{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# Using different MC packages for Bayesian sampling"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "refnx can work with a variety of MC packages for inference. This notebook will demonstrate the use of various packages:\n",
    "\n",
    "- [emcee](https://emcee.readthedocs.io/en/stable/) (vendored into refnx), \n",
    "- [pymc](https://www.pymc.io/welcome.html)\n",
    "- [dynesty](https://dynesty.readthedocs.io/en/stable/)\n",
    "\n",
    "An excellent reference to see how to use a wide range of packages for statistical inference is [https://mattpitkin.github.io/samplers-demo/pages/samplers-samplers-everywhere](https://mattpitkin.github.io/samplers-demo/pages/samplers-samplers-everywhere).\n",
    "\n",
    "We're also going to use the *arviz* package to calculate effective sample size."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "import os\n",
    "\n",
    "# Set these FIRST before any other imports\n",
    "os.environ[\"JAX_ENABLE_X64\"] = \"1\"\n",
    "\n",
    "import warnings\n",
    "from importlib import resources\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import scipy\n",
    "import multiprocessing as mp\n",
    "\n",
    "import pymc as pm\n",
    "import dynesty\n",
    "import arviz as az\n",
    "\n",
    "import refnx\n",
    "from refnx.dataset import ReflectDataset, Data1D\n",
    "from refnx.analysis import (\n",
    "    Transform,\n",
    "    CurveFitter,\n",
    "    Objective,\n",
    "    Model,\n",
    "    Parameter,\n",
    "    pymc_model,\n",
    "    process_chain,\n",
    ")\n",
    "from refnx.reflect import SLD, Slab, ReflectModel"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "It's important to note down the versions of the software that you're using, in order for the analysis to be reproducible."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "refnx: 0.1.67.dev0+git20260730.676d0ea\n",
      "scipy: 1.18.0\n",
      "numpy: 2.4.6\n"
     ]
    }
   ],
   "source": [
    "print(\n",
    "    f\"refnx: {refnx.version.version}\\n\"\n",
    "    f\"scipy: {scipy.version.version}\\n\"\n",
    "    f\"numpy: {np.version.version}\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "The dataset we're going to use as an example is distributed with every install. The following cell determines its location."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "pth = resources.files(refnx.analysis)\n",
    "DATASET_NAME = \"c_PLP0011859_q.txt\"\n",
    "file_path = pth / f\"tests/{DATASET_NAME}\"\n",
    "\n",
    "data = ReflectDataset(file_path)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "## The Structure"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "si = SLD(2.07, name=\"Si\")\n",
    "sio2 = SLD(3.47, name=\"SiO2\")\n",
    "film = SLD(2.0, name=\"film\")\n",
    "d2o = SLD(6.36, name=\"d2o\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# first number is thickness, second number is roughness\n",
    "# a native oxide layer\n",
    "sio2_layer = sio2(30, 3)\n",
    "\n",
    "# the film of interest\n",
    "film_layer = film(250, 3)\n",
    "\n",
    "# layer for the solvent\n",
    "d2o_layer = d2o(0, 3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "sio2_layer.thick.setp(bounds=(15, 50), vary=True)\n",
    "sio2_layer.rough.setp(bounds=(1, 15), vary=True)\n",
    "\n",
    "film_layer.thick.setp(bounds=(200, 300), vary=True)\n",
    "film_layer.sld.real.setp(bounds=(0.1, 3), vary=True)\n",
    "film_layer.rough.setp(bounds=(1, 15), vary=True)\n",
    "\n",
    "d2o_layer.rough.setp(vary=True, bounds=(1, 15))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "structure = si | sio2_layer | film_layer | d2o_layer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter:'SiO2 - thick' , value=30          , bounds=[15.0, 50.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter: 'SiO2 - sld'  , value=3.47  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'SiO2 - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'SiO2 - rough' , value=3          , bounds=[1.0, 15.0]>\n",
      "<Parameter:'SiO2 - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n"
