HealthCare_Case_Study_Part1.ipynb

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    "colab": {
      "name": "HealthCare Case Study - Part1.ipynb",
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      "collapsed_sections": []
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      "name": "python3",
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    "language_info": {
      "name": "python"
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  },
  "cells": [
    {
      "cell_type": "markdown",
      "source": [
        "# Importing Necessary Libraries"
      ],
      "metadata": {
        "id": "L4djRduNbazl"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "%matplotlib inline\n",
        "import warnings\n",
        "warnings.filterwarnings(\"ignore\")\n",
        "import scipy.stats as stats"
      ],
      "metadata": {
        "id": "3QbDImE4bUl6"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.rc('font', size=15)"
      ],
      "metadata": {
        "id": "fd4oM4xlbUl7"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Importing the Input Datasets"
      ],
      "metadata": {
        "id": "6QFClO9fbf0l"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "pTHeMrLEQFOe"
      },
      "source": [
        "Inpatient_Data = pd.read_csv(r'/content/drive/MyDrive/Colab Notebooks/HealthCare Case Study - End to End Foundation/Medicare_Provider_Charge_Inpatient_DRG100_FY2011.csv')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ewIxIZxwQFVd"
      },
      "source": [
        "Outpatient_Data = pd.read_csv(r'/content/drive/MyDrive/Colab Notebooks/HealthCare Case Study - End to End Foundation/Medicare_Provider_Charge_Outpatient_APC30_CY2011_v2.csv')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "RotHkZHXIXlO"
      },
      "source": [
        "Inpatient_Summary_DRG = pd.read_csv(r'/content/drive/MyDrive/Colab Notebooks/HealthCare Case Study - End to End Foundation/Medicare_Charge_Inpatient_DRG100_DRG_Summary_by_DRG_FY2011.csv')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "hehsF6ZZQEWe"
      },
      "source": [
        "Outpatient_Summary_APC = pd.read_csv(r'/content/drive/MyDrive/Colab Notebooks/HealthCare Case Study - End to End Foundation/Medicare_Charge_Outpatient_APC30_Summary_by_APC_CY2011.csv')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Data Inspection"
      ],
      "metadata": {
        "id": "NuO3_uJXbj7l"
      }
    },
    {
      "cell_type": "code",
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        "id": "baBAYwiutpls",
        "outputId": "cb026036-219c-4597-db65-688c91302944"
      },
      "source": [
        "Inpatient_Data.head()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>DRG Definition</th>\n",
              "      <th>Provider Id</th>\n",
              "      <th>Provider Name</th>\n",
              "      <th>Provider Street Address</th>\n",
              "      <th>Provider City</th>\n",
              "      <th>Provider State</th>\n",
              "      <th>Provider Zip Code</th>\n",
              "      <th>Hospital Referral Region (HRR) Description</th>\n",
              "      <th>Total Discharges</th>\n",
              "      <th>Average Covered Charges</th>\n",
              "      <th>Average Total Payments</th>\n",
              "      <th>Average Medicare Payments</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>039 - EXTRACRANIAL PROCEDURES W/O CC/MCC</td>\n",
              "      <td>10001</td>\n",
              "      <td>SOUTHEAST ALABAMA MEDICAL CENTER</td>\n",
              "      <td>1108 ROSS CLARK CIRCLE</td>\n",
              "      <td>DOTHAN</td>\n",
              "      <td>AL</td>\n",
              "      <td>36301</td>\n",
              "      <td>AL - Dothan</td>\n",
              "      <td>91</td>\n",
              "      <td>32963.07692</td>\n",
              "      <td>5777.241758</td>\n",
              "      <td>4763.736264</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>039 - EXTRACRANIAL PROCEDURES W/O CC/MCC</td>\n",
              "      <td>10005</td>\n",
              "      <td>MARSHALL MEDICAL CENTER SOUTH</td>\n",
              "      <td>2505 U S HIGHWAY 431 NORTH</td>\n",
              "      <td>BOAZ</td>\n",
              "      <td>AL</td>\n",
              "      <td>35957</td>\n",
              "      <td>AL - Birmingham</td>\n",
              "      <td>14</td>\n",
              "      <td>15131.85714</td>\n",
              "      <td>5787.571429</td>\n",
              "      <td>4976.714286</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>039 - EXTRACRANIAL PROCEDURES W/O CC/MCC</td>\n",
              "      <td>10006</td>\n",
              "      <td>ELIZA COFFEE MEMORIAL HOSPITAL</td>\n",
              "      <td>205 MARENGO STREET</td>\n",
              "      <td>FLORENCE</td>\n",
              "      <td>AL</td>\n",
              "      <td>35631</td>\n",
              "      <td>AL - Birmingham</td>\n",
              "      <td>24</td>\n",
              "      <td>37560.37500</td>\n",
              "      <td>5434.958333</td>\n",
              "      <td>4453.791667</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>039 - EXTRACRANIAL PROCEDURES W/O CC/MCC</td>\n",
              "      <td>10011</td>\n",
              "      <td>ST VINCENT'S EAST</td>\n",
              "      <td>50 MEDICAL PARK EAST DRIVE</td>\n",
              "      <td>BIRMINGHAM</td>\n",
              "      <td>AL</td>\n",
              "      <td>35235</td>\n",
              "      <td>AL - Birmingham</td>\n",
              "      <td>25</td>\n",
              "      <td>13998.28000</td>\n",
              "      <td>5417.560000</td>\n",
              "      <td>4129.160000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>039 - EXTRACRANIAL PROCEDURES W/O CC/MCC</td>\n",
              "      <td>10016</td>\n",
              "      <td>SHELBY BAPTIST MEDICAL CENTER</td>\n",
              "      <td>1000 FIRST STREET NORTH</td>\n",
              "      <td>ALABASTER</td>\n",
              "      <td>AL</td>\n",
              "      <td>35007</td>\n",
              "      <td>AL - Birmingham</td>\n",
              "      <td>18</td>\n",
              "      <td>31633.27778</td>\n",
              "      <td>5658.333333</td>\n",
              "      <td>4851.444444</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "                             DRG Definition  ...  Average Medicare Payments\n",
              "0  039 - EXTRACRANIAL PROCEDURES W/O CC/MCC  ...                4763.736264\n",
              "1  039 - EXTRACRANIAL PROCEDURES W/O CC/MCC  ...                4976.714286\n",
              "2  039 - EXTRACRANIAL PROCEDURES W/O CC/MCC  ...                4453.791667\n",
              "3  039 - EXTRACRANIAL PROCEDURES W/O CC/MCC  ...                4129.160000\n",
              "4  039 - EXTRACRANIAL PROCEDURES W/O CC/MCC  ...                4851.444444\n",
              "\n",
              "[5 rows x 12 columns]"
            ]
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          "execution_count": 7
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        "outputId": "810b707d-87b6-4fd9-9e3a-7610280d51ba"
      },
      "source": [
        "Inpatient_Data.info()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 163065 entries, 0 to 163064\n",
            "Data columns (total 12 columns):\n",
            " #   Column                                      Non-Null Count   Dtype  \n",
            "---  ------                                      --------------   -----  \n",
            " 0   DRG Definition                              163065 non-null  object \n",
            " 1   Provider Id                                 163065 non-null  int64  \n",
            " 2   Provider Name                               163065 non-null  object \n",
            " 3   Provider Street Address                     163065 non-null  object \n",
            " 4   Provider City                               163065 non-null  object \n",
            " 5   Provider State                              163065 non-null  object \n",
            " 6   Provider Zip Code                           163065 non-null  int64  \n",
            " 7   Hospital Referral Region (HRR) Description  163065 non-null  object \n",
            " 8   Total Discharges                            163065 non-null  int64  \n",
            " 9   Average Covered Charges                     163065 non-null  float64\n",
