{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "project_health_insurance.ipynb",
      "provenance": [],
      "collapsed_sections": []
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "id": "a2lF5FVecS4q"
      },
      "outputs": [],
      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import pymc3 as pm\n",
        "import matplotlib.pyplot as plt\n",
        "import arviz as az\n",
        "import daft\n",
        "from google.colab.patches import cv2_imshow\n",
        "import cv2"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "We will analyze full version of this dataset by using `BMI` ($BMI$), `children_count` ($CC$), `age` ($AGE$), `smoke` ($SM$),`region` ($RG$),  `sex` ($SX$), and `price` ($PC$) from this dataset. "
      ],
      "metadata": {
        "id": "gCMTBA-TcVkj"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "pgm = daft.PGM()\n",
        "pgm.add_node(\"SM\",\"SM\",0,4)\n",
        "pgm.add_node(\"SX\",\"SX\",0,2)\n",
        "pgm.add_node(\"BMI\",\"BMI\",4,4)\n",
        "pgm.add_node(\"AGE\",\"AGE\",2,2)\n",
        "pgm.add_node(\"CC\",\"CC\",2,3)\n",
        "pgm.add_node(\"RG\",\"RG\",4,1)\n",
        "pgm.add_node(\"PC\",\"PC\",2,0)\n",
        "pgm.add_edge(\"CC\", \"AGE\")\n",
        "pgm.add_edge(\"BMI\", \"CC\")\n",
        "pgm.add_edge(\"AGE\", \"PC\")\n",
        "pgm.add_edge(\"AGE\", \"RG\")\n",
        "pgm.add_edge(\"AGE\", \"SX\")\n",
        "pgm.add_edge(\"SM\", \"SX\")\n",
        "pgm.add_edge(\"CC\",\"SM\")\n",
        "pgm.add_edge(\"SM\", \"PC\")\n",
        "pgm.add_edge(\"SX\", \"PC\")\n",
        "pgm.add_edge(\"RG\", \"PC\")\n",
        "pgm.add_edge(\"BMI\",\"RG\")\n",
        "pgm.add_edge(\"BMI\", \"PC\")\n",
        "pgm.add_edge(\"BMI\",\"SM\")\n",
        "pgm.render()\n",
        "pgm.savefig(\"health-insurance-dag.jpg\")"
      ],
      "metadata": {
        "id": "akhAeximcU8D",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 235
        },
        "outputId": "b138c391-ac8a-46d2-f96c-af7e84fa13b4"
      },
      "execution_count": 30,
      "outputs": [
        {
          "output_type": "error",
          "ename": "TypeError",
          "evalue": "ignored",
          "traceback": [
            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
            "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
            "\u001b[0;32m<ipython-input-30-4098a288c71e>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0mpgm\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdaft\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mPGM\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mshape\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m5\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mpgm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0madd_node\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"SM\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\"SM\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m4\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      3\u001b[0m \u001b[0mpgm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0madd_node\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"SX\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\"SX\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0mpgm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0madd_node\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"BMI\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\"BMI\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m4\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m4\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0mpgm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0madd_node\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"AGE\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\"AGE\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;31mTypeError\u001b[0m: add_node() takes 2 positional arguments but 5 were given"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The above daft PGM does not work in google colab, so I took a snip of the DAG and printed it below. But on a regular jupyter notebook one can safely use it."
      ],
      "metadata": {
        "id": "BWrCnQEjaGau"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "img = cv2.imread('/content/health-insurance-dag.jpg')"
      ],
      "metadata": {
        "id": "jJ7eQSUbI4Gi"
      },
      "execution_count": 4,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "cv2_imshow(img)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "320aIh_RJQve",
        "outputId": "d2d951d0-fbe8-480c-af08-6c536f29ad9a"
      },
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<PIL.Image.Image image mode=RGB size=280x280 at 0x7FC87292DC10>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "In our project, we are discussing whether gender and/or region have significant effect on the pricing of the health insurances. To be able to analyze this fully, one must analyze both first as individuals in a causal system, later on continue with a third step and adjust one of the $region$ or $sex$ to have a last idea on the case.\n",
        "\n",
        "1) Here for to analyze the causal total and direct effect of the gender on the prices to analyze the gender effect, we should stratify the $age$ and $smoke$ parameters of people, but $smoker$ parameter should be coded to have a clear model.\n",
        "\n",
        "2) We will measure the effect of the region total and direct again with similar method, but this time $BMI$ and $age$ should be stratified to have a better understanding of the effect.\n",
        "\n",
        "3) As last part we will consider both parameters and that being said for the one that is adjusted we should add that parameter to the model to see full predictive model, and analyze the results."
      ],
      "metadata": {
        "id": "LFekmbUecarF"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df = pd.read_csv('/content/insurance.csv')\n",
        "df.head()"
      ],
      "metadata": {
        "id": "jeH6umLlcb36",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "outputId": "4fac7e4e-ca48-4940-8309-0f5678264343"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   age     sex     bmi  children smoker     region      charges\n",
              "0   19  female  27.900         0    yes  southwest  16884.92400\n",
              "1   18    male  33.770         1     no  southeast   1725.55230\n",
              "2   28    male  33.000         3     no  southeast   4449.46200\n",
              "3   33    male  22.705         0     no  northwest  21984.47061\n",
              "4   32    male  28.880         0     no  northwest   3866.85520"
            ],
            "text/html": [
              "\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>age</th>\n",
              "      <th>sex</th>\n",
              "      <th>bmi</th>\n",
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              "      <th>0</th>\n",
              "      <td>19</td>\n",
              "      <td>female</td>\n",
              "      <td>27.900</td>\n",
              "      <td>0</td>\n",
              "      <td>yes</td>\n",
              "      <td>southwest</td>\n",
              "      <td>16884.92400</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>18</td>\n",
              "      <td>male</td>\n",
              "      <td>33.770</td>\n",
              "      <td>1</td>\n",
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              "      <td>southeast</td>\n",
              "      <td>1725.55230</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>28</td>\n",
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              "      <td>no</td>\n",
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              "      <td>33</td>\n",
              "      <td>male</td>\n",
              "      <td>22.705</td>\n",
              "      <td>0</td>\n",
              "      <td>no</td>\n",
              "      <td>northwest</td>\n",
              "      <td>21984.47061</td>\n",
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              "      <th>4</th>\n",
              "      <td>32</td>\n",
              "      <td>male</td>\n",
              "      <td>28.880</td>\n",
              "      <td>0</td>\n",
              "      <td>no</td>\n",
              "      <td>northwest</td>\n",
              "      <td>3866.85520</td>\n",
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              "\n",
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              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Part A"
      ],
      "metadata": {
        "id": "XnINMcZZcd4y"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Here we will stratify the hierarchical model for all of the given parameters for both $smoker$ and $age$."
      ],
      "metadata": {
        "id": "LN9ihaVQcfrD"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df[\"SM\"] = pd.Categorical(df[\"smoker\"]).codes"
      ],
      "metadata": {
        "id": "50cSCWD2chp1"
      },
      "execution_count": 7,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df[\"sx\"] = pd.Categorical(df[\"sex\"]).codes"
      ],
      "metadata": {
        "id": "qTyEyanuchsE"
      },
      "execution_count": 8,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df[\"ag\"] = pd.Categorical(df[\"age\"]).codes # age is not actually categorical, but can be thought as\n",
        "# a cluster for each age.\n",
        "\n",
        "# by that we can also visualize that effect too."
      ],
      "metadata": {
        "id": "_5hEIrR3cht9"
      },
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df.head()"
      ],
      "metadata": {
        "id": "s6Htxvlqch2_",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "outputId": "0365e380-8351-4170-fd0d-0071319a7073"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   age     sex     bmi  children smoker     region      charges  SM  sx  ag\n",
              "0   19  female  27.900         0    yes  southwest  16884.92400   1   0   1\n",
              "1   18    male  33.770         1     no  southeast   1725.55230   0   1   0\n",
              "2   28    male  33.000         3     no  southeast   4449.46200   0   1  10\n",
              "3   33    male  22.705         0     no  northwest  21984.47061   0   1  15\n",
              "4   32    male  28.880         0     no  northwest   3866.85520   0   1  14"
            ],
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              "\n",
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              "      <th>age</th>\n",
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              "      <th>4</th>\n",
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              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
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            ]
          },
          "metadata": {},
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      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Females are coded as 0, males are coded as 1. \n",
        "Smokers are coded as 1, non_smokers are coded as 0."
      ],
      "metadata": {
        "id": "UrRTGZgLcpS0"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df_A = df # to make each part easier for the user to understand."
      ],
      "metadata": {
        "id": "aOPv4P7bcrjE"
      },
      "execution_count": 11,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "pd.unique(df_A[\"ag\"])"
      ],
      "metadata": {
        "id": "3eIoLbzAcsPN",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "3371806b-c1b2-45cc-e64a-ab4d2b5dbc66"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([ 1,  0, 10, 15, 14, 13, 28, 19, 42,  7, 44,  5, 38,  9, 34, 12, 16,\n",
              "       41, 45, 37,  4,  8, 17,  6, 23, 20, 18,  3, 30, 22, 40, 35, 25, 46,\n",
              "        2, 43, 26, 39, 11, 27, 36, 31, 29, 33, 24, 32, 21], dtype=int8)"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "len(pd.unique(df_A[\"age\"]))"
      ],
      "metadata": {
        "id": "MpVh_KsTcsRR",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "11e6e11b-1ab6-4af7-e14b-703ac5d5b02a"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "47"
            ]
          },
          "metadata": {},
          "execution_count": 13
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The centered model with stratify intercept:\n",
        "$$\n",
        "\\begin{align*}\n",
        "G_i &\\sim \\text{Normal}(\\mu_i, \\sigma)\n",
        "\\\\\n",
        "\\mu_i &= \\alpha_{A[i]} + \\beta_{S[i]} + \\beta_{A[i]}\n",
        "\\\\\n",
        "\\alpha_j &\\sim \\text{Normal}(\\bar{\\alpha}, \\sigma_{\\alpha}) \\qquad \\text{for} \\ j \\in 1..2 \n",
        "\\\\\n",
        "\\beta_s &\\sim \\text{Normal}(0, 0.1) \\qquad \\text{for} \\ a \\in 1..2 \n",
        "\\\\\n",
        "\\beta_a &\\sim \\text{Normal}(0, 0.01) \\qquad \\text{for} \\ k \\in 1..47 \n",
        "\\\\\n",
        "\\bar{\\alpha} &\\sim \\text{Normal}(0, 0.01)\n",
        "\\\\\n",
        "\\sigma_{\\alpha} &\\sim \\text{Exponential}(0.01)\n",
        "\\\\\n",
        "\\sigma &\\sim \\text{Uniform}(0, 10)    \n",
        "\\end{align*}\n",
        "$$"
      ],
      "metadata": {
        "id": "Wh-R-pEMcv5Q"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def standardize(series):\n",
        "    \"\"\"Standardize a pandas series\"\"\"\n",
        "    std_series = (series - series.mean()) / series.std()\n",
        "    return std_series \n",
        "\n",
        "# thanks to Alaz hocam I could solve the model issue."