     ]
    }
   ],
   "source": [
    "print(sio2_layer.parameters)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "## ReflectModel, Objective, Curvefitter"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "model = ReflectModel(structure, bkg=3e-6, dq=5.0)\n",
    "model.scale.setp(bounds=(0.6, 1.2), vary=True)\n",
    "model.bkg.setp(bounds=(1e-9, 9e-6), vary=True)\n",
    "\n",
    "# setting model.threads=1 is useful for reducing oversubscription during sampling\n",
    "model.threads = 1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "objective = Objective(model, data, transform=Transform(\"logY\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "-564.650962906306: : 45it [00:03, 13.58it/s]  \n"
     ]
    }
   ],
   "source": [
    "fitter = CurveFitter(objective)\n",
    "fitter.fit(\"differential_evolution\", target=\"nlpost\");"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "objective.plot()\n",
    "plt.xlabel(\"Q\")\n",
    "plt.ylabel(\"logR\")\n",
    "plt.legend();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "## emcee"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "Now lets do a MCMC sampling of the curvefitting system."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 6000/6000 [02:17<00:00, 43.64it/s]\n"
     ]
    }
   ],
   "source": [
    "fitter.sample(6000, pool=-1);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "fitter.sampler.get_autocorr_time() = array([76.17004152, 78.20967154, 78.61493472, 80.36848009, 78.32501251,\n",
      "       75.96081422, 74.97741882, 77.75627167])\n"
     ]
    },
    {
     "data": {
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       "  --xr-border-color: var(\n",
       "    --jp-border-color2,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 10))\n",
       "  );\n",
       "  --xr-disabled-color: var(\n",
       "    --jp-layout-color3,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 40))\n",
       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, white)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, white) h s calc(l - 15))\n",
       "  );\n",
       "}\n",
       "\n",
       "html[theme=\"dark\"],\n",
       "html[data-theme=\"dark\"],\n",
       "body[data-theme=\"dark\"],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: var(\n",
       "    --jp-content-font-color0,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 1))\n",
       "  );\n",
       "  --xr-font-color2: var(\n",
       "    --jp-content-font-color2,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.54))\n",
       "  );\n",
       "  --xr-font-color3: var(\n",
       "    --jp-content-font-color3,\n",
       "    var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n",
       "  );\n",
       "  --xr-border-color: var(\n",
       "    --jp-border-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 10))\n",
       "  );\n",
       "  --xr-disabled-color: var(\n",
       "    --jp-layout-color3,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n",
       "  );\n",
       "  --xr-background-color: var(\n",
       "    --jp-layout-color0,\n",
       "    var(--pst-color-on-background, #111111)\n",
       "  );\n",
       "  --xr-background-color-row-even: var(\n",
       "    --jp-layout-color1,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 5))\n",
       "  );\n",
       "  --xr-background-color-row-odd: var(\n",
       "    --jp-layout-color2,\n",
       "    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n",
       "  );\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "  line-height: 1.6;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "  margin-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-obj-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-group-box-contents > label {\n",
       "  color: var(--xr-font-color2);\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n",
       "  margin-block-start: 0;\n",
       "  margin-block-end: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item > input,\n",
       ".xr-group-box-contents > input,\n",
       ".xr-array-wrap > input {\n",