            " 10  Average Total Payments                      163065 non-null  float64\n",
            " 11  Average Medicare Payments                   163065 non-null  float64\n",
            "dtypes: float64(3), int64(3), object(6)\n",
            "memory usage: 14.9+ MB\n"
          ]
        }
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        "outputId": "d77dad50-b51b-405b-fec9-f61d7688981e"
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      "source": [
        "Inpatient_Data.shape"
      ],
      "execution_count": null,
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        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(163065, 12)"
            ]
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          "metadata": {},
          "execution_count": 9
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      ]
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        },
        "id": "gDoYqwattuEm",
        "outputId": "85fe893a-cb13-4820-eb71-dd6deaeced0c"
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      "source": [
        "Inpatient_Data.describe().round(2).T"
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      "execution_count": null,
      "outputs": [
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              "      <th>Provider Id</th>\n",
              "      <td>163065.0</td>\n",
              "      <td>255569.87</td>\n",
              "      <td>151563.67</td>\n",
              "      <td>10001.00</td>\n",
              "      <td>110092.00</td>\n",
              "      <td>250007.00</td>\n",
              "      <td>380075.00</td>\n",
              "      <td>670077.00</td>\n",
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              "    <tr>\n",
              "      <th>Provider Zip Code</th>\n",
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              "      <td>27261.00</td>\n",
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              "      <td>72901.00</td>\n",
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              "      <th>Total Discharges</th>\n",
              "      <td>163065.0</td>\n",
              "      <td>42.78</td>\n",
              "      <td>51.10</td>\n",
              "      <td>11.00</td>\n",
              "      <td>17.00</td>\n",
              "      <td>27.00</td>\n",
              "      <td>49.00</td>\n",
              "      <td>3383.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Average Covered Charges</th>\n",
              "      <td>163065.0</td>\n",
              "      <td>36133.96</td>\n",
              "      <td>35065.37</td>\n",
              "      <td>2459.40</td>\n",
              "      <td>15947.17</td>\n",
              "      <td>25245.82</td>\n",
              "      <td>43232.59</td>\n",
              "      <td>929118.91</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Average Total Payments</th>\n",
              "      <td>163065.0</td>\n",
              "      <td>9707.48</td>\n",
              "      <td>7664.64</td>\n",
              "      <td>2673.00</td>\n",
              "      <td>5234.50</td>\n",
              "      <td>7214.10</td>\n",
              "      <td>11286.40</td>\n",
              "      <td>156158.18</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>Average Medicare Payments</th>\n",
              "      <td>163065.0</td>\n",
              "      <td>8494.50</td>\n",
              "      <td>7309.47</td>\n",
              "      <td>1148.91</td>\n",
              "      <td>4192.35</td>\n",
              "      <td>6158.47</td>\n",
              "      <td>10056.88</td>\n",
              "      <td>154620.82</td>\n",
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            "text/plain": [
              "                              count       mean  ...        75%        max\n",
              "Provider Id                163065.0  255569.87  ...  380075.00  670077.00\n",
              "Provider Zip Code          163065.0   47938.12  ...   72901.00   99835.00\n",
              "Total Discharges           163065.0      42.78  ...      49.00    3383.00\n",
              "Average Covered Charges    163065.0   36133.96  ...   43232.59  929118.91\n",
              "Average Total Payments     163065.0    9707.48  ...   11286.40  156158.18\n",
              "Average Medicare Payments  163065.0    8494.50  ...   10056.88  154620.82\n",
              "\n",
              "[6 rows x 8 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
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        "id": "I9XAkEgQuM5b",
        "outputId": "184d9213-42d5-4086-ac40-305a6a5a2686"
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      "source": [
        "Outpatient_Data.head()"
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      "execution_count": null,
      "outputs": [
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          "output_type": "execute_result",
          "data": {
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>APC</th>\n",
              "      <th>Provider Id</th>\n",
              "      <th>Provider Name</th>\n",
              "      <th>Provider Street Address</th>\n",
              "      <th>Provider City</th>\n",
              "      <th>Provider State</th>\n",
              "      <th>Provider Zip Code</th>\n",
              "      <th>Hospital Referral Region (HRR) Description</th>\n",
              "      <th>Outpatient Services</th>\n",
              "      <th>Average  Estimated Submitted Charges</th>\n",
              "      <th>Average Total Payments</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>0012 - Level I Debridement &amp; Destruction</td>\n",
              "      <td>10029</td>\n",
              "      <td>EAST ALABAMA MEDICAL CENTER AND SNF</td>\n",
              "      <td>2000 PEPPERELL PARKWAY</td>\n",
              "      <td>OPELIKA</td>\n",
              "      <td>AL</td>\n",
              "      <td>36801</td>\n",
              "      <td>AL - Birmingham</td>\n",
              "      <td>23</td>\n",
              "      <td>78.086957</td>\n",
              "      <td>21.910435</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>0012 - Level I Debridement &amp; Destruction</td>\n",
              "      <td>20024</td>\n",
              "      <td>CENTRAL PENINSULA GENERAL HOSPITAL</td>\n",
              "      <td>250 HOSPITAL PLACE</td>\n",
              "      <td>SOLDOTNA</td>\n",
              "      <td>AK</td>\n",
              "      <td>99669</td>\n",
              "      <td>AK - Anchorage</td>\n",
              "      <td>994</td>\n",
              "      <td>149.589749</td>\n",
              "      <td>36.623853</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>0012 - Level I Debridement &amp; Destruction</td>\n",
              "      <td>30064</td>\n",
              "      <td>UNIVERSITY OF ARIZONA MEDICAL CTR-UNIVERSIT, THE</td>\n",
              "      <td>1501 NORTH CAMPBELL AVENUE</td>\n",
              "      <td>TUCSON</td>\n",
              "      <td>AZ</td>\n",
              "      <td>85724</td>\n",
              "      <td>AZ - Tucson</td>\n",
              "      <td>1765</td>\n",
              "      <td>50.135411</td>\n",
              "      <td>14.541841</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>0012 - Level I Debridement &amp; Destruction</td>\n",
              "      <td>30088</td>\n",
              "      <td>BANNER BAYWOOD MEDICAL CENTER</td>\n",
              "      <td>6644 EAST BAYWOOD AVENUE</td>\n",
              "      <td>MESA</td>\n",
              "      <td>AZ</td>\n",
              "      <td>85206</td>\n",
              "      <td>AZ - Mesa</td>\n",
              "      <td>20</td>\n",
              "      <td>112.400000</td>\n",
              "      <td>23.736000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>0012 - Level I Debridement &amp; Destruction</td>\n",
              "      <td>30111</td>\n",
              "      <td>UNIVERSITY OF ARIZONA MEDICAL CTR- SOUTH CAM, THE</td>\n",
              "      <td>2800 EAST AJO WAY</td>\n",
              "      <td>TUCSON</td>\n",
              "      <td>AZ</td>\n",
              "      <td>85713</td>\n",
              "      <td>AZ - Tucson</td>\n",
              "      <td>22</td>\n",
              "      <td>152.045455</td>\n",
              "      <td>16.569091</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "                                        APC  ...  Average Total Payments\n",
