            "kwargs = {s[0] + '__sample_weight': sample_weight for s in model.steps}\n",
            "model.fit(X, y, **kwargs)\n",
            "\n",
            "Set parameter alpha to original_alpha * np.sqrt(n_samples) if l1_ratio is 1, and to original_alpha * n_samples if l1_ratio is 0. For other values of l1_ratio, no analytic formula is available.\n",
            "  FutureWarning,\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import time\n",
        "from datetime import datetime\n",
        "def log_msg(message):\n",
        "    print(str(datetime.now()) + \": \" + message)\n",
        "\n",
        "log_msg(\"Started running LR for feature selection...\")\n",
        "from sklearn.feature_selection import RFE,RFECV\n",
        "from sklearn.feature_selection import RFECV\n",
        "from sklearn.linear_model import LinearRegression\n",
        "from sklearn.linear_model import ElasticNet\n",
        "from sklearn.linear_model import RandomizedLasso\n",
        "\n",
        "# from sklearn.feature_selection import RFE\n",
        " \n",
        "# lr1 = ElasticNet(alpha='0.00160287', l1_ratio=1.0)\n",
        "lr1 = LinearRegression()\n",
        "rfe = RFE(estimator=lr1, n_features_to_select=30, step=1)\n",
        "rfe.fit(X_train, y_train)\n",
        "\n",
        "log_msg(\"Completed running LR for feature selection...\")"
      ],
      "metadata": {
        "id": "_MQDrT_D-77N"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "9xCyj0VK-p97"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "ShH4JHOi-ojb"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "W8kT-l7n-os5"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "GAH1di4W-owZ"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "2rpfGmQ0-ozt"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "W3GTGNJ4-o3E"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "Dkqco5bz-pK_"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "sCCTULJa-pN6"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}