      ],
      "metadata": {
        "id": "pZ7zU8Bnc3U8"
      },
      "execution_count": 14,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_A[\"charges_std\"] = standardize(df_A[\"charges\"]) # to make the derivates non-zero."
      ],
      "metadata": {
        "id": "2y3ltkn0csXn"
      },
      "execution_count": 15,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "with pm.Model() as mA:\n",
        "    sigma = pm.Uniform(\"sigma\", lower=0, upper=10)\n",
        "    a_bar = pm.Normal(\"a_bar\", 0, 0.01)\n",
        "    sigma_A = pm.Exponential(\"sigma_A\", 0.01)\n",
        "\n",
        "    alpha_A = pm.Normal(\"alpha_A\", mu=a_bar, sigma=sigma_A, shape=2)\n",
        "    beta_S = pm.Normal(\"beta_S\", mu=0, sigma=0.1, shape=2)\n",
        "    beta_A = pm.Normal(\"beta_A\", mu=0, sigma=0.01, shape=47)\n",
        "    \n",
        "    mu = alpha_A[df_A.sx.values-1] + beta_S[df_A.SM.values] + beta_A[df_A.ag.values]\n",
        "\n",
        "    g = pm.Normal(\"G\", mu=mu, sigma=sigma, observed=df_A.charges_std)\n",
        "    \n",
        "    trace_A = pm.sample(1000, tune = 1000, target_accept=0.95, init=\"adapt_diag\", return_inferencedata = True )\n",
        "az.summary(trace_A)"
      ],
      "metadata": {
        "id": "9CvNuCSecsZ-",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "outputId": "ac740d81-53be-400f-d6d3-15e8440ed04f"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Auto-assigning NUTS sampler...\n",
            "Initializing NUTS using adapt_diag...\n",
            "Sequential sampling (2 chains in 1 job)\n",
            "NUTS: [beta_A, beta_S, alpha_A, sigma_A, a_bar, sigma]\n"
          ]
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              "      100.00% [2000/2000 00:23<00:00 Sampling chain 0, 0 divergences]\n",
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              "    "
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          "name": "stderr",
          "text": [
            "Sampling 2 chains for 1_000 tune and 1_000 draw iterations (2_000 + 2_000 draws total) took 45 seconds.\n"
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        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "             mean     sd  hdi_3%  hdi_97%  mcse_mean  mcse_sd  ess_bulk  \\\n",
              "a_bar       0.000  0.011  -0.020    0.019      0.000    0.000    5412.0   \n",
              "alpha_A[0]  0.521  0.074   0.369    0.648      0.002    0.001    1422.0   \n",
              "alpha_A[1]  0.517  0.076   0.379    0.663      0.002    0.001    1439.0   \n",
              "beta_S[0]  -0.886  0.073  -1.028   -0.759      0.002    0.001    1451.0   \n",
              "beta_S[1]   0.905  0.074   0.771    1.046      0.002    0.001    1280.0   \n",
              "beta_A[0]  -0.008  0.010  -0.028    0.010      0.000    0.000    4244.0   \n",
              "beta_A[1]  -0.007  0.009  -0.023    0.011      0.000    0.000    4853.0   \n",
              "beta_A[2]  -0.004  0.010  -0.022    0.014      0.000    0.000    5603.0   \n",
              "beta_A[3]  -0.003  0.010  -0.023    0.013      0.000    0.000    4740.0   \n",
              "beta_A[4]  -0.002  0.010  -0.021    0.016      0.000    0.000    6390.0   \n",
              "beta_A[5]  -0.001  0.010  -0.020    0.016      0.000    0.000    3973.0   \n",
              "beta_A[6]  -0.002  0.010  -0.019    0.017      0.000    0.000    5448.0   \n",
              "beta_A[7]  -0.002  0.010  -0.021    0.018      0.000    0.000    6514.0   \n",
              "beta_A[8]  -0.003  0.011  -0.023    0.017      0.000    0.000    4257.0   \n",
              "beta_A[9]  -0.002  0.010  -0.021    0.018      0.000    0.000    5345.0   \n",
              "beta_A[10] -0.001  0.010  -0.019    0.018      0.000    0.000    6483.0   \n",
              "beta_A[11] -0.002  0.009  -0.019    0.015      0.000    0.000    4169.0   \n",
              "beta_A[12] -0.002  0.010  -0.019    0.017      0.000    0.000    4866.0   \n",
              "beta_A[13] -0.002  0.010  -0.021    0.017      0.000    0.000    5572.0   \n",
              "beta_A[14] -0.002  0.010  -0.020    0.016      0.000    0.000    3842.0   \n",
              "beta_A[15] -0.001  0.010  -0.019    0.018      0.000    0.000    4439.0   \n",
              "beta_A[16] -0.001  0.010  -0.018    0.018      0.000    0.000    3768.0   \n",
              "beta_A[17] -0.001  0.010  -0.018    0.018      0.000    0.000    5203.0   \n",
              "beta_A[18] -0.001  0.011  -0.019    0.020      0.000    0.000    5016.0   \n",
              "beta_A[19]  0.001  0.010  -0.017    0.021      0.000    0.000    4788.0   \n",
              "beta_A[20] -0.001  0.010  -0.021    0.016      0.000    0.000    4299.0   \n",
              "beta_A[21] -0.001  0.011  -0.023    0.018      0.000    0.000    4909.0   \n",
              "beta_A[22] -0.001  0.010  -0.018    0.018      0.000    0.000    5510.0   \n",
              "beta_A[23] -0.000  0.010  -0.018    0.020      0.000    0.000    4298.0   \n",
              "beta_A[24] -0.001  0.010  -0.020    0.017      0.000    0.000    5043.0   \n",
              "beta_A[25]  0.000  0.010  -0.018    0.020      0.000    0.000    4765.0   \n",
              "beta_A[26]  0.001  0.011  -0.018    0.021      0.000    0.000    6470.0   \n",
              "beta_A[27]  0.001  0.010  -0.016    0.021      0.000    0.000    3839.0   \n",
              "beta_A[28]  0.002  0.010  -0.016    0.021      0.000    0.000    5036.0   \n",
              "beta_A[29]  0.001  0.010  -0.018    0.020      0.000    0.000    4545.0   \n",
              "beta_A[30]  0.001  0.010  -0.018    0.019      0.000    0.000    5398.0   \n",
              "beta_A[31]  0.000  0.010  -0.019    0.019      0.000    0.000    5243.0   \n",
              "beta_A[32]  0.002  0.010  -0.014    0.023      0.000    0.000    5310.0   \n",
              "beta_A[33]  0.001  0.010  -0.018    0.021      0.000    0.000    5256.0   \n",
              "beta_A[34]  0.003  0.010  -0.015    0.022      0.000    0.000    6159.0   \n",
              "beta_A[35]  0.002  0.010  -0.016    0.020      0.000    0.000    4666.0   \n",
              "beta_A[36]  0.004  0.010  -0.014    0.022      0.000    0.000    4562.0   \n",
              "beta_A[37]  0.003  0.010  -0.015    0.022      0.000    0.000    4449.0   \n",
              "beta_A[38]  0.002  0.010  -0.017    0.020      0.000    0.000    4486.0   \n",
              "beta_A[39]  0.002  0.010  -0.016    0.021      0.000    0.000    5294.0   \n",
              "beta_A[40]  0.002  0.010  -0.016    0.022      0.000    0.000    4856.0   \n",
              "beta_A[41]  0.003  0.010  -0.015    0.022      0.000    0.000    4719.0   \n",
              "beta_A[42]  0.004  0.010  -0.016    0.022      0.000    0.000    5505.0   \n",
              "beta_A[43]  0.004  0.010  -0.015    0.022      0.000    0.000    4066.0   \n",
              "beta_A[44]  0.003  0.010  -0.014    0.023      0.000    0.000    5490.0   \n",
              "beta_A[45]  0.003  0.010  -0.016    0.023      0.000    0.000    3682.0   \n",
              "beta_A[46]  0.003  0.010  -0.015    0.021      0.000    0.000    4280.0   \n",
              "sigma       0.620  0.012   0.598    0.643      0.000    0.000    4519.0   \n",
              "sigma_A     2.732  5.866   0.165    9.084      0.176    0.125    2006.0   \n",
              "\n",
              "            ess_tail  r_hat  \n",
              "a_bar         1476.0   1.00  \n",
              "alpha_A[0]    1523.0   1.00  \n",
              "alpha_A[1]    1428.0   1.00  \n",
              "beta_S[0]     1301.0   1.00  \n",
              "beta_S[1]     1216.0   1.00  \n",
              "beta_A[0]     1258.0   1.00  \n",
              "beta_A[1]     1413.0   1.01  \n",
              "beta_A[2]     1504.0   1.00  \n",
              "beta_A[3]     1397.0   1.00  \n",
              "beta_A[4]     1400.0   1.00  \n",
              "beta_A[5]     1265.0   1.00  \n",
              "beta_A[6]     1360.0   1.01  \n",
              "beta_A[7]     1400.0   1.00  \n",
              "beta_A[8]     1235.0   1.00  \n",
              "beta_A[9]     1373.0   1.00  \n",
              "beta_A[10]    1259.0   1.00  \n",
              "beta_A[11]    1316.0   1.00  \n",
              "beta_A[12]    1700.0   1.00  \n",
              "beta_A[13]    1237.0   1.00  \n",
              "beta_A[14]    1405.0   1.00  \n",
              "beta_A[15]    1450.0   1.00  \n",
              "beta_A[16]    1439.0   1.00  \n",
              "beta_A[17]    1410.0   1.00  \n",
              "beta_A[18]    1327.0   1.00  \n",
              "beta_A[19]    1170.0   1.00  \n",
              "beta_A[20]    1439.0   1.00  \n",
              "beta_A[21]    1258.0   1.00  \n",
              "beta_A[22]    1657.0   1.00  \n",
              "beta_A[23]    1406.0   1.00  \n",
              "beta_A[24]    1321.0   1.00  \n",
              "beta_A[25]    1449.0   1.00  \n",
              "beta_A[26]    1415.0   1.00  \n",
              "beta_A[27]    1475.0   1.00  \n",
              "beta_A[28]    1219.0   1.00  \n",
              "beta_A[29]    1156.0   1.01  \n",
              "beta_A[30]    1526.0   1.00  \n",
              "beta_A[31]    1264.0   1.00  \n",
              "beta_A[32]    1534.0   1.00  \n",
              "beta_A[33]    1215.0   1.00  \n",
              "beta_A[34]    1223.0   1.00  \n",
              "beta_A[35]    1404.0   1.00  \n",
              "beta_A[36]    1640.0   1.00  \n",
              "beta_A[37]    1501.0   1.00  \n",
              "beta_A[38]    1185.0   1.00  \n",
              "beta_A[39]    1426.0   1.00  \n",
              "beta_A[40]    1514.0   1.00  \n",
              "beta_A[41]    1369.0   1.00  \n",
              "beta_A[42]    1594.0   1.00  \n",
              "beta_A[43]    1428.0   1.00  \n",
              "beta_A[44]    1408.0   1.01  \n",
              "beta_A[45]    1207.0   1.00  \n",
              "beta_A[46]    1506.0   1.00  \n",
              "sigma         1390.0   1.00  \n",
              "sigma_A       1201.0   1.00  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-7cda6964-f18b-47df-b8c8-351d90b09d6d\">\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>mean</th>\n",
              "      <th>sd</th>\n",
              "      <th>hdi_3%</th>\n",
              "      <th>hdi_97%</th>\n",
              "      <th>mcse_mean</th>\n",
              "      <th>mcse_sd</th>\n",
              "      <th>ess_bulk</th>\n",
              "      <th>ess_tail</th>\n",
              "      <th>r_hat</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>a_bar</th>\n",
              "      <td>0.000</td>\n",
              "      <td>0.011</td>\n",
              "      <td>-0.020</td>\n",
              "      <td>0.019</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5412.0</td>\n",
              "      <td>1476.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>alpha_A[0]</th>\n",
              "      <td>0.521</td>\n",
              "      <td>0.074</td>\n",
              "      <td>0.369</td>\n",
              "      <td>0.648</td>\n",
              "      <td>0.002</td>\n",
              "      <td>0.001</td>\n",
              "      <td>1422.0</td>\n",
              "      <td>1523.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>alpha_A[1]</th>\n",
              "      <td>0.517</td>\n",
              "      <td>0.076</td>\n",
              "      <td>0.379</td>\n",
              "      <td>0.663</td>\n",
              "      <td>0.002</td>\n",
              "      <td>0.001</td>\n",
              "      <td>1439.0</td>\n",
              "      <td>1428.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_S[0]</th>\n",
              "      <td>-0.886</td>\n",
              "      <td>0.073</td>\n",
              "      <td>-1.028</td>\n",
              "      <td>-0.759</td>\n",
              "      <td>0.002</td>\n",
              "      <td>0.001</td>\n",
              "      <td>1451.0</td>\n",
              "      <td>1301.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_S[1]</th>\n",
              "      <td>0.905</td>\n",
              "      <td>0.074</td>\n",
              "      <td>0.771</td>\n",
              "      <td>1.046</td>\n",
              "      <td>0.002</td>\n",
              "      <td>0.001</td>\n",
              "      <td>1280.0</td>\n",
              "      <td>1216.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[0]</th>\n",
              "      <td>-0.008</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.028</td>\n",
              "      <td>0.010</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4244.0</td>\n",
              "      <td>1258.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[1]</th>\n",
              "      <td>-0.007</td>\n",
              "      <td>0.009</td>\n",
              "      <td>-0.023</td>\n",
              "      <td>0.011</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4853.0</td>\n",
              "      <td>1413.0</td>\n",
              "      <td>1.01</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[2]</th>\n",
              "      <td>-0.004</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.022</td>\n",
              "      <td>0.014</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5603.0</td>\n",
              "      <td>1504.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[3]</th>\n",
              "      <td>-0.003</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.023</td>\n",
              "      <td>0.013</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4740.0</td>\n",
              "      <td>1397.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[4]</th>\n",