              "0  0012 - Level I Debridement & Destruction  ...               21.910435\n",
              "1  0012 - Level I Debridement & Destruction  ...               36.623853\n",
              "2  0012 - Level I Debridement & Destruction  ...               14.541841\n",
              "3  0012 - Level I Debridement & Destruction  ...               23.736000\n",
              "4  0012 - Level I Debridement & Destruction  ...               16.569091\n",
              "\n",
              "[5 rows x 11 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "FpA9hinnuO3M",
        "outputId": "607187d1-f61f-4559-87a0-4e830cb70641"
      },
      "source": [
        "Outpatient_Data.info()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 43372 entries, 0 to 43371\n",
            "Data columns (total 11 columns):\n",
            " #   Column                                      Non-Null Count  Dtype  \n",
            "---  ------                                      --------------  -----  \n",
            " 0   APC                                         43372 non-null  object \n",
            " 1   Provider Id                                 43372 non-null  int64  \n",
            " 2   Provider Name                               43372 non-null  object \n",
            " 3   Provider Street Address                     43372 non-null  object \n",
            " 4   Provider City                               43372 non-null  object \n",
            " 5   Provider State                              43372 non-null  object \n",
            " 6   Provider Zip Code                           43372 non-null  int64  \n",
            " 7   Hospital Referral Region (HRR) Description  43372 non-null  object \n",
            " 8   Outpatient Services                         43372 non-null  int64  \n",
            " 9   Average  Estimated Submitted Charges        43372 non-null  float64\n",
            " 10  Average Total Payments                      43372 non-null  float64\n",
            "dtypes: float64(2), int64(3), object(6)\n",
            "memory usage: 3.6+ MB\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "P-dV5y2luQwr",
        "outputId": "515f86e4-da7a-4006-8e2a-2b57204e18ae"
      },
      "source": [
        "Outpatient_Data.shape"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(43372, 11)"
            ]
          },
          "metadata": {},
          "execution_count": 13
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "ERl6Z8AruT47",
        "outputId": "7629f09a-d852-4d0d-87ef-45eb325d4237"
      },
      "source": [
        "Outpatient_Data.describe().round(2).T"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "      <td>140043.00</td>\n",
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              "      <td>710.0</td>\n",
              "      <td>2102.12</td>\n",
              "      <td>32105.64</td>\n",
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              "    <tr>\n",
              "      <th>Average Total Payments</th>\n",
              "      <td>43372.0</td>\n",
              "      <td>265.43</td>\n",
              "      <td>261.26</td>\n",
              "      <td>7.30</td>\n",
              "      <td>74.63</td>\n",
              "      <td>139.3</td>\n",
              "      <td>394.21</td>\n",
              "      <td>2062.47</td>\n",
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            "text/plain": [
              "                                        count       mean  ...        75%        max\n",
              "Provider Id                           43372.0  265410.92  ...  390101.00  670061.00\n",
              "Provider Zip Code                     43372.0   49041.02  ...   73101.00   99801.00\n",
              "Outpatient Services                   43372.0     587.98  ...     347.00  219042.00\n",
              "Average  Estimated Submitted Charges  43372.0    1473.99  ...    2102.12   32105.64\n",
              "Average Total Payments                43372.0     265.43  ...     394.21    2062.47\n",
              "\n",
              "[5 rows x 8 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "F82iymcfxo_2",
        "outputId": "7085514a-6a50-4e26-ac11-eedc8ac993d0"
      },
      "source": [
        "Inpatient_Data.isna().sum()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "DRG Definition                                0\n",
              "Provider Id                                   0\n",
              "Provider Name                                 0\n",
              "Provider Street Address                       0\n",
              "Provider City                                 0\n",
              "Provider State                                0\n",
              "Provider Zip Code                             0\n",
              "Hospital Referral Region (HRR) Description    0\n",
              "Total Discharges                              0\n",
              "Average Covered Charges                       0\n",
              "Average Total Payments                        0\n",
              "Average Medicare Payments                     0\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 15
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DfWXK6opuXZ7",
        "outputId": "51b63b4a-58cb-4bf8-806a-0acd60c757e0"
      },
      "source": [
        "Outpatient_Data.isna().sum()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "APC                                           0\n",
              "Provider Id                                   0\n",
              "Provider Name                                 0\n",
              "Provider Street Address                       0\n",
              "Provider City                                 0\n",
              "Provider State                                0\n",
              "Provider Zip Code                             0\n",
              "Hospital Referral Region (HRR) Description    0\n",
              "Outpatient Services                           0\n",
              "Average  Estimated Submitted Charges          0\n",
              "Average Total Payments                        0\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 16
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "chUMeje_zpOV",
        "outputId": "e388832f-3747-4f69-8dfd-651c8aee929f"
      },
      "source": [
        "print('There are',len(Inpatient_Data['DRG Definition'].value_counts()),'DRGs covered in this Inpatient Data for',len(Inpatient_Data['Provider Id'].value_counts()),'Providers.')\n",
        "print('There are',len(Outpatient_Data['APC'].value_counts()),'APC Classes covered in this Outpatient Data for',len(Outpatient_Data['Provider Id'].value_counts()),'Providers.')"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "There are 100 DRGs covered in this Inpatient Data for 3337 Providers.\n",
            "There are 30 APC Classes covered in this Outpatient Data for 3135 Providers.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Data Manipulation"
      ],
      "metadata": {
        "id": "K9pIC6Plb00G"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "y9mZB5oU7owp"
      },
      "source": [
        "Inpatient1 = Inpatient_Data.copy()\n",
        "Outpatient1 = Outpatient_Data.copy()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Type Conversion"
      ],
      "metadata": {
        "id": "g9nBA3H8cA9k"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "hgdytKia8Ml5"
      },
      "source": [
        "Inpatient1['Provider Id'] = Inpatient1['Provider Id'].astype('object')\n",
        "Inpatient1['Provider Zip Code'] = Inpatient1['Provider Zip Code'].astype('object')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Pm6f4WDJ98zG"
      },
      "source": [
        "Outpatient1['Provider Id'] = Outpatient1['Provider Id'].astype('object')\n",
        "Outpatient1['Provider Zip Code'] = Outpatient1['Provider Zip Code'].astype('object')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Exploratory Data Analysis"
      ],
      "metadata": {
        "id": "896kRdwrcJPz"
      }
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "sKK2e0fvxnQn"
      },
      "source": [
        "## Part 1: Identify providers that overcharge for certain procedures or regions where procedures are too expensive."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "JOUPngx2yFEu"
      },
      "source": [
        "### A. Highest Cost Variation."