       "  display: block;\n",
       "  opacity: 0;\n",
       "  height: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item > input + label,\n",
       ".xr-var-item > input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item > input:enabled + label,\n",
       ".xr-var-item > input:enabled + label,\n",
       ".xr-array-wrap > input:enabled + label,\n",
       ".xr-group-box-contents > input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item > input:focus-visible + label,\n",
       ".xr-var-item > input:focus-visible + label,\n",
       ".xr-array-wrap > input:focus-visible + label,\n",
       ".xr-group-box-contents > input:focus-visible + label {\n",
       "  outline: auto;\n",
       "}\n",
       "\n",
       ".xr-section-item > input:enabled + label:hover,\n",
       ".xr-var-item > input:enabled + label:hover,\n",
       ".xr-array-wrap > input:enabled + label:hover,\n",
       ".xr-group-box-contents > input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "  white-space: nowrap;\n",
       "}\n",
       "\n",
       ".xr-section-summary > em {\n",
       "  font-weight: normal;\n",
       "}\n",
       "\n",
       ".xr-span-grid {\n",
       "  grid-column-end: -1;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.3em;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked + label > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.6em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: \"►\";\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: \"▼\";\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details,\n",
       ".xr-group-box-contents > label {\n",
       "  padding-top: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  grid-column: 1 / -1;\n",
       "  margin-top: 4px;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in ~ .xr-section-details {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-children {\n",
       "  display: inline-grid;\n",
       "  grid-template-columns: 100%;\n",
       "  grid-column: 1 / -1;\n",
       "  padding-top: 4px;\n",
       "}\n",
       "\n",
       ".xr-group-box {\n",
       "  display: inline-grid;\n",
       "  grid-template-columns: 0px 30px auto;\n",
       "}\n",
       "\n",
       ".xr-group-box-vline {\n",
       "  grid-column-start: 1;\n",
       "  border-right: 0.2em solid;\n",
       "  border-color: var(--xr-border-color);\n",
       "  width: 0px;\n",
       "}\n",
       "\n",
       ".xr-group-box-hline {\n",
       "  grid-column-start: 2;\n",
       "  grid-row-start: 1;\n",
       "  height: 1em;\n",
       "  width: 26px;\n",
       "  border-bottom: 0.2em solid;\n",
       "  border-color: var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-group-box-contents {\n",
       "  grid-column-start: 3;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > label::before {\n",
       "  content: \"📂\";\n",
       "  padding-right: 0.3em;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked + label::before {\n",
       "  content: \"📁\";\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked + label {\n",
       "  padding-bottom: 0px;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked ~ .xr-sections {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-group-box-ellipsis {\n",
       "  font-size: 1.4em;\n",
       "  font-weight: 900;\n",
       "  color: var(--xr-font-color2);\n",
       "  letter-spacing: 0.15em;\n",
       "  cursor: default;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataTree &#x27;posterior&#x27;&gt;\n",
       "Group: /posterior\n",
       "    Dimensions:  ()\n",
       "    Data variables:\n",
       "        var_0    float64 8B 1.367e+04\n",
       "        var_1    float64 8B 1.34e+04\n",
       "        var_2    float64 8B 1.162e+04\n",
       "        var_3    float64 8B 1.326e+04\n",
       "        var_4    float64 8B 1.182e+04\n",
       "        var_5    float64 8B 1.392e+04\n",
       "        var_6    float64 8B 1.41e+04\n",