              "      <td>-0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.021</td>\n",
              "      <td>0.016</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>6390.0</td>\n",
              "      <td>1400.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[5]</th>\n",
              "      <td>-0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.020</td>\n",
              "      <td>0.016</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>3973.0</td>\n",
              "      <td>1265.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[6]</th>\n",
              "      <td>-0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.019</td>\n",
              "      <td>0.017</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5448.0</td>\n",
              "      <td>1360.0</td>\n",
              "      <td>1.01</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[7]</th>\n",
              "      <td>-0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.021</td>\n",
              "      <td>0.018</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>6514.0</td>\n",
              "      <td>1400.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[8]</th>\n",
              "      <td>-0.003</td>\n",
              "      <td>0.011</td>\n",
              "      <td>-0.023</td>\n",
              "      <td>0.017</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4257.0</td>\n",
              "      <td>1235.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[9]</th>\n",
              "      <td>-0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.021</td>\n",
              "      <td>0.018</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5345.0</td>\n",
              "      <td>1373.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[10]</th>\n",
              "      <td>-0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.019</td>\n",
              "      <td>0.018</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>6483.0</td>\n",
              "      <td>1259.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[11]</th>\n",
              "      <td>-0.002</td>\n",
              "      <td>0.009</td>\n",
              "      <td>-0.019</td>\n",
              "      <td>0.015</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4169.0</td>\n",
              "      <td>1316.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[12]</th>\n",
              "      <td>-0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.019</td>\n",
              "      <td>0.017</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4866.0</td>\n",
              "      <td>1700.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[13]</th>\n",
              "      <td>-0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.021</td>\n",
              "      <td>0.017</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5572.0</td>\n",
              "      <td>1237.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[14]</th>\n",
              "      <td>-0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.020</td>\n",
              "      <td>0.016</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>3842.0</td>\n",
              "      <td>1405.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[15]</th>\n",
              "      <td>-0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.019</td>\n",
              "      <td>0.018</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4439.0</td>\n",
              "      <td>1450.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[16]</th>\n",
              "      <td>-0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.018</td>\n",
              "      <td>0.018</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>3768.0</td>\n",
              "      <td>1439.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[17]</th>\n",
              "      <td>-0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.018</td>\n",
              "      <td>0.018</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5203.0</td>\n",
              "      <td>1410.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[18]</th>\n",
              "      <td>-0.001</td>\n",
              "      <td>0.011</td>\n",
              "      <td>-0.019</td>\n",
              "      <td>0.020</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5016.0</td>\n",
              "      <td>1327.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[19]</th>\n",
              "      <td>0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.017</td>\n",
              "      <td>0.021</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4788.0</td>\n",
              "      <td>1170.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[20]</th>\n",
              "      <td>-0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.021</td>\n",
              "      <td>0.016</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4299.0</td>\n",
              "      <td>1439.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[21]</th>\n",
              "      <td>-0.001</td>\n",
              "      <td>0.011</td>\n",
              "      <td>-0.023</td>\n",
              "      <td>0.018</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4909.0</td>\n",
              "      <td>1258.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[22]</th>\n",
              "      <td>-0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.018</td>\n",
              "      <td>0.018</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5510.0</td>\n",
              "      <td>1657.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[23]</th>\n",
              "      <td>-0.000</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.018</td>\n",
              "      <td>0.020</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4298.0</td>\n",
              "      <td>1406.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[24]</th>\n",
              "      <td>-0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.020</td>\n",
              "      <td>0.017</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5043.0</td>\n",
              "      <td>1321.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[25]</th>\n",
              "      <td>0.000</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.018</td>\n",
              "      <td>0.020</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4765.0</td>\n",
              "      <td>1449.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[26]</th>\n",
              "      <td>0.001</td>\n",
              "      <td>0.011</td>\n",
              "      <td>-0.018</td>\n",
              "      <td>0.021</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>6470.0</td>\n",
              "      <td>1415.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[27]</th>\n",
              "      <td>0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.016</td>\n",
              "      <td>0.021</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>3839.0</td>\n",
              "      <td>1475.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[28]</th>\n",
              "      <td>0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.016</td>\n",
              "      <td>0.021</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5036.0</td>\n",
              "      <td>1219.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[29]</th>\n",
              "      <td>0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.018</td>\n",
              "      <td>0.020</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4545.0</td>\n",
              "      <td>1156.0</td>\n",
              "      <td>1.01</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[30]</th>\n",
              "      <td>0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.018</td>\n",
              "      <td>0.019</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5398.0</td>\n",
              "      <td>1526.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[31]</th>\n",
              "      <td>0.000</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.019</td>\n",
              "      <td>0.019</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5243.0</td>\n",
              "      <td>1264.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[32]</th>\n",
              "      <td>0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.014</td>\n",
              "      <td>0.023</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5310.0</td>\n",
              "      <td>1534.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[33]</th>\n",
              "      <td>0.001</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.018</td>\n",
              "      <td>0.021</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5256.0</td>\n",
              "      <td>1215.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[34]</th>\n",
              "      <td>0.003</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.015</td>\n",
              "      <td>0.022</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>6159.0</td>\n",
              "      <td>1223.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[35]</th>\n",
              "      <td>0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.016</td>\n",
              "      <td>0.020</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4666.0</td>\n",
              "      <td>1404.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[36]</th>\n",
              "      <td>0.004</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.014</td>\n",
              "      <td>0.022</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4562.0</td>\n",
              "      <td>1640.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[37]</th>\n",
              "      <td>0.003</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.015</td>\n",
              "      <td>0.022</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4449.0</td>\n",
              "      <td>1501.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[38]</th>\n",
              "      <td>0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.017</td>\n",
              "      <td>0.020</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4486.0</td>\n",
              "      <td>1185.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[39]</th>\n",
              "      <td>0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.016</td>\n",
              "      <td>0.021</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5294.0</td>\n",
              "      <td>1426.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[40]</th>\n",
              "      <td>0.002</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.016</td>\n",
              "      <td>0.022</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4856.0</td>\n",
              "      <td>1514.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[41]</th>\n",
              "      <td>0.003</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.015</td>\n",
              "      <td>0.022</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4719.0</td>\n",
              "      <td>1369.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[42]</th>\n",
              "      <td>0.004</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.016</td>\n",
              "      <td>0.022</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5505.0</td>\n",
              "      <td>1594.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[43]</th>\n",
              "      <td>0.004</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.015</td>\n",
              "      <td>0.022</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4066.0</td>\n",
              "      <td>1428.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[44]</th>\n",
              "      <td>0.003</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.014</td>\n",
              "      <td>0.023</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>5490.0</td>\n",
              "      <td>1408.0</td>\n",
              "      <td>1.01</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[45]</th>\n",
              "      <td>0.003</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.016</td>\n",
              "      <td>0.023</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>3682.0</td>\n",
              "      <td>1207.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[46]</th>\n",
              "      <td>0.003</td>\n",
              "      <td>0.010</td>\n",
              "      <td>-0.015</td>\n",
              "      <td>0.021</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4280.0</td>\n",
              "      <td>1506.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>sigma</th>\n",
              "      <td>0.620</td>\n",
              "      <td>0.012</td>\n",
              "      <td>0.598</td>\n",
              "      <td>0.643</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>4519.0</td>\n",
              "      <td>1390.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>sigma_A</th>\n",
              "      <td>2.732</td>\n",
              "      <td>5.866</td>\n",
              "      <td>0.165</td>\n",
              "      <td>9.084</td>\n",
              "      <td>0.176</td>\n",
              "      <td>0.125</td>\n",
              "      <td>2006.0</td>\n",
              "      <td>1201.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 16
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "index 0 for beta_S is female and index 1 is male as coded."