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### For Inpatient Data"
      ],
      "metadata": {
        "id": "4l_X_cWreBZi"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "_UcX_NC85LyZ"
      },
      "source": [
        "Inpatient_summ1 = Inpatient1.groupby('DRG Definition')['Average Covered Charges'].agg(['std','mean']).reset_index()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "45QqTq587Xul"
      },
      "source": [
        "Inpatient_summ1['CV'] = Inpatient_summ1['std']/Inpatient_summ1['mean']"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "RgMjLI-J7k8T",
        "outputId": "aa8b5a18-e0b8-4b74-e3b0-19336be924f4"
      },
      "source": [
        "Inpatient_summ1.sort_values(by='CV', ascending=False, ignore_index=True, inplace=True)\n",
        "Inpatient_summ1.head()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "      <th>DRG Definition</th>\n",
              "      <th>std</th>\n",
              "      <th>mean</th>\n",
              "      <th>CV</th>\n",
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              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>885 - PSYCHOSES</td>\n",
              "      <td>14305.274994</td>\n",
              "      <td>19929.455817</td>\n",
              "      <td>0.717796</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
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              "      <td>11150.914646</td>\n",
              "      <td>17589.098728</td>\n",
              "      <td>0.633967</td>\n",
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              "      <th>2</th>\n",
              "      <td>917 - POISONING &amp; TOXIC EFFECTS OF DRUGS W MCC</td>\n",
              "      <td>24737.866985</td>\n",
              "      <td>40345.535785</td>\n",
              "      <td>0.613150</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>190 - CHRONIC OBSTRUCTIVE PULMONARY DISEASE W MCC</td>\n",
              "      <td>17786.867925</td>\n",
              "      <td>29140.948455</td>\n",
              "      <td>0.610374</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>189 - PULMONARY EDEMA &amp; RESPIRATORY FAILURE</td>\n",
              "      <td>20912.138121</td>\n",
              "      <td>34276.195530</td>\n",
              "      <td>0.610107</td>\n",
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              "                                      DRG Definition  ...        CV\n",
              "0                                    885 - PSYCHOSES  ...  0.717796\n",
              "1  897 - ALCOHOL/DRUG ABUSE OR DEPENDENCE W/O REH...  ...  0.633967\n",
              "2     917 - POISONING & TOXIC EFFECTS OF DRUGS W MCC  ...  0.613150\n",
              "3  190 - CHRONIC OBSTRUCTIVE PULMONARY DISEASE W MCC  ...  0.610374\n",
              "4        189 - PULMONARY EDEMA & RESPIRATORY FAILURE  ...  0.610107\n",
              "\n",
              "[5 rows x 4 columns]"
            ]
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              "         DRG Definition  ... Average Covered Charges\n",
              "157581  885 - PSYCHOSES  ...            144522.66670\n",
              "157921  885 - PSYCHOSES  ...            127807.48150\n",
              "157926  885 - PSYCHOSES  ...             98584.92857\n",
              "\n",
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              "                                           DRG Definition  ... Average Covered Charges\n",
              "158907  897 - ALCOHOL/DRUG ABUSE OR DEPENDENCE W/O REH...  ...             79932.53846\n",
              "\n",
              "[1 rows x 3 columns]"
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>DRG Definition</th>\n",
              "      <th>Provider Name</th>\n",
              "      <th>Average Covered Charges</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>159137</th>\n",
              "      <td>917 - POISONING &amp; TOXIC EFFECTS OF DRUGS W MCC</td>\n",
              "      <td>NORTHBAY MEDICAL CENTER</td>\n",
              "      <td>236455.9091</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>159143</th>\n",
              "      <td>917 - POISONING &amp; TOXIC EFFECTS OF DRUGS W MCC</td>\n",
              "      <td>DOCTORS MEDICAL CENTER</td>\n",
              "      <td>187714.9583</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-d1697f87-0bf8-4f6e-b2e9-b83a73659e98')\"\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",
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              "  </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-d1697f87-0bf8-4f6e-b2e9-b83a73659e98 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-d1697f87-0bf8-4f6e-b2e9-b83a73659e98');\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",
              "  "
            ],
            "text/plain": [
              "                                        DRG Definition  ... Average Covered Charges\n",
              "159137  917 - POISONING & TOXIC EFFECTS OF DRUGS W MCC  ...             236455.9091\n",
              "159143  917 - POISONING & TOXIC EFFECTS OF DRUGS W MCC  ...             187714.9583\n",
              "\n",
              "[2 rows x 3 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 98
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "akA82xIXJHXX"
      },
      "source": [
        "Top3DRG = list(Inpatient_summ1['DRG Definition'][:3,])"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "1hlnAEquKbe0"
      },
      "source": [
        "Inpatient_summ2 = Inpatient1[Inpatient1['DRG Definition'].apply(lambda x: x in Top3DRG)]"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 590
        },
        "id": "mT9GM-POA5Qi",
        "outputId": "90c21b2d-7e8d-4c44-becc-e5931ea58569"
      },
      "source": [
        "plt.figure(figsize=(20,10))\n",
        "sns.boxplot(data=Inpatient_summ2, y='DRG Definition', x='Average Covered Charges')\n",
        "plt.xlabel('AVERAGE CHARGE')\n",
        "plt.ylabel('PROCEDURES')\n",
        "plt.title('Identifying Over-Charging Providers through Boxplots')\n",
        "plt.annotate('LAC+USC MEDICAL CENTER', xy =(144522, 0), xytext =(146000, 0))\n",
        "plt.annotate('ENGLEWOOD HOSPITAL\\nAND MEDICAL CENTER', xy =(127807, 0), xytext =(110000, 0.25))\n",
        "plt.annotate('SAINT BARNABAS\\nMEDICAL CENTER', xy =(98584, 0), xytext =(98584, -0.25), arrowprops = dict(arrowstyle = \"->\", connectionstyle = \"angle, angleA = 0, angleB = 75\"))\n",
        "plt.annotate('HAHNEMANN UNIVERSITY HOSPITAL', xy =(79932, 1), xytext =(82000, 1))\n",
        "plt.annotate('NORTHBAY\\nMEDICAL CENTER', xy =(236455, 2), xytext =(220000, 2.25))\n",
        "plt.annotate('DOCTORS\\nMEDICAL CENTER', xy =(187714, 2), xytext =(175000, 2.25))\n",
        "plt.show()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### For Outpatient Data"
      ],
      "metadata": {
        "id": "4kjsa8ZheHJg"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "cL5iH-qe_Ipe"
      },
      "source": [