       "        var_7    float64 8B 1.332e+04</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataTree</div><div class='xr-obj-name'>&#x27;posterior&#x27;</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-af3b411d-7a00-4c16-8a6b-112e3abadd77' class='xr-section-summary-in' type='checkbox' disabled /><label for='section-af3b411d-7a00-4c16-8a6b-112e3abadd77' class='xr-section-summary'>Dimensions:</label><div class='xr-section-inline-details'></div></li><li class='xr-section-item'><input id='section-13007ed1-5f23-4df9-a11b-dd98d17c889c' class='xr-section-summary-in' type='checkbox' checked /><label for='section-13007ed1-5f23-4df9-a11b-dd98d17c889c' class='xr-section-summary' title='Expand/collapse section'>Data variables: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>var_0</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.367e+04</div><input id='attrs-cb05cbc2-63e8-45ec-9bd6-8b362e2693d3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cb05cbc2-63e8-45ec-9bd6-8b362e2693d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-70b3885c-dbed-46bb-8a3b-0cc0b0bc9d12' class='xr-var-data-in' type='checkbox'><label for='data-70b3885c-dbed-46bb-8a3b-0cc0b0bc9d12' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(13670.59267543)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>var_1</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.34e+04</div><input id='attrs-33d0f926-6d30-400a-a77d-85fbcc3c88de' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-33d0f926-6d30-400a-a77d-85fbcc3c88de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-30f212d9-8374-4a6f-ba4f-4e2b0762d382' class='xr-var-data-in' type='checkbox'><label for='data-30f212d9-8374-4a6f-ba4f-4e2b0762d382' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(13398.30440285)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>var_2</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.162e+04</div><input id='attrs-5148658e-398e-4800-bcb2-a2b4ca37716d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5148658e-398e-4800-bcb2-a2b4ca37716d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f0b16f25-8c0b-40ee-a961-1992c435a40c' class='xr-var-data-in' type='checkbox'><label for='data-f0b16f25-8c0b-40ee-a961-1992c435a40c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(11622.37607532)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>var_3</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.326e+04</div><input id='attrs-9782ff42-aee6-45fc-8b2b-79c284929ea0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9782ff42-aee6-45fc-8b2b-79c284929ea0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d2a7502e-185b-4db7-a324-cc357d1001fb' class='xr-var-data-in' type='checkbox'><label for='data-d2a7502e-185b-4db7-a324-cc357d1001fb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(13263.23893289)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>var_4</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.182e+04</div><input id='attrs-53070f6f-244b-42a9-bf74-7d9193cd2a17' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-53070f6f-244b-42a9-bf74-7d9193cd2a17' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cbb92f7a-72f6-4679-99ea-a7e06979abfc' class='xr-var-data-in' type='checkbox'><label for='data-cbb92f7a-72f6-4679-99ea-a7e06979abfc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(11820.6650009)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>var_5</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.392e+04</div><input id='attrs-2ba79ad3-9c3d-44a8-ab6b-d8af5679a59a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2ba79ad3-9c3d-44a8-ab6b-d8af5679a59a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92453f6f-bb09-48a6-825f-6e512083e06e' class='xr-var-data-in' type='checkbox'><label for='data-92453f6f-bb09-48a6-825f-6e512083e06e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(13919.25741262)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>var_6</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.41e+04</div><input id='attrs-c48d0c19-7c18-4a24-a902-1f072e865765' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c48d0c19-7c18-4a24-a902-1f072e865765' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0915e425-116a-46c0-bcd4-a5e0a99db859' class='xr-var-data-in' type='checkbox'><label