      ],
      "metadata": {
        "id": "NVIVYlW_l31P"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Here from the results it is interesting to see that to the  female human having higher price rates for the health insurances, but relatively slightly with 0.004 mean difference, but we see that for male and female prices tend to increase regardless of gender. So gender has low effect on the increase of price, but female being on the negative side of the decrease of price trend comparably to males.\n",
        "\n",
        "Furthermore, we see that after certain age, again higher index numbers at beta_A scores are increasing with age. so index 46 is actually the eldest person. To come back to main topic, we can say that after certain age which here is the index 25, something around 40-50 years old starts to change the trend for a health insurance company to change their pricing. After index 25 the prices start to have an increasing trend also due to age.\n",
        "\n",
        "We also have the smoker parameter that is shown with beta_S that indicates that smoking highly effects the pricing of the health insurances. Beta_S=1 shows us that smokers tend to pay higher approx 0.9 mean when compared to Beta_S = 0 the mean of increase is -0.886."
      ],
      "metadata": {
        "id": "xmXDoS-OvlcJ"
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    },
    {
      "cell_type": "code",
      "source": [
        "trace_A.keys() # to understand what are the keys to plot them."
      ],
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        },
        "id": "lsq5aW6Twd8f",
        "outputId": "91af87d7-7edf-4bfb-bdfb-c2f9d9a69e66"
      },
      "execution_count": 53,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "KeysView(Inference data with groups:\n",
              "\t> posterior\n",
              "\t> log_likelihood\n",
              "\t> sample_stats\n",
              "\t> observed_data)"
            ]
          },
          "metadata": {},
          "execution_count": 53
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "_, ax = plt.subplots(1, 1, figsize=(6, 4))\n",
        "az.plot_dist(trace_A.posterior[\"alpha_A\"][:,0], ax=ax, color='y')\n",
        "az.plot_dist(trace_A.posterior[\"alpha_A\"][:,1], ax=ax, color='b')\n",
        "ax.set_ylabel(\"density\");"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 269
        },
        "id": "h1zeC5Favy9c",
        "outputId": "7c8a1bc2-f8ed-4e99-fc70-27b8813573e4"
      },
      "execution_count": 57,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Here we will see gender differences both on posterior plot and trace, on the effect of pricing."
      ],
      "metadata": {
        "id": "lY6nsuHyxYx5"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "az.plot_trace(trace_A, kind = \"rank_bars\", var_names=[\"alpha_A\"], compact = False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 396
        },
        "id": "i2dyGHnWxQqh",
        "outputId": "24c04684-90cf-4efd-d353-9da08d5155b4"
      },
      "execution_count": 58,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8423841d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8429cd890>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc842a6ca90>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8429f0c10>]],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 58
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x288 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Here we will see effect of age on the pricing stratified at the gender based pricing analysis."
      ],
      "metadata": {
        "id": "7qV0bABfxYGu"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "az.plot_trace(trace_A, kind = \"rank_bars\", var_names=[\"beta_A\"], compact = False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "RiCjNatlxlYs",
        "outputId": "16ba0328-8181-4966-8565-b401a31825e2"
      },
      "execution_count": 59,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/arviz/plots/traceplot.py:216: UserWarning: rcParams['plot.max_subplots'] (20) is smaller than the number of variables to plot (47), generating only 20 plots\n",
            "  UserWarning,\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7fc86101e710>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc865332610>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc86a93f750>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc860ab19d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc86580ae90>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc860aac390>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc86a49a250>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc858d4a950>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8463d33d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc84637e510>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc858c6fed0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc860b47910>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8584bc190>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc865499f90>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc858e1bb90>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8657f4810>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8664fc190>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc858968bd0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc858862990>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8589af250>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc85872bed0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc86225bbd0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc86142f090>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8614bd150>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8692ebf50>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8610fc990>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc86583cb90>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc86ceaded0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc861efefd0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc862204710>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc858c49890>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc86b9ec8d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc860a8f490>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc86097f610>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc861f0d3d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc84277ed10>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8426f4650>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8420c2090>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc841d0fd90>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc858696bd0>]],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 59
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x2880 with 40 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Lastly, we will review smoker parameter $Beta_S$ for to see the effects."
      ],
      "metadata": {
        "id": "v4k6ZTQnxuwC"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "az.plot_trace(trace_A, kind = \"rank_bars\", var_names=[\"beta_S\"], compact = False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 396
        },
        "id": "zTgx5GiYx4ZT",
        "outputId": "7b90fcb3-7e6d-4a15-9496-421cfb870c77"
      },
      "execution_count": 60,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8585a4bd0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8417aa510>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8416592d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8415574d0>]],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 60
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x288 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "1) On the gender trace plot and the density plot we see slight inclination of the female gender to higher pricing. Moreover, we can clearly see from the values on the smoker parameters that smokers may not be seen inclined to increasing price trend however, when looked at the means below them it is evident that smoking skyrockets the health insurance prices.\n",
        "\n",
        "2) We also see that $Age$ in a system with $smoker$ and $gender$ does not have that much of a statistically significant increasing effect on the prices."
      ],
      "metadata": {
        "id": "H0IuL42dx9ll"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Part B"
      ],
      "metadata": {
        "id": "bYJPyFmFc_DM"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Here we will stratify the hierarchical model for all of the given parameters both for $bmi$ and $age$."
      ],
      "metadata": {
        "id": "15VPO54ddBCW"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df[\"rg\"] = pd.Categorical(df[\"region\"]).codes"
      ],
      "metadata": {
        "id": "Ro0VtxXDcsb3"
      },
      "execution_count": 21,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df.head()"
      ],
      "metadata": {
        "id": "I5z9HSBZcsd7",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "outputId": "32901967-98fa-44b0-fc38-9a7ccfd81a50"
      },
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   age     sex     bmi  children smoker     region      charges  SM  sx  ag  \\\n",
              "0   19  female  27.900         0    yes  southwest  16884.92400   1   0   1   \n",
              "1   18    male  33.770         1     no  southeast   1725.55230   0   1   0   \n",
              "2   28    male  33.000         3     no  southeast   4449.46200   0   1  10   \n",
              "3   33    male  22.705         0     no  northwest  21984.47061   0   1  15   \n",
              "4   32    male  28.880         0     no  northwest   3866.85520   0   1  14   \n",
              "\n",
              "   charges_std  rg  \n",
              "0     0.298472   3  \n",
              "1    -0.953333   2  \n",
              "2    -0.728402   2  \n",
              "3     0.719574   1  \n",
              "4    -0.776512   1  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-6811e769-1b75-44f9-9c8a-b7eb6269aa8a\">\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>age</th>\n",
              "      <th>sex</th>\n",
              "      <th>bmi</th>\n",
              "      <th>children</th>\n",
              "      <th>smoker</th>\n",
              "      <th>region</th>\n",
              "      <th>charges</th>\n",
              "      <th>SM</th>\n",
              "      <th>sx</th>\n",
              "      <th>ag</th>\n",
              "      <th>charges_std</th>\n",
              "      <th>rg</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>19</td>\n",
              "      <td>female</td>\n",
              "      <td>27.900</td>\n",
              "      <td>0</td>\n",
              "      <td>yes</td>\n",
              "      <td>southwest</td>\n",
              "      <td>16884.92400</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0.298472</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>18</td>\n",
              "      <td>male</td>\n",
              "      <td>33.770</td>\n",
              "      <td>1</td>\n",
              "      <td>no</td>\n",
              "      <td>southeast</td>\n",
              "      <td>1725.55230</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>-0.953333</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>28</td>\n",
              "      <td>male</td>\n",
              "      <td>33.000</td>\n",
              "      <td>3</td>\n",
              "      <td>no</td>\n",
              "      <td>southeast</td>\n",
              "      <td>4449.46200</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>10</td>\n",
              "      <td>-0.728402</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>33</td>\n",
              "      <td>male</td>\n",
              "      <td>22.705</td>\n",
              "      <td>0</td>\n",
              "      <td>no</td>\n",
              "      <td>northwest</td>\n",
              "      <td>21984.47061</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>15</td>\n",
              "      <td>0.719574</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>32</td>\n",
              "      <td>male</td>\n",
              "      <td>28.880</td>\n",
              "      <td>0</td>\n",
              "      <td>no</td>\n",
              "      <td>northwest</td>\n",
              "      <td>3866.85520</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>14</td>\n",
              "      <td>-0.776512</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 22
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_B = df # to make each part easier for the user to understand."