        "Outpatient_summ1 = Outpatient1.groupby('APC')['Average  Estimated Submitted Charges'].agg(['std','mean']).reset_index()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "6NnnjxVVAgd1"
      },
      "source": [
        "Outpatient_summ1['CV'] = Outpatient_summ1['std']/Outpatient_summ1['mean']"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "pko2XNxnAgd1",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "outputId": "12c07055-1f82-4438-ea65-e3cf15a34206"
      },
      "source": [
        "Outpatient_summ1.sort_values(by='CV', ascending=False, ignore_index=True, inplace=True)\n",
        "Outpatient_summ1.head()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-9c91eb5a-7786-4e15-8623-b2fbf49e3270\">\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>APC</th>\n",
              "      <th>std</th>\n",
              "      <th>mean</th>\n",
              "      <th>CV</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>0604 - Level 1 Hospital Clinic Visits</td>\n",
              "      <td>235.176544</td>\n",
              "      <td>169.784228</td>\n",
              "      <td>1.385150</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>0698 - Level II Eye Tests &amp; Treatments</td>\n",
              "      <td>328.498347</td>\n",
              "      <td>250.677099</td>\n",
              "      <td>1.310444</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>0019 - Level I Excision/ Biopsy</td>\n",
              "      <td>2785.011224</td>\n",
              "      <td>2264.425957</td>\n",
              "      <td>1.229897</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>0692 - Level II Electronic Analysis of Devices</td>\n",
              "      <td>795.774420</td>\n",
              "      <td>705.369695</td>\n",
              "      <td>1.128166</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>0012 - Level I Debridement &amp; Destruction</td>\n",
              "      <td>95.646537</td>\n",
              "      <td>91.084383</td>\n",
              "      <td>1.050087</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-9c91eb5a-7786-4e15-8623-b2fbf49e3270')\"\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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              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                                              APC  ...        CV\n",
              "0           0604 - Level 1 Hospital Clinic Visits  ...  1.385150\n",
              "1          0698 - Level II Eye Tests & Treatments  ...  1.310444\n",
              "2                 0019 - Level I Excision/ Biopsy  ...  1.229897\n",
              "3  0692 - Level II Electronic Analysis of Devices  ...  1.128166\n",
              "4        0012 - Level I Debridement & Destruction  ...  1.050087\n",
              "\n",
              "[5 rows x 4 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 23
        }
      ]
    },
    {
      "cell_type": "code",
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        "Outpatient1[Outpatient1.APC=='0604 - Level 1 Hospital Clinic Visits'][['APC', 'Provider Name', 'Average  Estimated Submitted Charges']].sort_values(by='Average  Estimated Submitted Charges', ascending=False).head(1)"
      ],
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        {
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              "                                         APC  ... Average  Estimated Submitted Charges\n",
              "35467  0604 - Level 1 Hospital Clinic Visits  ...                          9780.157143\n",
              "\n",
              "[1 rows x 3 columns]"
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        "Outpatient1[Outpatient1.APC=='0698 - Level II Eye Tests & Treatments'][['APC', 'Provider Name', 'Average  Estimated Submitted Charges']].sort_values(by='Average  Estimated Submitted Charges', ascending=False).head(1)"
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              "                                          APC  ... Average  Estimated Submitted Charges\n",
              "43197  0698 - Level II Eye Tests & Treatments  ...                             4187.255\n",
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              "      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-349fcfc3-4040-45c9-a480-2b204808d95f 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-349fcfc3-4040-45c9-a480-2b204808d95f');\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",
              "  "
            ],
            "text/plain": [
              "                                  APC  ... Average  Estimated Submitted Charges\n",
              "3336  0019 - Level I Excision/ Biopsy  ...                          26466.64500\n",
              "3335  0019 - Level I Excision/ Biopsy  ...                          20298.21429\n",
              "3521  0019 - Level I Excision/ Biopsy  ...                          16416.69714\n",
              "\n",
              "[3 rows x 3 columns]"
            ]
          },
          "metadata": {},
          "execution_count": 80
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "xkAut_evLPDk"
      },
      "source": [
        "Top3APC = list(Outpatient_summ1.APC[:3,])"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ccjOi6NRLbs7"
      },
      "source": [
        "Outpatient_summ2 = Outpatient1[Outpatient1.APC.apply(lambda x: x in Top3APC)]"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 636
        },
        "id": "gFw8vj8Pyxs0",
        "outputId": "20bdb4cc-1d70-4d70-fe97-039f118022ad"
      },
      "source": [
        "plt.figure(figsize=(20,10))\n",
        "sns.boxplot(data=Outpatient_summ2, y='APC', x='Average  Estimated Submitted Charges')\n",
        "plt.xlabel('AVERAGE CHARGE')\n",
        "plt.ylabel('PROCEDURES')\n",
        "plt.title('Identifying Over-Charging Providers through Boxplots')\n",
        "plt.annotate('LOWER BUCKS HOSPITAL', xy =(9780, 1), xytext =(10000, 1))\n",
        "plt.annotate('CENTINELA HOSPITAL \\n MEDICAL CENTER', xy =(26466, 0), xytext =(26666, 0))\n",
        "plt.annotate('WHITTIER HOSPITAL \\n MEDICAL CENTER', xy =(20298, 0), xytext =(20400, 0))\n",
        "plt.annotate('NATCHEZ COMMUNITY \\n HOSPITAL/SWING BED', xy =(16416, 0), xytext =(15000, 0.25))\n",
        "plt.annotate('RONALD REAGAN UCLA MEDICAL CENTER', xy =(4187, 2), xytext =(4400, 2))\n",
        "plt.show()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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            "text/plain": [
              "<Figure size 1440x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "x71gDovGyKbG"
      },
      "source": [
        "### B. Highest Cost Claims by Providers.\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### For Inpatient Data"
      ],
      "metadata": {
        "id": "wlW9Qx-U7ZSz"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "clbQH0lh5ZEr"
      },
      "source": [