for='data-0915e425-116a-46c0-bcd4-a5e0a99db859' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(14104.83641579)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>var_7</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.332e+04</div><input id='attrs-65e8b170-19d6-4e15-afb6-fb2a39613fcd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-65e8b170-19d6-4e15-afb6-fb2a39613fcd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e65686b-8553-4cbd-a133-c3a2718d62dc' class='xr-var-data-in' type='checkbox'><label for='data-4e65686b-8553-4cbd-a133-c3a2718d62dc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(13316.41586269)</pre></div></li></ul></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataTree 'posterior'>\n",
       "Group: /posterior\n",
       "    Dimensions:  ()\n",
       "    Data variables:\n",
       "        var_0    float64 8B 1.367e+04\n",
       "        var_1    float64 8B 1.34e+04\n",
       "        var_2    float64 8B 1.162e+04\n",
       "        var_3    float64 8B 1.326e+04\n",
       "        var_4    float64 8B 1.182e+04\n",
       "        var_5    float64 8B 1.392e+04\n",
       "        var_6    float64 8B 1.41e+04\n",
       "        var_7    float64 8B 1.332e+04"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print(f\"{fitter.sampler.get_autocorr_time() = }\")\n",
    "\n",
    "# calculate statistics on the chain using arviz\n",
    "idata = az.from_emcee(fitter.sampler, var_names=None)\n",
    "\n",
    "# Calculate the effective sample size\n",
    "az.ess(idata)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "Out of a total of 6000 * 200 = 1 200 000 samples, there is an effective sample size of ~ 13200. This is due to autocorrelation within the chain. \n",
    "Consequently the effective sample rate is 13200 / 136 = 97 samples / second.\n",
    "\n",
    "**NOTE**\n",
    "At the start of the emcee sampling the walkers have to find their equilibrium positions. This period is called \"burn-in\" and is normally discarded. The plots below indicate that no burn-in is required. If you need to do any burning in, use the `process_chain` function (this will be demonstrated a few cells below)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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",
      "text/plain": [
       "<Figure size 1536x401.804 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "az.plot_trace(idata);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In the final output of the sampling each varying parameter is given a set of statistics. `Parameter.value` is the median of the chain samples. `Parameter.stderr` is half the [15, 85] percentile, representing a standard deviation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "outputs": [],
   "source": [
    "# thin the chain by the autocorrelation time\n",
    "process_chain(objective, fitter.chain, nthin=80);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "________________________________________________________________________________\n",
      "Objective - 12901699264\n",
      "Dataset = c_PLP0011859_q\n",
      "datapoints = 408\n",
      "chi2 = 919.58994469468\n",
      "Weighted = True\n",
      "Transform = Transform('logY')\n",
      "________________________________________________________________________________\n",
      "Parameters:       ''       \n",
      "________________________________________________________________________________\n",
      "Parameters: 'instrument parameters'\n",
      "<Parameter:    'scale'    , value=0.879373 +/- 0.00302, bounds=[0.6, 1.2]>\n",
      "<Parameter:     'bkg'     , value=4.59384e-07 +/- 2.26e-08, bounds=[1e-09, 9e-06]>\n",
      "<Parameter:'dq - resolution', value=5  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'q_offset'   , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters: 'Structure - ' \n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter: 'Si - thick'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter:  'Si - sld'   , value=2.07  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'Si - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'Si - rough'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'Si - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter:'SiO2 - thick' , value=38.6452 +/- 0.367, bounds=[15.0, 50.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter: 'SiO2 - sld'  , value=3.47  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'SiO2 - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'SiO2 - rough' , value=5.83482 +/- 0.296, bounds=[1.0, 15.0]>\n",