      ],
      "metadata": {
        "id": "fc69IqOVdYK6"
      },
      "execution_count": 23,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_B[\"charges_std\"] = standardize(df_B[\"charges\"])\n",
        "df_B[\"bmi_std\"] = pd.Categorical(round(df_B[\"bmi\"])).codes # think bmi as cluster\n",
        "# fatter people will have different charges and can be thought as denser tanks."
      ],
      "metadata": {
        "id": "BlDvandMdYNF"
      },
      "execution_count": 24,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "len(pd.unique(df_B.bmi_std))"
      ],
      "metadata": {
        "id": "0Kcj_2wHdYPZ",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "c2c66d6c-4ad1-4a0b-ea09-bb6f6bc2d9f1"
      },
      "execution_count": 25,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "36"
            ]
          },
          "metadata": {},
          "execution_count": 25
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "with pm.Model() as mB:\n",
        "    sigma = pm.Uniform(\"sigma\", lower=0, upper=10)\n",
        "    rg_bar = pm.Normal(\"rg_bar\", 0, 0.1)\n",
        "    sigma_rg = pm.Exponential(\"sigma_rg\", 0.1)\n",
        "\n",
        "    alpha_rg = pm.Normal(\"alpha_rg\", mu=rg_bar, sigma=sigma_rg, shape=4)\n",
        "    beta_bmi = pm.Normal(\"beta_bmi\", mu=0, sigma=0.1, shape = 36)\n",
        "    beta_A = pm.Normal(\"beta_A\", mu=0, sigma=0.1, shape=47)\n",
        "    \n",
        "    mu = alpha_rg[df_B.rg.values] + beta_bmi[df_B.bmi_std.values] + beta_A[df_A.ag.values]\n",
        "\n",
        "    g = pm.Normal(\"G\", mu=mu, sigma=sigma, observed=df_B.charges_std)\n",
        "    \n",
        "    trace_B = pm.sample(1000, tune = 1000, target_accept=0.95, init=\"adapt_diag\", return_inferencedata = True )\n",
        "az.summary(trace_B)"
      ],
      "metadata": {
        "id": "e83suQPRddWT",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 839
        },
        "outputId": "4ca6aa91-645d-411c-e835-4bb0b01ef83d"
      },
      "execution_count": 27,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Auto-assigning NUTS sampler...\n",
            "Initializing NUTS using adapt_diag...\n",
            "Sequential sampling (2 chains in 1 job)\n",
            "NUTS: [beta_A, beta_bmi, alpha_rg, sigma_rg, rg_bar, sigma]\n"
          ]
        },
        {
          "output_type": "display_data",
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              "        border: none;\n",
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              "\n",
              "    <div>\n",
              "      <progress value='2000' class='' max='2000' style='width:300px; height:20px; vertical-align: middle;'></progress>\n",
              "      100.00% [2000/2000 00:13<00:00 Sampling chain 0, 41 divergences]\n",
              "    </div>\n",
              "    "
            ]
          },
          "metadata": {}
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        {
          "output_type": "display_data",
          "data": {
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              "<IPython.core.display.HTML object>"
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              "\n",
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              "    /* Turns off some styling */\n",
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              "\n",
              "    <div>\n",
              "      <progress value='2000' class='' max='2000' style='width:300px; height:20px; vertical-align: middle;'></progress>\n",
              "      100.00% [2000/2000 00:15<00:00 Sampling chain 1, 12 divergences]\n",
              "    </div>\n",
              "    "
            ]
          },
          "metadata": {}
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        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Sampling 2 chains for 1_000 tune and 1_000 draw iterations (2_000 + 2_000 draws total) took 29 seconds.\n",
            "There were 41 divergences after tuning. Increase `target_accept` or reparameterize.\n",
            "There were 53 divergences after tuning. Increase `target_accept` or reparameterize.\n",
            "The number of effective samples is smaller than 25% for some parameters.\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "              mean     sd  hdi_3%  hdi_97%  mcse_mean  mcse_sd  ess_bulk  \\\n",
              "rg_bar       0.012  0.055  -0.087    0.121      0.001    0.001    1404.0   \n",
              "alpha_rg[0]  0.037  0.053  -0.071    0.129      0.001    0.001    1275.0   \n",
              "alpha_rg[1] -0.028  0.057  -0.133    0.071      0.002    0.001    1418.0   \n",
              "alpha_rg[2]  0.093  0.056  -0.007    0.197      0.002    0.001     964.0   \n",
              "alpha_rg[3] -0.038  0.057  -0.146    0.065      0.002    0.001     929.0   \n",
              "...            ...    ...     ...      ...        ...      ...       ...   \n",
              "beta_A[44]   0.090  0.093  -0.091    0.249      0.002    0.002    1934.0   \n",
              "beta_A[45]   0.101  0.090  -0.061    0.277      0.002    0.002    2763.0   \n",
              "beta_A[46]   0.150  0.088  -0.027    0.311      0.002    0.001    2758.0   \n",
              "sigma        0.964  0.019   0.928    1.002      0.000    0.000    1810.0   \n",
              "sigma_rg     0.117  0.103   0.010    0.265      0.003    0.002     406.0   \n",
              "\n",
              "             ess_tail  r_hat  \n",
              "rg_bar         1265.0    1.0  \n",
              "alpha_rg[0]    1399.0    1.0  \n",
              "alpha_rg[1]    1570.0    1.0  \n",
              "alpha_rg[2]    1189.0    1.0  \n",
              "alpha_rg[3]    1314.0    1.0  \n",
              "...               ...    ...  \n",
              "beta_A[44]     1356.0    1.0  \n",
              "beta_A[45]      937.0    1.0  \n",
              "beta_A[46]     1451.0    1.0  \n",
              "sigma          1105.0    1.0  \n",
              "sigma_rg        122.0    1.0  \n",
              "\n",
              "[90 rows x 9 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-18702cfb-0130-4943-89e9-d6e44e150a42\">\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>mean</th>\n",
              "      <th>sd</th>\n",
              "      <th>hdi_3%</th>\n",
              "      <th>hdi_97%</th>\n",
              "      <th>mcse_mean</th>\n",
              "      <th>mcse_sd</th>\n",
              "      <th>ess_bulk</th>\n",
              "      <th>ess_tail</th>\n",
              "      <th>r_hat</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>rg_bar</th>\n",
              "      <td>0.012</td>\n",
              "      <td>0.055</td>\n",
              "      <td>-0.087</td>\n",
              "      <td>0.121</td>\n",
              "      <td>0.001</td>\n",
              "      <td>0.001</td>\n",
              "      <td>1404.0</td>\n",
              "      <td>1265.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>alpha_rg[0]</th>\n",
              "      <td>0.037</td>\n",
              "      <td>0.053</td>\n",
              "      <td>-0.071</td>\n",
              "      <td>0.129</td>\n",
              "      <td>0.001</td>\n",
              "      <td>0.001</td>\n",
              "      <td>1275.0</td>\n",
              "      <td>1399.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>alpha_rg[1]</th>\n",
              "      <td>-0.028</td>\n",
              "      <td>0.057</td>\n",
              "      <td>-0.133</td>\n",
              "      <td>0.071</td>\n",
              "      <td>0.002</td>\n",
              "      <td>0.001</td>\n",
              "      <td>1418.0</td>\n",
              "      <td>1570.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>alpha_rg[2]</th>\n",
              "      <td>0.093</td>\n",
              "      <td>0.056</td>\n",
              "      <td>-0.007</td>\n",
              "      <td>0.197</td>\n",
              "      <td>0.002</td>\n",
              "      <td>0.001</td>\n",
              "      <td>964.0</td>\n",
              "      <td>1189.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>alpha_rg[3]</th>\n",
              "      <td>-0.038</td>\n",
              "      <td>0.057</td>\n",
              "      <td>-0.146</td>\n",
              "      <td>0.065</td>\n",
              "      <td>0.002</td>\n",
              "      <td>0.001</td>\n",
              "      <td>929.0</td>\n",
              "      <td>1314.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[44]</th>\n",
              "      <td>0.090</td>\n",
              "      <td>0.093</td>\n",
              "      <td>-0.091</td>\n",
              "      <td>0.249</td>\n",
              "      <td>0.002</td>\n",
              "      <td>0.002</td>\n",
              "      <td>1934.0</td>\n",
              "      <td>1356.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[45]</th>\n",
              "      <td>0.101</td>\n",
              "      <td>0.090</td>\n",
              "      <td>-0.061</td>\n",
              "      <td>0.277</td>\n",
              "      <td>0.002</td>\n",
              "      <td>0.002</td>\n",
              "      <td>2763.0</td>\n",
              "      <td>937.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>beta_A[46]</th>\n",
              "      <td>0.150</td>\n",
              "      <td>0.088</td>\n",
              "      <td>-0.027</td>\n",
              "      <td>0.311</td>\n",
              "      <td>0.002</td>\n",
              "      <td>0.001</td>\n",
              "      <td>2758.0</td>\n",
              "      <td>1451.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>sigma</th>\n",
              "      <td>0.964</td>\n",
              "      <td>0.019</td>\n",
              "      <td>0.928</td>\n",
              "      <td>1.002</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>1810.0</td>\n",
              "      <td>1105.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>sigma_rg</th>\n",
              "      <td>0.117</td>\n",
              "      <td>0.103</td>\n",
              "      <td>0.010</td>\n",
              "      <td>0.265</td>\n",
              "      <td>0.003</td>\n",
              "      <td>0.002</td>\n",
              "      <td>406.0</td>\n",
              "      <td>122.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>90 rows × 9 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-18702cfb-0130-4943-89e9-d6e44e150a42')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-18702cfb-0130-4943-89e9-d6e44e150a42 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-18702cfb-0130-4943-89e9-d6e44e150a42');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 27
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Here we see that for people who have higher BMI, indexes that are higher indicates higher BMI scores show that when people get fat price of the health insurance tend to increase but slightly, however since for the lower BMI it tends to lower the score, we can state that higher BMI has an effect when it combined with the region.\n",
        "\n",
        "Specific regions have negative effect on the price decrease such as the $'Southeast'$ region has slightly higher prices, may be it is due to $'Southeast'$ being an industrial zone."