        "Inpatient_summ3 = Inpatient1.groupby('DRG Definition')[['Average Covered Charges']].max().add_suffix(' Max').reset_index()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "cluCQbqu3-Yp"
      },
      "source": [
        "Inpatient_MaxP = Inpatient1.merge(Inpatient_summ3, on='DRG Definition', how='left')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "noDTO69k5KOH"
      },
      "source": [
        "temp_list = []\n",
        "for x,y in zip(Inpatient_MaxP['Average Covered Charges'], Inpatient_MaxP['Average Covered Charges Max']):\n",
        "  if x < y:\n",
        "    temp_list.append(0)\n",
        "  else :\n",
        "    temp_list.append(1)\n",
        "Inpatient_MaxP['Max'] = temp_list"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "Inpatient_summ3 = Inpatient_MaxP.groupby('Provider Name')[['Max']].sum().sort_values(by='Max', ascending=False).reset_index()\n",
        "Inpatient_summ3 = Inpatient_summ3[Inpatient_summ3.Max > 0]"
      ],
      "metadata": {
        "id": "Vv6yiRO440Yp"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,10))\n",
        "sns.barplot(data=Inpatient_summ3, x='Max', y='Provider Name', orient='h')\n",
        "plt.xlabel('Max Highest Cost Claims')\n",
        "plt.title('Highest Cost Claims by Providers for Inpatient Data')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 636
        },
        "id": "u4WGyjC76LAH",
        "outputId": "3c991524-ab1a-4c1d-c65e-b42580a1947b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Top 4 Providers with Most Highest Cost Claims for Inpatient Data\n",
        "Inpatient_summ3[0:4]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 174
        },
        "id": "Ogu1Q-958JFk",
        "outputId": "ab82c500-0969-44bc-d995-7ef7c114a774"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-e807426d-3ad5-4564-94e8-f4831db8add8\">\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>Provider Name</th>\n",
              "      <th>Max</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>BAYONNE HOSPITAL CENTER</td>\n",
              "      <td>23</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>CROZER CHESTER MEDICAL CENTER</td>\n",
              "      <td>11</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>STANFORD HOSPITAL</td>\n",
              "      <td>10</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>HAHNEMANN UNIVERSITY HOSPITAL</td>\n",
              "      <td>7</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-e807426d-3ad5-4564-94e8-f4831db8add8')\"\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",
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              "  </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-e807426d-3ad5-4564-94e8-f4831db8add8 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-e807426d-3ad5-4564-94e8-f4831db8add8');\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",
              "  "
            ],
            "text/plain": [
              "                   Provider Name  Max\n",
              "0        BAYONNE HOSPITAL CENTER   23\n",
              "1  CROZER CHESTER MEDICAL CENTER   11\n",
              "2              STANFORD HOSPITAL   10\n",
              "3  HAHNEMANN UNIVERSITY HOSPITAL    7"
            ]
          },
          "metadata": {},
          "execution_count": 136
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### For Outpatient Data"
      ],
      "metadata": {
        "id": "2Lq9RPlj7caj"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "jGjEWWW0WlCi"
      },
      "source": [
        "Outpatient_summ3 = Outpatient1.groupby('APC')[['Average  Estimated Submitted Charges']].max().add_suffix(' Max').reset_index()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "hgs_X4sK9DqT"
      },
      "source": [
        "Outpatient_MaxP = Outpatient1.merge(Outpatient_summ3, on='APC', how='left')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "k0X6Colh9DqT"
      },
      "source": [
        "temp_list = []\n",
        "for x,y in zip(Outpatient_MaxP['Average  Estimated Submitted Charges'], Outpatient_MaxP['Average  Estimated Submitted Charges Max']):\n",
        "  if x < y:\n",
        "    temp_list.append(0)\n",
        "  else :\n",
        "    temp_list.append(1)\n",
        "Outpatient_MaxP['Max'] = temp_list"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "Outpatient_summ3 = Outpatient_MaxP.groupby('Provider Name')[['Max']].sum().sort_values(by='Max', ascending=False).reset_index()\n",
        "Outpatient_summ3 = Outpatient_summ3[Outpatient_summ3.Max > 0]"
      ],
      "metadata": {
        "id": "eRPcNtju7fvW"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,10))\n",
        "sns.barplot(data=Outpatient_summ3, x='Max', y='Provider Name', orient='h')\n",
        "plt.xlabel('Max Highest Cost Claims')\n",
        "plt.title('Highest Cost Claims by Providers for Outpatient Data')\n",
        "plt.xticks([0,1,2])\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 636
        },
        "outputId": "4b3c88b2-0bb5-4ed2-b1e2-aecf493217bf",
        "id": "BmJDgQti7fvW"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 144
        },
        "id": "yBcgUk6B9DqU",
        "outputId": "19aa21ca-f96e-4388-f5e2-a4f6bfab5fd5"
      },
      "source": [
        "# Top 3 Providers with Most Highest Cost Claims for Outpatient Data\n",
        "Outpatient_summ3.head(3)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-5d2ef056-acc0-48f2-a265-c0c4875ddca6\">\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>Provider Name</th>\n",
              "      <th>Max</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>COLUMBIA HOSPITAL</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>FORT WALTON BEACH MEDICAL CENTER</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>CAPITAL HEALTH MEDICAL CENTER - HOPEWELL</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
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              "  </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",
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              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
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              "    }\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-5d2ef056-acc0-48f2-a265-c0c4875ddca6 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-5d2ef056-acc0-48f2-a265-c0c4875ddca6');\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",
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              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                              Provider Name  Max\n",
              "0                         COLUMBIA HOSPITAL    2\n",
              "1          FORT WALTON BEACH MEDICAL CENTER    2\n",
              "2  CAPITAL HEALTH MEDICAL CENTER - HOPEWELL    2"
            ]
          },
          "metadata": {},
          "execution_count": 144
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "8-qbQwg_yTOl"
      },
      "source": [
        "### C. Highest Cost Claims by Regions."