      "<Parameter:'SiO2 - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'film'     \n",
      "<Parameter:'film - thick' , value=259.037 +/- 0.247, bounds=[200.0, 300.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'film'     \n",
      "<Parameter: 'film - sld'  , value=2.40178 +/- 0.0126, bounds=[0.1, 3.0]>\n",
      "<Parameter: 'film - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'film - rough' , value=8.83255 +/- 0.356, bounds=[1.0, 15.0]>\n",
      "<Parameter:'film - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'd2o'     \n",
      "<Parameter: 'd2o - thick' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'd2o'     \n",
      "<Parameter:  'd2o - sld'  , value=6.36  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'd2o - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'd2o - rough' , value=3.78923 +/- 0.113, bounds=[1.0, 15.0]>\n",
      "<Parameter:'d2o - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n"
     ]
    }
   ],
   "source": [
    "print(objective)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "A corner plot shows the covariance between parameters. You need to install the *matplotlib* and *corner* packages to create these graphs."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 1810x1810 with 64 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "objective.corner();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "Once we've done the sampling we can look at the variation in the model at describing the data. In this example there isn't much spread."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "objective.plot(samples=True);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "In a similar manner we can look at the spread in SLD profiles consistent with the data."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "structure.plot(samples=True)\n",
    "plt.ylim(2.2, 6);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "## Sampling with pymc"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "`pymc` is also an excellent Bayesian package. `refnx` has some features built in to work with `pymc` models."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "from refnx.reflect.extra import to_pymc_model, process_trace"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "`refnx` can now use the NUTS sampler, which is high performance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "NUTS[nutpie]: [p0, p1, p2, p3, p4, p5, p6, p7]\n",
      "/Users/andrew/.conda/envs/dev3/lib/python3.14/site-packages/pytensor/link/numba/dispatch/basic.py:234: UserWarning: Numba will use object mode to run _LogLikeValueGradOp's perform method. Set `pytensor.config.compiler_verbose = True` to see more details.\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2c7c447a10df4834b92de60d37bdeaba",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "_model = to_pymc_model(objective, _dist=\"potential\")\n",
    "with _model:\n",
    "    idata = pm.sample(mp_ctx=mp.get_context(\"forkserver\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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",
      "text/plain": [