      ],
      "metadata": {
        "id": "IOY9cmafuynI"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "_, ax = plt.subplots(1, 1, figsize=(6, 4))\n",
        "az.plot_dist(trace_B.posterior[\"alpha_rg\"][:,0], ax=ax, color='b')\n",
        "az.plot_dist(trace_B.posterior[\"alpha_rg\"][:,1], ax=ax, color='yellow')\n",
        "az.plot_dist(trace_B.posterior[\"alpha_rg\"][:,2], ax=ax, color='pink')\n",
        "az.plot_dist(trace_B.posterior[\"alpha_rg\"][:,3], ax=ax, color='orange')\n",
        "ax.set_ylabel(\"density\");"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 269
        },
        "id": "RL0am6_gtn8z",
        "outputId": "f0c9509d-ba55-45d1-ffff-a3bb7bb781d6"
      },
      "execution_count": 56,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "az.plot_trace(trace_B, kind = \"rank_bars\", var_names=[\"alpha_rg\"], compact = False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 683
        },
        "id": "qhqT1lbwzrrQ",
        "outputId": "6549c1e2-51fa-4451-cd08-89df085afbf2"
      },
      "execution_count": 61,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7fc841471bd0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc841435a90>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc841387690>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc84132df90>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc84129a9d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc841231210>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8411e64d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8410c96d0>]],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 61
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 8 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "az.plot_trace(trace_B, kind = \"rank_bars\", var_names=[\"beta_bmi\"], compact = False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "PW6sGBs1z5c-",
        "outputId": "5ce9ed7a-ca65-43d1-8093-a7684d47d7aa"
      },
      "execution_count": 62,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/arviz/plots/traceplot.py:216: UserWarning: rcParams['plot.max_subplots'] (20) is smaller than the number of variables to plot (36), generating only 20 plots\n",
            "  UserWarning,\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7fc841475610>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc840ecd190>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc840edeed0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc840e92550>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc840dec450>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc840cd7550>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc840cf5290>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc840bc5390>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc840bab0d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc840ae0810>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc840aff550>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8409ed150>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8409b7050>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8408ed9d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc84088f210>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8407fa350>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc840752550>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8406ec1d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8406a0490>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc84058f5d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8405ad310>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8404ff410>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc84046c150>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8403a3810>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc840342550>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc840351810>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc8587cda90>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc858778710>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc841461e90>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8400e61d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc84009fb90>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8400505d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83ff56b10>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83feff310>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83fe6b410>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83fda6a90>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83fd6fd10>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83fca0350>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83fc0c4d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83fb45b90>]],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 62
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x2880 with 40 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "BMI based results in the region effect shows us that BMI increases the variance of the price, but does not contribute significantly on the increase or decrease of the pricing of health insurances.\n"
      ],
      "metadata": {
        "id": "lNNVa22Gz7ZO"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "az.plot_trace(trace_B, kind = \"rank_bars\", var_names=[\"beta_A\"], compact = False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "TxeQSbshz10R",
        "outputId": "49536962-7be3-4db8-ad64-f2a6be7d27db"
      },
      "execution_count": 63,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/arviz/plots/traceplot.py:216: UserWarning: rcParams['plot.max_subplots'] (20) is smaller than the number of variables to plot (47), generating only 20 plots\n",
            "  UserWarning,\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83fa02c10>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83f661050>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83f50e410>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83f4e5410>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83f4a5b50>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83f42d390>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83f397090>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83f2d3790>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83f2f4510>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83f1df150>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc85876f650>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc8609cbbd0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83fc4c510>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83f010d50>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83efed3d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83ef26a50>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83eec9cd0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83ee1c3d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83ed86510>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83ed41b90>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83ec8df10>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83ec36510>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83eba0650>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83eadbd10>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83eabb210>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e9d2610>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e9bb750>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e8f7dd0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e886c50>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e7ed790>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e7568d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e6a1790>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e67a210>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e5a6510>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e545250>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e497350>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e44b610>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e39a750>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e318cd0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e2af050>]],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 63
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x2880 with 40 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "1) Here we see for the age parameter with $region$ considered model, we can say that young people tend to pay less due to decreasing price trend for young $age$ for the model.\n",
        "\n",
        "2) We can also say that BMI increases the variability and $region$ certainly changes the pricing."
      ],
      "metadata": {
        "id": "uSroFT7m0ND2"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Part C"
      ],
      "metadata": {
        "id": "BC5jw9Mjdf3T"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Here we will stratify the hierarchical model for all of the given parameters below $sex$, $bmi$, and $age$.\n",
        "\n",
        "To allocate memory and make the model, we reduced the observation size randomly without replace.\n",
        "\n",
        "Also we want to expect to use a somewhat multivariate model to analyze the full system and later on compare the performances of $part A$, $part B$, $part C$, which will show us, which parameter contributes to the charges the most."
      ],
      "metadata": {
        "id": "IDRRSzN3df5d"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df_C = df.sample(frac=0.05, replace = False)"
      ],
      "metadata": {
        "id": "zv2iccdVdfIW"
      },
      "execution_count": 32,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_C.index = np.arange(1, len(df_C)+1)"
      ],
      "metadata": {
        "id": "BoPwZg-ndkEk"
      },
      "execution_count": 33,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_C[\"bmi_stand\"] = standardize(df_C[\"bmi_std\"])"
      ],
      "metadata": {
        "id": "xqoBbuZWjTbK"
      },
      "execution_count": 34,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_C"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "3rvn8TQZjzQ6",
        "outputId": "da193495-a6eb-4977-a94c-09ee84c259ef"
      },
      "execution_count": 35,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    age     sex     bmi  children smoker     region      charges  SM  sx  ag  \\\n",
              "1    30    male  37.430         3     no  northeast   5428.72770   0   1  12   \n",
              "2    57  female  23.180         0     no  northwest  11830.60720   0   0  39   \n",
              "3    26    male  33.915         1     no  northwest   3292.52985   0   1   8   \n",
              "4    54    male  31.600         0     no  southwest   9850.43200   0   1  36   \n",
              "5    54    male  30.020         0     no  northwest  24476.47851   0   1  36   \n",
              "..  ...     ...     ...       ...    ...        ...          ...  ..  ..  ..   \n",
              "63   58    male  32.010         1     no  southeast  11946.62590   0   1  40   \n",
              "64   43    male  27.800         0    yes  southwest  37829.72420   1   1  25   \n",
              "65   56    male  31.790         2    yes  southeast  43813.86610   1   1  38   \n",
              "66   43    male  20.130         2    yes  southeast  18767.73770   1   1  25   \n",
              "67   58  female  31.825         2     no  northeast  13607.36875   0   0  40   \n",
              "\n",
              "    charges_std  rg  bmi_std  bmi_stand  \n",
              "1     -0.647538   0       21   1.105337  \n",
              "2     -0.118895   1        7  -1.608815  \n",
              "3     -0.823938   1       18   0.523733  \n",
              "4     -0.282410   3       16   0.135997  \n",
              "5      0.925355   1       14  -0.251739  \n",
              "..          ...  ..      ...        ...  \n",
              "63    -0.109314   2       16   0.135997  \n",
              "64     2.028016   3       12  -0.639475  \n",
              "65     2.522165   2       16   0.135997  \n",
              "66     0.453948   2        4  -2.190418  \n",
              "67     0.027824   0       16   0.135997  \n",
              "\n",
              "[67 rows x 14 columns]"
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              "      <th></th>\n",
              "      <th>age</th>\n",
              "      <th>sex</th>\n",
              "      <th>bmi</th>\n",
              "      <th>children</th>\n",
              "      <th>smoker</th>\n",
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              "      <th>charges</th>\n",
              "      <th>SM</th>\n",
              "      <th>sx</th>\n",
              "      <th>ag</th>\n",
              "      <th>charges_std</th>\n",
              "      <th>rg</th>\n",
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              "      <th>bmi_stand</th>\n",
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              "  </thead>\n",
              "  <tbody>\n",
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              "      <th>1</th>\n",
              "      <td>30</td>\n",
              "      <td>male</td>\n",
              "      <td>37.430</td>\n",
              "      <td>3</td>\n",
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              "      <th>2</th>\n",
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              "      <td>7</td>\n",
              "      <td>-1.608815</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>26</td>\n",
              "      <td>male</td>\n",
              "      <td>33.915</td>\n",
              "      <td>1</td>\n",
              "      <td>no</td>\n",
              "      <td>northwest</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>54</td>\n",
              "      <td>male</td>\n",
              "      <td>31.600</td>\n",
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              "      <th>5</th>\n",
              "      <td>54</td>\n",
              "      <td>male</td>\n",
              "      <td>30.020</td>\n",
              "      <td>0</td>\n",
              "      <td>no</td>\n",
              "      <td>northwest</td>\n",
              "      <td>24476.47851</td>\n",
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              "      <td>1</td>\n",
              "      <td>36</td>\n",
              "      <td>0.925355</td>\n",
              "      <td>1</td>\n",
              "      <td>14</td>\n",
              "      <td>-0.251739</td>\n",
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              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
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              "      <th>63</th>\n",
              "      <td>58</td>\n",
              "      <td>male</td>\n",
              "      <td>32.010</td>\n",
              "      <td>1</td>\n",
              "      <td>no</td>\n",
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              "      <td>16</td>\n",