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### For Inpatient Data"
      ],
      "metadata": {
        "id": "waDn8N_3I1wp"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Tj4gk-2mqOuf"
      },
      "source": [
        "Inpatient_Reg_Avg = Inpatient1.groupby(['DRG Definition','Hospital Referral Region (HRR) Description'])[['Average Covered Charges']].mean().add_suffix(' Avg').reset_index()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "AZo7QexywtRl"
      },
      "source": [
        "Inpatient_Reg_Avg_Max = Inpatient_Reg_Avg.groupby('DRG Definition')[['Average Covered Charges Avg']].max().add_suffix(' Max').reset_index()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "DLgLR-ZLs7Kc"
      },
      "source": [
        "Inpatient_MaxR = Inpatient_Reg_Avg.merge(Inpatient_Reg_Avg_Max, on ='DRG Definition', how='left')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "gKnrC8w4txqK"
      },
      "source": [
        "temp_list = []\n",
        "for x,y in zip(Inpatient_MaxR['Average Covered Charges Avg'], Inpatient_MaxR['Average Covered Charges Avg Max']):\n",
        "  if x < y:\n",
        "    temp_list.append(0)\n",
        "  else :\n",
        "    temp_list.append(1)\n",
        "Inpatient_MaxR['Max'] = temp_list"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "Inpatient_summ4 = Inpatient_MaxR.groupby('Hospital Referral Region (HRR) Description')[['Max']].sum().sort_values(by='Max', ascending=False).reset_index()\n",
        "Inpatient_summ4 = Inpatient_summ4[Inpatient_summ4.Max > 0]"
      ],
      "metadata": {
        "id": "XkT7PSv1Hbit"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,10))\n",
        "sns.barplot(data=Inpatient_summ4, x='Max', y='Hospital Referral Region (HRR) Description', orient='h')\n",
        "plt.xlabel('Max Highest Cost Claims')\n",
        "plt.ylabel('Regions')\n",
        "plt.title('Highest Cost Claims by Regions for Inpatient Data')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 636
        },
        "outputId": "e0048318-4e91-4c69-87c7-b3cfc57823d8",
        "id": "V_BZ0g5xHbit"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Top 5 Regions with Most Highest Cost Claims for Intpatient Data\n",
        "Inpatient_summ4.head(5)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "outputId": "12e7505d-0943-4bc6-9618-f0b40776f12d",
        "id": "9A7JEsYyHbiu"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-bb2246c0-5247-4341-ae9f-48b946a76a81\">\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>Hospital Referral Region (HRR) Description</th>\n",
              "      <th>Max</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>CA - Contra Costa County</td>\n",
              "      <td>36</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>CA - San Mateo County</td>\n",
              "      <td>23</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>CA - Santa Cruz</td>\n",
              "      <td>9</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>CA - San Jose</td>\n",
              "      <td>9</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>CA - San Luis Obispo</td>\n",
              "      <td>6</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-bb2246c0-5247-4341-ae9f-48b946a76a81')\"\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",
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              "  </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-bb2246c0-5247-4341-ae9f-48b946a76a81 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-bb2246c0-5247-4341-ae9f-48b946a76a81');\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",
              "  "
            ],
            "text/plain": [
              "  Hospital Referral Region (HRR) Description  Max\n",
              "0                   CA - Contra Costa County   36\n",
              "1                      CA - San Mateo County   23\n",
              "2                            CA - Santa Cruz    9\n",
              "3                              CA - San Jose    9\n",
              "4                       CA - San Luis Obispo    6"
            ]
          },
          "metadata": {},
          "execution_count": 155
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### For Outpatient Data"
      ],
      "metadata": {
        "id": "49YZfBkVIHV4"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "AoeqanATu9KZ"
      },
      "source": [
        "Outpatient_Reg_Avg = Outpatient1.groupby(['APC','Hospital Referral Region (HRR) Description'])[['Average  Estimated Submitted Charges']].mean().add_suffix(' Avg').reset_index()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "YymzfKSnxjB0"
      },
      "source": [
        "Outpatient_Reg_Avg_Max = Outpatient_Reg_Avg.groupby('APC')[['Average  Estimated Submitted Charges Avg']].max().add_suffix(' Max').reset_index()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "6A87CGrNu9Ka"
      },
      "source": [
        "Outpatient_MaxR = Outpatient_Reg_Avg.merge(Outpatient_Reg_Avg_Max, on ='APC', how='left')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "IHIKv6Vfu9Ka"
      },
      "source": [
        "temp_list = []\n",
        "for x,y in zip(Outpatient_MaxR['Average  Estimated Submitted Charges Avg'], Outpatient_MaxR['Average  Estimated Submitted Charges Avg Max']):\n",
        "  if x < y:\n",
        "    temp_list.append(0)\n",
        "  else :\n",
        "    temp_list.append(1)\n",
        "Outpatient_MaxR['Max'] = temp_list"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "Outpatient_summ4 = Outpatient_MaxR.groupby('Hospital Referral Region (HRR) Description')[['Max']].sum().sort_values(by='Max', ascending=False).reset_index()\n",
        "Outpatient_summ4 = Outpatient_summ4[Outpatient_summ4.Max > 0]"
      ],
      "metadata": {
        "id": "n-xNrQvPILSq"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,10))\n",
        "sns.barplot(data=Outpatient_summ4, x='Max', y='Hospital Referral Region (HRR) Description', orient='h')\n",
        "plt.xticks([0,1,2,3])\n",
        "plt.xlabel('Max Highest Cost Claims')\n",
        "plt.ylabel('Regions')\n",
        "plt.title('Highest Cost Claims by Regions for Outpatient Data')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 636
        },
        "outputId": "63e555db-1d28-44dc-bcf3-1269ef9e49ad",
        "id": "RF1XcGOoILSr"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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            "text/plain": [
              "<Figure size 1080x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Top 6 Regions with Most Highest Cost Claims for Outpatient Data\n",
        "Outpatient_summ4.head(6)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 237
        },
        "outputId": "e5866aaf-80c7-43ee-f875-c4eee9ba2012",
        "id": "2nfYJcf1ILSr"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
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              "\n",
              "    .dataframe tbody tr th {\n",
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              "\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Hospital Referral Region (HRR) Description</th>\n",
              "      <th>Max</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>CA - Ventura</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>FL - Hudson</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>CA - Los Angeles</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>CA - Santa Cruz</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>CA - Santa Rosa</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>CA - Stockton</td>\n",
              "      <td>2</td>\n",
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              "    [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-a140ce2d-f86e-4159-8510-d5484f0fd1a8 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-a140ce2d-f86e-4159-8510-d5484f0fd1a8');\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",
              "  "
            ],
            "text/plain": [
              "  Hospital Referral Region (HRR) Description  Max\n",
              "0                               CA - Ventura    3\n",
              "1                                FL - Hudson    2\n",
              "2                           CA - Los Angeles    2\n",
              "3                            CA - Santa Cruz    2\n",
              "4                            CA - Santa Rosa    2\n",
              "5                              CA - Stockton    2"
            ]
          },
          "metadata": {},
          "execution_count": 168
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rUx60-BOyVwM"
      },
      "source": [
        "### D. Highest Number of Procedures and Largest Differences Between Claims and Reimbursements."