              "      <td>0.135997</td>\n",
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              "    <tr>\n",
              "      <th>64</th>\n",
              "      <td>43</td>\n",
              "      <td>male</td>\n",
              "      <td>27.800</td>\n",
              "      <td>0</td>\n",
              "      <td>yes</td>\n",
              "      <td>southwest</td>\n",
              "      <td>37829.72420</td>\n",
              "      <td>1</td>\n",
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              "      <td>12</td>\n",
              "      <td>-0.639475</td>\n",
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              "    <tr>\n",
              "      <th>65</th>\n",
              "      <td>56</td>\n",
              "      <td>male</td>\n",
              "      <td>31.790</td>\n",
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              "    <tr>\n",
              "      <th>66</th>\n",
              "      <td>43</td>\n",
              "      <td>male</td>\n",
              "      <td>20.130</td>\n",
              "      <td>2</td>\n",
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              "      <th>67</th>\n",
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              "      <td>0</td>\n",
              "      <td>16</td>\n",
              "      <td>0.135997</td>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 35
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Hierarchical multivariate model with sex and region combined with adjustment and exposure:\n",
        "\n",
        "$$\n",
        "\\begin{align*}\n",
        "G_i &\\sim \\text{Normal}(\\mu_i, \\sigma)\n",
        "\\\\\n",
        "\\mu_i &= \\bar{\\alpha}_{rg[i]} +  \\alpha_{A[i],S[i],BM[i]}\n",
        "\\\\\n",
        "\\alpha &= (\\text{diag}(\\boldsymbol{S}_A) \\boldsymbol{L}_A \\boldsymbol{Z}_{T,A})^{T}\n",
        "\\\\\n",
        "\\boldsymbol{Z}_{T,rg,A,S,BMI} &\\sim \\text{Normal}(0, 1) \\qquad \\text{for}\n",
        "\\ i,j,k \\in  1..36, 1..30, 1..47\n",
        "\\\\\n",
        "\\text{z}_{\\bar{A},j} &\\sim \\text{Normal}(0, 1) \\qquad \\text{for} \\ j \\in 1..4\n",
        "\\\\\n",
        "\\bar{\\alpha} &= \\text{z}_{\\bar{A},j} \\tau_A\n",
        "\\\\\n",
        "\\boldsymbol{S}_{A}, \\tau_A &\\sim \\text{Exponential}(1)\n",
        "\\\\\n",
        "\\boldsymbol{R}_A &\\sim \\text{LKJcorr}(30,4)    \n",
        "\\end{align*}\n",
        "$$"
      ],
      "metadata": {
        "id": "_8mqMkHudl-i"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "with pm.Model() as mC:\n",
        "    sigma_dist = pm.Exponential.dist(1.0)\n",
        "    chol_actor, _, _= pm.LKJCholeskyCov(\"chol_actor\", n = 30, eta = 4, sd_dist = sigma_dist, compute_corr = True)\n",
        "    tau_A = pm.Exponential('tau_A', 1)\n",
        "    z_A = pm.Normal(\"z_A\", 0, 1, shape = 4)\n",
        "    a_bar = z_A * tau_A\n",
        "    z_actor = pm.Normal(\"z_actor\", 0, 1, shape = (36,30,47))\n",
        "    a = pm.math.dot(chol_actor, z_actor).T\n",
        "    mu = a_bar[df_C.rg.values-1] + a[df_C.ag.values-1, df_C.sx.values-1,df_C.bmi_std.values-1]\n",
        "    sigma = pm.Uniform(\"sigma\", lower=0, upper=10)\n",
        "    g = pm.Normal(\"G\", mu=mu, sigma=sigma, observed=df_C.charges_std)\n",
        "    trace_C = pm.sample(1000, tune = 1000, target_accept=0.95, init=\"adapt_diag\", return_inferencedata = True )\n",
        "    \n",
        "az.summary(trace_C)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 945
        },
        "id": "SH7kKx4yqaws",
        "outputId": "5d52993b-bd7a-4a34-8384-f0fb61043018"
      },
      "execution_count": 44,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "WARNING (theano.tensor.blas): We did not find a dynamic library in the library_dir of the library we use for blas. If you use ATLAS, make sure to compile it with dynamics library.\n",
            "Auto-assigning NUTS sampler...\n",
            "Initializing NUTS using adapt_diag...\n",
            "Sequential sampling (2 chains in 1 job)\n",
            "NUTS: [sigma, z_actor, z_A, tau_A, chol_actor]\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
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              "<IPython.core.display.HTML object>"
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              "\n",
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              "    /* Turns off some styling */\n",
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              "        border: none;\n",
              "        /* Needs to be in here for Safari polyfill so background images work as expected. */\n",
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              "    }\n",
              "    .progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {\n",
              "        background: #F44336;\n",
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              "</style>\n"
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          "data": {
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            "text/html": [
              "\n",
              "    <div>\n",
              "      <progress value='2000' class='' max='2000' style='width:300px; height:20px; vertical-align: middle;'></progress>\n",
              "      100.00% [2000/2000 1:46:26<00:00 Sampling chain 0, 0 divergences]\n",
              "    </div>\n",
              "    "
            ]
          },
          "metadata": {}
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        {
          "output_type": "display_data",
          "data": {
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            "text/html": [
              "\n",
              "<style>\n",
              "    /* Turns off some styling */\n",
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            "text/html": [
              "\n",
              "    <div>\n",
              "      <progress value='2000' class='' max='2000' style='width:300px; height:20px; vertical-align: middle;'></progress>\n",
              "      100.00% [2000/2000 2:29:38<00:00 Sampling chain 1, 0 divergences]\n",
              "    </div>\n",
              "    "
            ]
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Sampling 2 chains for 1_000 tune and 1_000 draw iterations (2_000 + 2_000 draws total) took 15366 seconds.\n",
            "The acceptance probability does not match the target. It is 0.8463083879843815, but should be close to 0.95. Try to increase the number of tuning steps.\n",
            "The acceptance probability does not match the target. It is 0.8929775723595805, but should be close to 0.95. Try to increase the number of tuning steps.\n",
            "The rhat statistic is larger than 1.4 for some parameters. The sampler did not converge.\n",
            "The estimated number of effective samples is smaller than 200 for some parameters.\n",
            "/usr/local/lib/python3.7/dist-packages/arviz/stats/diagnostics.py:586: RuntimeWarning: invalid value encountered in double_scalars\n",
            "  (between_chain_variance / within_chain_variance + num_samples - 1) / (num_samples)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                          mean     sd  hdi_3%  hdi_97%  mcse_mean  mcse_sd  \\\n",
              "z_A[0]                  -0.711  0.687  -2.137    0.542      0.047    0.033   \n",
              "z_A[1]                   0.907  0.714  -0.327    2.385      0.029    0.021   \n",
              "z_A[2]                  -0.291  0.701  -1.552    1.137      0.069    0.049   \n",
              "z_A[3]                  -0.301  0.664  -1.597    0.977      0.032    0.023   \n",
              "z_actor[0, 0, 0]         0.059  0.994  -1.785    1.948      0.021    0.030   \n",
              "...                        ...    ...     ...      ...        ...      ...   \n",
              "chol_actor_corr[29, 27]  0.007  0.167  -0.305    0.323      0.005    0.003   \n",
              "chol_actor_corr[29, 28] -0.004  0.162  -0.314    0.291      0.004    0.003   \n",
              "chol_actor_corr[29, 29]  1.000  0.000   1.000    1.000      0.000    0.000   \n",
              "tau_A                    0.431  0.296   0.001    0.946      0.022    0.016   \n",
              "sigma                    0.684  0.226   0.248    1.003      0.040    0.028   \n",
              "\n",
              "                         ess_bulk  ess_tail  r_hat  \n",
              "z_A[0]                      201.0     619.0   1.01  \n",
              "z_A[1]                      609.0     540.0   1.00  \n",
              "z_A[2]                       99.0     944.0   1.02  \n",
              "z_A[3]                      438.0     888.0   1.01  \n",
              "z_actor[0, 0, 0]           2136.0    1033.0   1.01  \n",
              "...                           ...       ...    ...  \n",
              "chol_actor_corr[29, 27]    1347.0    1186.0   1.00  \n",
              "chol_actor_corr[29, 28]    1543.0    1561.0   1.00  \n",
              "chol_actor_corr[29, 29]    1906.0    1940.0   1.00  \n",
              "tau_A                       161.0     439.0   1.00  \n",
              "sigma                        36.0     165.0   1.03  \n",
              "\n",
              "[52161 rows x 9 columns]"
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              "      <th></th>\n",
              "      <th>mean</th>\n",
              "      <th>sd</th>\n",
              "      <th>hdi_3%</th>\n",
              "      <th>hdi_97%</th>\n",
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              "      <th>z_A[0]</th>\n",
              "      <td>-0.711</td>\n",
              "      <td>0.687</td>\n",
              "      <td>-2.137</td>\n",
              "      <td>0.542</td>\n",
              "      <td>0.047</td>\n",
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              "      <td>1.01</td>\n",
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              "      <td>2.385</td>\n",
              "      <td>0.029</td>\n",
              "      <td>0.021</td>\n",
              "      <td>609.0</td>\n",
              "      <td>540.0</td>\n",
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              "      <td>0.069</td>\n",
              "      <td>0.049</td>\n",
              "      <td>99.0</td>\n",
              "      <td>944.0</td>\n",
              "      <td>1.02</td>\n",
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              "    <tr>\n",
              "      <th>z_A[3]</th>\n",
              "      <td>-0.301</td>\n",
              "      <td>0.664</td>\n",
              "      <td>-1.597</td>\n",
              "      <td>0.977</td>\n",
              "      <td>0.032</td>\n",
              "      <td>0.023</td>\n",
              "      <td>438.0</td>\n",
              "      <td>888.0</td>\n",
              "      <td>1.01</td>\n",
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              "    <tr>\n",
              "      <th>z_actor[0, 0, 0]</th>\n",
              "      <td>0.059</td>\n",
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              "      <td>1.948</td>\n",
              "      <td>0.021</td>\n",
              "      <td>0.030</td>\n",
              "      <td>2136.0</td>\n",
              "      <td>1033.0</td>\n",
              "      <td>1.01</td>\n",
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              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>chol_actor_corr[29, 27]</th>\n",
              "      <td>0.007</td>\n",
              "      <td>0.167</td>\n",
              "      <td>-0.305</td>\n",
              "      <td>0.323</td>\n",
              "      <td>0.005</td>\n",
              "      <td>0.003</td>\n",
              "      <td>1347.0</td>\n",
              "      <td>1186.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>chol_actor_corr[29, 28]</th>\n",
              "      <td>-0.004</td>\n",
              "      <td>0.162</td>\n",
              "      <td>-0.314</td>\n",
              "      <td>0.291</td>\n",
              "      <td>0.004</td>\n",
              "      <td>0.003</td>\n",
              "      <td>1543.0</td>\n",
              "      <td>1561.0</td>\n",
              "      <td>1.00</td>\n",
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              "    <tr>\n",
              "      <th>chol_actor_corr[29, 29]</th>\n",
              "      <td>1.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>1.000</td>\n",
              "      <td>1.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>1906.0</td>\n",
              "      <td>1940.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>tau_A</th>\n",
              "      <td>0.431</td>\n",
              "      <td>0.296</td>\n",
              "      <td>0.001</td>\n",
              "      <td>0.946</td>\n",
              "      <td>0.022</td>\n",
              "      <td>0.016</td>\n",
              "      <td>161.0</td>\n",
              "      <td>439.0</td>\n",
              "      <td>1.00</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>sigma</th>\n",
              "      <td>0.684</td>\n",
              "      <td>0.226</td>\n",
              "      <td>0.248</td>\n",
              "      <td>1.003</td>\n",
              "      <td>0.040</td>\n",
              "      <td>0.028</td>\n",
              "      <td>36.0</td>\n",
              "      <td>165.0</td>\n",
              "      <td>1.03</td>\n",
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          "execution_count": 44
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          "text": [
            "Warning: total number of rows (52161) exceeds max_rows (20000). Limiting to first (20000) rows.\n"
          ]
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    },
    {
      "cell_type": "code",
      "source": [
        "az.plot_trace(trace_C, kind = \"rank_bars\", var_names=[\"z_A\"], compact = False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 683
        },
        "id": "iauUvuAY01Xx",
        "outputId": "439ad3fa-e45d-465c-d8fe-3557414a9911"
      },
      "execution_count": 64,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83e6b4790>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83deba250>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83dc2c190>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83dbfb390>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83dbacfd0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83db30310>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83dadb0d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83eb36710>]],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 64
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x576 with 8 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Shows that second region has a tendency to have higher pricing for health insurance by the reasons only can be thought of such as industry, dirty air and so. z_A_1 directly shows that."
      ],
      "metadata": {
        "id": "QWlGAtg83bBn"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "As from the summary above for Part_C which indicates a multivariate structure for $region$ effect when $sex$, $bmi$, and $age$ variables are stratified, which means included to be able to see the direct effect of the $region$, when other parameters observed and exposed are imposed to the model. \n",
        "\n",
        "1) From the page one with the 4 indexes of z_A we see that second region with index one has a positive effect on the pricing for the insurance companies, and that can be due to the site being an industrial zone or rich neighborhood, etc. \n",
        "\n",
        "2) from the z_actor parameter that is dependent on the age, gender, bmi and region shows us that for changing age, gender and bmi, there are no big changes in the pricing compared with the regional change.\n",
        "\n",
        "3) By comparison of the three parts analyzed, we can state that $regional effect$ is critical on pricing health insurances. However, contrary to the belief of women have much more pricey health insurances are not seen that visible by the models created. This does not mean gender based pricing is negligible, however it indicates that for the data set used and for the prior model designed, it is seen that difference in pricing for different genders are not as much as statistically significant as $Region$ or $Smoker$.\n",
        "\n",
        "4) Gender is indeed an important parameter on pricing, but not as much as smoking or region based on the dataset used and models created by the prior belief."
      ],
      "metadata": {
        "id": "WA0n5jF6qt36"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Extra Part C"
      ],
      "metadata": {
        "id": "IOh6sMeL1a6d"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Here we will look at the chol_actor_corr parameter plot."
      ],
      "metadata": {
        "id": "gcuEoS5P1ay6"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from graphviz import Digraph\n",
        "pm.model_to_graphviz(mC)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 368
        },
        "id": "hlLGqiou2XyB",
        "outputId": "ae9f013c-9ec1-4dee-e654-4d01e70ca186"
      },
      "execution_count": 66,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<graphviz.dot.Digraph at 0x7fc83c0d5b50>"
            ],
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          },
          "metadata": {},
          "execution_count": 66
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "az.summary(trace_C.posterior.chol_actor_corr)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 458
        },
        "id": "lkG4KqGh22UQ",
        "outputId": "1414b928-05d6-43ba-8a73-f7bd096a7812"
      },
      "execution_count": 69,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/arviz/stats/diagnostics.py:586: RuntimeWarning: invalid value encountered in double_scalars\n",
            "  (between_chain_variance / within_chain_variance + num_samples - 1) / (num_samples)\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                          mean     sd  hdi_3%  hdi_97%  mcse_mean  mcse_sd  \\\n",
              "chol_actor_corr[0, 0]    1.000  0.000   1.000    1.000      0.000    0.000   \n",
              "chol_actor_corr[0, 1]    0.002  0.167  -0.312    0.325      0.005    0.004   \n",
              "chol_actor_corr[0, 2]    0.001  0.166  -0.294    0.315      0.005    0.004   \n",
              "chol_actor_corr[0, 3]    0.004  0.173  -0.330    0.316      0.007    0.005   \n",
              "chol_actor_corr[0, 4]    0.003  0.173  -0.308    0.325      0.005    0.004   \n",
              "...                        ...    ...     ...      ...        ...      ...   \n",
              "chol_actor_corr[29, 25] -0.004  0.160  -0.290    0.294      0.005    0.004   \n",
              "chol_actor_corr[29, 26] -0.007  0.167  -0.316    0.297      0.004    0.003   \n",
              "chol_actor_corr[29, 27]  0.007  0.167  -0.305    0.323      0.005    0.003   \n",
              "chol_actor_corr[29, 28] -0.004  0.162  -0.314    0.291      0.004    0.003   \n",
              "chol_actor_corr[29, 29]  1.000  0.000   1.000    1.000      0.000    0.000   \n",
              "\n",
              "                         ess_bulk  ess_tail  r_hat  \n",
              "chol_actor_corr[0, 0]      2000.0    2000.0    NaN  \n",
              "chol_actor_corr[0, 1]      1147.0    1039.0    1.0  \n",
              "chol_actor_corr[0, 2]      1184.0     815.0    1.0  \n",
              "chol_actor_corr[0, 3]       684.0     753.0    1.0  \n",
              "chol_actor_corr[0, 4]      1209.0    1206.0    1.0  \n",
              "...                           ...       ...    ...  \n",
              "chol_actor_corr[29, 25]    1064.0    1356.0    1.0  \n",
              "chol_actor_corr[29, 26]    1413.0    1217.0    1.0  \n",
              "chol_actor_corr[29, 27]    1347.0    1186.0    1.0  \n",
              "chol_actor_corr[29, 28]    1543.0    1561.0    1.0  \n",
              "chol_actor_corr[29, 29]    1906.0    1940.0    1.0  \n",
              "\n",
              "[900 rows x 9 columns]"
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              "      <td>0.162</td>\n",
              "      <td>-0.314</td>\n",
              "      <td>0.291</td>\n",
              "      <td>0.004</td>\n",
              "      <td>0.003</td>\n",
              "      <td>1543.0</td>\n",
              "      <td>1561.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>chol_actor_corr[29, 29]</th>\n",
              "      <td>1.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>1.000</td>\n",
              "      <td>1.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>0.000</td>\n",
              "      <td>1906.0</td>\n",
              "      <td>1940.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>900 rows × 9 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-21042410-c9b4-4272-9306-9f74742be806')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-21042410-c9b4-4272-9306-9f74742be806 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-21042410-c9b4-4272-9306-9f74742be806');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 69
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "az.plot_trace(trace_C, kind = \"rank_bars\", var_names=[\"chol_actor_corr\"], compact = False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "puKhk13s1gvE",
        "outputId": "fd00177b-9a37-4843-fbb7-7a7d3cf83828"
      },
      "execution_count": 65,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/arviz/plots/traceplot.py:216: UserWarning: rcParams['plot.max_subplots'] (20) is smaller than the number of variables to plot (900), generating only 20 plots\n",
            "  UserWarning,\n",
            "/usr/local/lib/python3.7/dist-packages/arviz/stats/density_utils.py:491: UserWarning: Your data appears to have a single value or no finite values\n",
            "  warnings.warn(\"Your data appears to have a single value or no finite values\")\n",
            "/usr/local/lib/python3.7/dist-packages/arviz/stats/density_utils.py:491: UserWarning: Your data appears to have a single value or no finite values\n",
            "  warnings.warn(\"Your data appears to have a single value or no finite values\")\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d7d0910>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d85e350>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d8201d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d77ffd0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d683e50>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d61f090>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d58cc50>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d51af10>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d4ecdd0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d482450>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d38d9d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d31cc90>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d2edb10>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d21fb10>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d191190>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d0c68d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d0940d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83d026790>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83cf9d390>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83cec9650>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83cea1210>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83cdce4d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83cda5090>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83ccd1350>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83cca5e10>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83cc3b110>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83cb85f90>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83cb3a050>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83caa6bd0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83cadbdd0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83c9aba50>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83c939d10>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83c8ad8d0>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83c8e1ad0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83c7ae290>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83c6e29d0>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83c6b1110>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83c5e7850>],\n",
              "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fc83c5b5050>,\n",
              "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fc83c4eb6d0>]],\n",
              "      dtype=object)"
            ]
          },
          "metadata": {},
          "execution_count": 65
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x2880 with 40 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Here from the chol_actor_correlation we see that for the equal indexed cholesky covariance matrix correlations show significant underlying correlations are formed and put into the model."
      ],
      "metadata": {
        "id": "NyKAgZhW1o44"
      }
    }
  ]
}