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#### For Inpatient Data"
      ],
      "metadata": {
        "id": "mr5gUBQoMxJe"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "xg52N0hfYWep"
      },
      "source": [
        "Inpatient1['Claim_Diff'] = Inpatient1['Average Covered Charges'] - Inpatient1['Average Total Payments']"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "zW5kn4BY1PRv"
      },
      "source": [
        "Inpatient_Claim_Diff_Max = Inpatient1.groupby('DRG Definition')[['Claim_Diff']].max().add_suffix('_Max').reset_index()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "PkvgTuI6Zmsu"
      },
      "source": [
        "Inpatient_summ5 = Inpatient1.merge(Inpatient_Claim_Diff_Max, on='DRG Definition', how='left')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nq8gnG72ZIIn"
      },
      "source": [
        "temp_list = []\n",
        "for x,y in zip(Inpatient_summ5['Claim_Diff'], Inpatient_summ5['Claim_Diff_Max']):\n",
        "  if x < y:\n",
        "    temp_list.append(0)\n",
        "  else :\n",
        "    temp_list.append(1)\n",
        "Inpatient_summ5['Max'] = temp_list"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "Inpatient_summ6 = Inpatient_summ5.groupby('Provider Name')[['Max']].sum().add_suffix('_Sum').sort_values(by='Max_Sum', ascending=False).reset_index()\n",
        "Inpatient_summ6 = Inpatient_summ6[Inpatient_summ6.Max_Sum > 0]"
      ],
      "metadata": {
        "id": "5450sAGHJBOh"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,10))\n",
        "sns.barplot(data=Inpatient_summ6, x='Max_Sum', y='Provider Name', orient='h')\n",
        "plt.xlabel('Measure of Highest Procedures and Largest difference b/w Claims and Reimbursements')\n",
        "plt.title('Providers with Highest Procedures and Largest difference b/w Claims and Reimbursements')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 636
        },
        "outputId": "37950730-0c4e-4cd1-f6cb-7e0fbcff381e",
        "id": "p2pwNErmJBOi"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1080x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Top 5 Providers with Highest Procedures and Largest difference b/w Claims and Reimbursements for Inpatient Data\n",
        "Inpatient_summ6.head(5)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "outputId": "4ec49e7b-13a9-45eb-f005-c514bf2edc60",
        "id": "teVQLLotJBOi"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "\n",
              "  <div id=\"df-1049ed6f-be24-421b-8f77-178a8e2b493e\">\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>Provider Name</th>\n",
              "      <th>Max_Sum</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>BAYONNE HOSPITAL CENTER</td>\n",
              "      <td>27</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>CROZER CHESTER MEDICAL CENTER</td>\n",
              "      <td>12</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>HAHNEMANN UNIVERSITY HOSPITAL</td>\n",
              "      <td>8</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>WASHINGTON HOSPITAL</td>\n",
              "      <td>6</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>STANFORD HOSPITAL</td>\n",
              "      <td>6</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-1049ed6f-be24-421b-8f77-178a8e2b493e')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
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              "  </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",
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              "\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-1049ed6f-be24-421b-8f77-178a8e2b493e 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-1049ed6f-be24-421b-8f77-178a8e2b493e');\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",
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              "          docLink.innerHTML = docLinkHtml;\n",
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              "        }\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ],
            "text/plain": [
              "                   Provider Name  Max_Sum\n",
              "0        BAYONNE HOSPITAL CENTER       27\n",
              "1  CROZER CHESTER MEDICAL CENTER       12\n",
              "2  HAHNEMANN UNIVERSITY HOSPITAL        8\n",
              "3            WASHINGTON HOSPITAL        6\n",
              "4              STANFORD HOSPITAL        6"
            ]
          },
          "metadata": {},
          "execution_count": 179
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### For Outpatient Data"
      ],
      "metadata": {
        "id": "fD9U1-cZMqzt"
      }
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "qDaIWurAODz9"
      },
      "source": [
        "Outpatient1['Claim_Diff'] = Outpatient1['Average  Estimated Submitted Charges'] - Outpatient1['Average Total Payments']"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "UVEjeDzEODz9"
      },
      "source": [
        "Outpatient_Claim_Diff_Max = Outpatient1.groupby('APC')[['Claim_Diff']].max().add_suffix('_Max').reset_index()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "NDQHrEVJODz9"
      },
      "source": [
        "Outpatient_summ5 = Outpatient1.merge(Outpatient_Claim_Diff_Max, on='APC', how='left')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "AQ-FusBvODz9"
      },
      "source": [
        "temp_list = []\n",
        "for x,y in zip(Outpatient_summ5['Claim_Diff'], Outpatient_summ5['Claim_Diff_Max']):\n",
        "  if x < y:\n",
        "    temp_list.append(0)\n",
        "  else :\n",
        "    temp_list.append(1)\n",
        "Outpatient_summ5['Max'] = temp_list"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "Outpatient_summ6 = Outpatient_summ5.groupby('Provider Name')[['Max']].sum().add_suffix('_Sum').sort_values(by='Max_Sum', ascending=False).reset_index()\n",
        "Outpatient_summ6 = Outpatient_summ6[Outpatient_summ6.Max_Sum > 0]"
      ],
      "metadata": {
        "id": "P2_VtH9CML-y"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,10))\n",
        "sns.barplot(data=Outpatient_summ6, x='Max_Sum', y='Provider Name', orient='h')\n",
        "plt.xticks([0,1,2])\n",
        "plt.xlabel('Measure of Highest Procedures and Largest difference b/w Claims and Reimbursements')\n",
        "plt.title('Providers with Highest Procedures and Largest difference b/w Claims and Reimbursements')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 636
        },
        "outputId": "9e321209-f913-42a6-c9a7-0f3503c2528f",
        "id": "v1ataePPML-z"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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            "text/plain": [
              "<Figure size 1080x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Top 3 Providers with Highest Procedures and Largest difference b/w Claims and Reimbursements for Outpatient Data\n",
        "Outpatient_summ6.head(3)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 144
        },
        "outputId": "916b0013-6efa-4013-d610-95dd89ac34da",
        "id": "h93N9ZdNML-z"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "      <th>Provider Name</th>\n",
              "      <th>Max_Sum</th>\n",
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              "  <tbody>\n",
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              "      <th>0</th>\n",
              "      <td>COLUMBIA HOSPITAL</td>\n",
              "      <td>2</td>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>FORT WALTON BEACH MEDICAL CENTER</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>CAPITAL HEALTH MEDICAL CENTER - HOPEWELL</td>\n",
              "      <td>2</td>\n",
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              "      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-782a81a2-5533-41ba-a5ba-4d63de885205 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-782a81a2-5533-41ba-a5ba-4d63de885205');\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",
              "  "
            ],
            "text/plain": [
              "                              Provider Name  Max_Sum\n",
              "0                         COLUMBIA HOSPITAL        2\n",
              "1          FORT WALTON BEACH MEDICAL CENTER        2\n",
              "2  CAPITAL HEALTH MEDICAL CENTER - HOPEWELL        2"
            ]
          },
          "metadata": {},
          "execution_count": 191
        }
      ]
    }
  ]
}