       "<Figure size 1536x401.804 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "az.plot_dist(idata, var_names=\"p\", filter_vars=\"like\");"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/jpeg": 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8/wA7lnUPFN1fzMtxd3FxbxukkCuxwGXPP45bnr0q/pPj+/0bTZo7YRtPPeSXEnmgsMMFwBz65NcxJYTQ2iXEikRyAmM44bBwf1qYaJqTPGq2czCT7hVCQxxnAx39q0jUqwtSu7rvvsk/0OXkyutCdSLSjom1otNfx5vn8js7f4taokKiezt5JB1ZcruHP1wen61Sn+Jeszz3cyTNb+ZbrHDGiqyo4ZSW5Hcb/XqPTNc1YaLe6hPLDFby74mxINh+Tgnn0+6arNZyoiu6lVZ9gJHBPfn8R+dOVep1ZVOjllLESpfabWj89bLo1ttt1PRrn4rSrp8KwQh7oxYmcjaquV4K+uD1zWJYfEbW7XTLmB7jzZn+5NINzKT+nGOBiuVawuFmuoljLm2J80oCQoBwT9PeprbRr66vVs44HE7Lv2MpBA+nWlKrN2k2OOX4GEJUebVtb7qyT07aa/M7ST4q6kttYpFEhkRV+0SOATIRweO2ev8AhUt/8Trl4Imt3KymF1ZUAADkEBs89ODj61zFx4L1m10yW+mtwqxnHlg5c8gZAHbn9KcPBGuPqEtqlo22N9vnP8qMOzA9xj06dOtOXtpPVswpYbK7c6kuXW979fXtdLT8zc0/4oapa29vHMI7lYgfMLg73HYbvUeuP8amtfirqEFm6zxx3E4O5WI2ggnpx6Cufn8C65DdRW624kd1zuQ/IPX5jjkf/qzU0Pw812aUqY4Yo8kB5ZAOB7DJ5quavKyTemn/AA5jRwOVQlz+0ul0b07fPZ/edFqPxYl3WrabBwGJnSdeo4wAQeO/5Cr5+K1sNjG1k2EfMQQSD9O/Pv0/KuPh+HmuSXUkTrDEiY/eM/yt9MZNU5vBuswapHYm2ZjIxVJVGUOBnr2FaTqYhJX/ACJeFyutJQpVGt311Xq9E0l+bsd/pvxRs7iW8+3FbWKN/wBwdpYyLz1AHB4/X2pLn4rWETReVDPKGYh/lUFV9Rzz9OK5Z/htqcc8SiWKWNmw7KcbB680+L4aX7z3Mb3EcaIV8mQ8iTPXgcjHTtQquIelvwE8PlTnzKo7Ldd+mnXTd7/gzr4/ifo8kka+dKgdSzM8WAhHY+59s06L4m6M7MHuZIgHZQWhJ3AYw3GeD278dq5C9+Gd5BaRva3i3E5ZQ8ezaAD1IJPOD7DipW+F1z5SldUiMmfmUxEAfQ55/KtOfEX2IVHKW7e0a+/87WO3j8d6RJbrN/aUSqwJwykNx14xUsXjTS572O1i1G3eR4/MBBG3HoT2Pt1rjl+F1v5ChtTl83PzMIhtx6Yz+uatxfDPSUuC8lzdSRZGI8gfmQOf0qlKv1SOaVPLk2lOXlp/X6HpqMHjVgQQQDkd6569/wCSkaL/ANgq+/8ARtrW1YWkNhp9vaW6bIYYwiLnOABWLe/8lI0X/sFX3/o21rpR5jtfQ6OiiigQUUUUAFNf/Vt9DTqytX0Cz1grJczagjRoQBa6hPbg/URuoP40AUvAP/JO/DX/AGC7b/0Utef/ABWleDxTA0Zx5lgEb6F3zXoHgH/knfhr/sF23/opa4b4u2n/ABN9MuFGWlgaP/vls/8As9c+KV6buenlEoRxSdR2Vn5bK5xVrqb6fC3lbWM0DwsD2DKVP86pWk/2a6juCpbYcge+KbDA84k2Lkom4/TIH9a07fRZ76ZLW0jd5Su/A+mT/hXk2jrDuez7fCZRalJtuUn52vd7dr6etzVTxlfyxrqF3cCS/hO2Ftg6DkZHfBJrGuvEOq3xcXN7KySHMiBiFc5ySVHHUA9O1VbqwuLLUXsLhCk6PsK+9Xk0e81CC5uLSBWhtIQ0pBC4Ayc+5wDThFwm7Xu73NMXWwFOUKNZL95tpol/TuPj8S6nYXLy2F48LvEsLsoHKqAB1/3RzVbTNYl0/U4L3AZ4ZBIOOuDnFQHTboafDe7MwSuUUj1HWq0kbxSNG6lWUlSCMYIq1LpfYKWUZdKgsLZScb6/avfV39dP+GO08NeNLnSFli8x3WZWcGRiQh6k4/A/nTpvH0t74u0zUp02W9p8gUHpuGHbGPfp7CuIy2AcnjipPIfzTGRgglc+4q6VSpRd4y+RlHJ8FRov2zvGN/kk7rb+VW/Hc6Txh4hTXNeS8i5hWNY4yRg7RknI+pb9K25fibqNktpawW8apBEgct8xl+UfTFcFHbyPK8O0+YAfl75p1vY3d5cJBBBJJK/CqB1xQ69Ry+LUyo5LgOdpy1tq72vqpJ/JO3odlB8StZfVxcyXAW1LgG2WNSAuegOM5wOtQa94/wBR1eSGNJWtIUDB1gcjeT/ePcY/rXJG3mWaSNEZjGSWwOm3qatQ6PcS6XJqOMW6A/MFJ5z0PYVcsbPdvdW28vzIlw3hnOTlUlyPpdb+tunRfedInxG1yKK5t5p/NR4hChwFMfy4LAgZLd+ap/8ACdau02mySXTlrGT5T3dCACG/vcDvzyeaxLXSL68uYIIrdy86M8eRgMACSQfwqOLT7iXyzsIEgJUnvis1WnD3uY6P7Py2nGNSq03FJX6Ppt1bafd3O0vfiRqF1rdtNHL5Nlay7ysQIMykjIYHg8Zx9c/TP1rx7rl3qM32bUZEtY7h2hMQ2ZToM9yMevc1ynlnyRJjgsVz+FaFlpklxDfyJ88dvBvLDPJ3ADHrVyr1ZU7N6L+tX9444TA4eo2tZS0s/KydvPW/zOtufibrINmsDRJtjAmLIG3tjGfb14rCHiiUaLq9g0RxqFz9pV/Q7gSMfh+lNTwZrEukxaisKskpBCA/OFP8ZHp09+aki8LXs/lMkJki+ZBtBG5sZGDjHU/oaznUnFpSbd/6/WxlGhhaMI0Z2mnpJ6Je7eWvdva3VJmsPifrUaRrF5IijCKQYxk/Lg8+mQT+VVx8QdZn1C6luL1lgkhMaRx/Kq4wePc8jPXn6VnnwbqzPbrBayShywZipUKRzznp6c9+KqNody90mnwxMbvkmNwVYHbnH1xiqk6tSnza2enUzcstwNWMXrzPrZ26X69Vsuj2Out/ijNBpdvAsDieLG5mIYOB2yRx25q5pHxOijS4+3ySEndIgK5OcZ2j27CuF0XQbjVNb/s8xuhUushKkBGUHhjjjkAfjW9efD++gtrYRRGaeR2WTy3GEHG089jz+lXShW5lKN3bz02Kx7y2h+6mneWt0r27f8NbY6C4+KckDW8gtY3hlOWCt8yqOvpzn6dKvRfFHSzaedKZUkx/qlQMc+g/+viuFi+H+tvePBJCqKFys28FeuPrUtv4Guzf6jbS5Y2tsXTYCRJIVyoBOO/8qcJ4haNt+qJrU8pXLG+r7X/Hsz0LU/H2n6daQ3Hm/aFlAKrCATj3z069KltPHek3jwxxahGJJQCqMhBGeME4wD+NeaaB4IvdatYL1bqGK3dyG3ZLDBI6dD+Yq5cfDbVFadoJ4GAYeWN2NynqfbHHH+Tup4i9nE43h8BZx9rt1/C1uvqt0dra/EnSbieSKS4a3KthTLHw/uCM4/GrB8faOt0IDqEYyMh9h2Z9M461xL/DS6CWipcxkvj7Q2P9We+3+8O3b/C+vwwtB52dRlbcD5eYx8npnnn9K15q27ivv/4PzOf2WC6VJab+7v6a2V+l/mdxZeJrG+uxBBqFtI4YAqrDJz6ev4Vv15rYfDXR45YDcS3M7AjeN4VWPfgDIH416VWkHN/EjlqxpK3s5N+qt+rOc8Nf8h7xd/2FU/8ASO2ro65zw1/yHvF3/YVT/wBI7aujqzIKKKKACiiigDnPG/8AyAbb/sK6d/6WQ10dcR4z0Czjht9UWbUDcHV9POxtQnMPN3EP9UX2f+O8detdvQB88eIruSPX9at1kcRvqMzOgY4bDnGR0NQyeJdVlhsI3vJSLEqbcZwE29OB1xxyat+K9KvYvFOsubZ9ouZJSQM/KxLA/TBrBEMhIG0jK7hnuK8p1px91Sdk31+8+yhg8BKmq9VJtWbfy0v5a7Py7HSWPjzWtMmvXt5Yne6OWeSPJDcnI7dSfaqtt4v1y1mkni1S5Ehh8sF23/xAn72ffnrWIkMsufLjZ8f3RmpkspZLF7peVRtrDv25/WsVU5LJO3/B/wAzpjluFgou12kld63Wm/3Gzc+ONeu4ryKe9d0ulRWA+XYVIIK4+7nHOOuTWLb31xbXkN3HIfOhlEyM3Pzgg5568gVYXRNRKqzWkqKy71LIQGBGQR9aqtazIG3xsrL1Ujn1/lWkpybtJ7fhczp1Mspt8jir2Xq9Vp97276nRWHjfVtL0qa2s3jR7mZ5JZCuW3ED5h6f/WpbHx/rlkJl+0eYJ3aSUsPm3HHKnt07cfpjm47aWZnWNCxTqB9cU6OzmluBAiZkIzj0+tTKtJpqUtvP9SI4PLYziuWPNul5eno/mbQ8XaiNHvbJbiVWu7r7QzA4KnIJww56gVLZ+NtX0mwjstNuVihBLHMYJyTnuPb9axTpsyyCOQqrkdM557D6/wCNNj067luYrdIHMsrmNFxglh1H60QctJJszlHK6+ITck5QvpfyTenWyXy6nZaf8UNUtZr97kfaVmYvAr8CL0HHbp+XvSQ/E3VllupzIgaV0KRMpZEAGCBzwD3rnrLwrrF/As8Fk7xl9jcgFT7g81Ul0a+iF2fIZltJRDKVHRiSBx74/wA5q/aVOVO7sTVwWW1qjpt2l5O3Rr0v1/E7yT4t3P2RljskFzkYY/cA5zx1z0/X8c64+Ketz2sUUYihkywkkVM7gRgYz0I5P5VxkdncTTPFHEzOgYsBzgKMk/gAaf8A2dckpthchx8rbThjnGAfrmk687ayFLA5XSnyTfvW79Nr2269vQ6/TvH1xCbu6uHdrye3MQlUDh8YViOnGKl074p6raQeVdIl2Q/DsNp28enU/wCNcZdadcWsrI0Uh2RrK52nhTgZ+mSBmrWlaFc6zLLDZlHmSHztpOMjIGB780UY1HF+zvbf7zKphcvwzVWvNtStGKfTy0V9Fu276andWnxZlN7Otzap9m3HyWThsZ43dR0qO++Ktyl1epZxo8JUC2dlxtbHJI785rh7/QNQ0y5NvdwiOQRCXAYH5ScdvfihdB1B7W0uBAwS6mEEZb5cueg57H1rSU66dm2VTwuVTqJxkna2l/Xf1sztrz4qXn2Sxa3RBcqQ1yhQbXHoDzgH86t2fxZV3Rbq0EYJ+Z0bOB7DH07+tcRqHhLVdMjeSeEFYwC7JkhcjPXGParGmeBtX1JbeUIkVvMNwlYjAXGc4689v6UQqVnqrv5HLVwmVR92Va0t9PO1tLPRfq7s6i7+LM8d+5tLZJbUEBQ42sR3Oe30x/hVhvi1GLKCRbRjcFiJYs8KAOobHOf8a5SbwBrcFxJH5ImRVLLJGwww/Hv7UsPw81yeNZNkMQZ9u2STDAf3iAOn6+1X7SvKVl+Q4wydS9nzO6666/hbr0/zOjk+K7vqloYoHjsgD54KqXYkcAegB755rTT4qaa0jApOEHRtgz9SM/yzXAXPgvWIHhVbdn80lV6A5HXirVl8P9WvIWlIWBd6hFmG1mQ5y2OxHHB9/TlRr1p6x6eX5/mOpgsts2qltPydr/p26nd2XxO0m7kZJJJbbAzumjGD9ME81NL8SNHikRRdl1Y43qmQPc964ix+G2o3ESyXM8dvl8GNuWC+vGRn2/lV0/C1wY8aqrDd+8/c4wPbk81pzYmyaRkqWUyd1Udu1n+qOnX4l6M10sH2lwC23zDF8g47n07f/W5q/J440iKPedUt2B6BPmP5DmuIk+F8oiYx6grSAcKUwCc+vbjnp/jTh8LzsizqXzbj5p8vjb22+/19fbmufEbcv9fec9WnlzX7upJeqv8A5HYRePtIlnaIahGmFDb3G1T7DPetrTdattRmCQXtvNkZxG4J/SuCg+GWni2iE93cNODmRkwFI9AMcduea3NA8C6NperRXcQnkliO5DLJkKcegAq4SrX95I5JRwvK+WUr/wCFW/8ASv67Hb1zngj/AJANz/2FdR/9LJq6Ouc8Ef8AIBuf+wrqP/pZNXQcp0dFFFABRRRQAUUUUAFFFFAHOeGv+Q94u/7Cqf8ApHbV0TKGBDAEHqDXH21zq2i6/wCIWXwzqV9Be3yXEM9tLbBSot4Yzw8qkHdG3apb3xpeadAs934P1yONpY4Q3mWhy8jhEHE/dmA/GgDU1XwvpOs7DdWq7lkSQsgCltucAnuMEjFZ954H028upwYxHZzwlXjQncJM8MucgcAcdOOnNS/8JLqv/Qla5/3+s/8A4/R/wkuq/wDQla5/3+s//j9ZToU5/EjaliKtLSDt/wAEzR8NNJOtrfPLI9ssQjFqRxxGEB3de2frW3p3hPQtKkEtppsKzDkSON7A+oJzj8Krf8JLqv8A0JWuf9/rP/4/R/wkuq/9CVrn/f6z/wDj9XGEYu8UKrWnWkpVHdpW+S1Nx7G0kDB7WBgzBmDRg5PqfemW+nWlrNPNBAiPOwaQjufp+dY3/CS6r/0JWuf9/rP/AOP1WufGl5Zz2kE/g/XEkvJTDAvmWh3uEZyOJ+PlRjz6U3FNptbEKUkrJ6G3d6RbvpF/ZWcEFubqOQEpGFG9lI3HHeq+geH7bR9Kt7doLdrlEHmyrGMs3XrjJ61V/wCEl1X/AKErXP8Av9Z//H6P+El1X/oStc/7/Wf/AMfpckb8xm4qU+d7m/HbwxIEjhjRB0VVAAqsNIsF1RtSFsgu3j8pn9VyDyOmeBz14rJ/4SXVf+hK1z/v9Z//AB+j/hJdV/6ErXP+/wBZ/wDx+nZMbSe5tXenWV/EIru1hnjDBwsiAgEdDUGnaJp2lI62tsil2LM5ALE/XrWZ/wAJLqv/AEJWuf8Af6z/APj9Vn8aXkepQ6e/g/XBdTxPNHH5lp8yIVDHPn44Mifn9aTim1JrVFqclFxT0Z1Xlp/cX8qjS0tov9XbxJyW+VAOT1P41hf8JLqv/Qla5/3+s/8A4/R/wkuq/wDQla5/3+s//j9USb7wQyRtG8SMjDaVKggj0qKLTrKBIUitIEWAERYjHyA9celYv/CS6r/0JWuf9/rP/wCP0f8ACS6r/wBCVrn/AH+s/wD4/R0sHW50OxP7i/lRsT+4v5Vz3/CS6r/0JWuf9/rP/wCP1WfxpeR6lDp7+D9cF1PE80cfmWnzIhUMc+fjgyJ+f1oA6rYn9xfyprQQuVLxRsVO5SVBwfUVgf8ACS6r/wBCVrn/AH+s/wD4/R/wkuq/9CVrn/f6z/8Aj9AHQ7E/uL+VGxP7i/lXPf8ACS6r/wBCVrn/AH+s/wD4/R/wkuq/9CVrn/f6z/8Aj9AHQ7E/uL+VGxP7i/lXPf8ACS6r/wBCVrn/AH+s/wD4/VZPGl5JqU2np4P1w3UESTSR+ZafKjlgpz5+OTG/5fSgDqtif3F/KjYn9xfyrnv+El1X/oStc/7/AFn/APH6P+El1X/oStc/7/Wf/wAfoA6HYn9xfyo2J/cX8q57/hJdV/6ErXP+/wBZ/wDx+j/hJdV/6ErXP+/1n/8AH6AOh2J/cX8qcAAMAYFc5/wkuq/9CVrn/f6z/wDj9VrbxpeXk93BB4P1x5LOUQzr5loNjlFcDmfn5XU8etAFnxL/AMh7wj/2FX/9I7mujrjrm51bWtf8PM3hnUrGCyvnuJp7mW2KhTbzRjhJWJO6Re1djQAUUUUAFFFFABXOeCP+QDc/9hXUf/SyaujridEvdZ0O1urKTwnq1z/xMLyZJoJrXY6SXEkikbpgfusOoFAHYXdnb39q9tdwpNA/DRuMg1UvNB0u+2GeziLInloyjaVX0BHT/wDX61iXPjS8s57SCfwfriSXkphgXzLQ73CM5HE/Hyox59Ks/wDCS6r/ANCVrn/f6z/+P1MoRkrSV0NSatZ7a/PubMmm2My7ZLOBxjGGjB/z0FJb6ZY2ltDbwWkKQw/6tQg+U+o9/esf/hJdV/6ErXP+/wBZ/wDx+j/hJdV/6ErXP+/1n/8AH6dlawuty/qPh/TtS0eTS3t44rZuQIkC7DnORxgHP8zUd1okEXhqbTLCFExbGKMYGTxxk+5/nVT/AISXVf8AoStc/wC/1n/8fo/4SXVf+hK1z/v9Z/8Ax+plTjJNProNNoh8EaNDZ+GbZriwWO7kLmXzY8P94gZzyOAOK3rHTLHTLb7PZWscEO4tsUcZJya55/Gl5HqUOnv4P1wXU8TzRx+ZafMiFQxz5+ODIn5/WrP/AAkuq/8AQla5/wB/rP8A+P0QpxgkkTC8YKF9P8jektoJceZBG+P7yA1V03RrHStPjsbaEeRGSVD/ADHJOep9zWX/AMJLqv8A0JWuf9/rP/4/R/wkuq/9CVrn/f6z/wDj9X0sO2tzektoJQokhjcKQw3KDgjoaf5af3F/Kue/4SXVf+hK1z/v9Z//AB+j/hJdV/6ErXP+/wBZ/wDx+lZbhfoW7vw/b3eu6fqZYKLNZF8kINr7xjn8zWqkMUaBEjRVAwAFAArlk8aXkmpTaeng/XDdQRJNJH5lp8qOWCnPn45Mb/l9Ks/8JLqv/Qla5/3+s/8A4/VN3tfoJJK9upswadZWs880FrFHLcMGldVALkdM0y70jTr6BYbqygliV/MCsgwG9fryfzrJ/wCEl1X/AKErXP8Av9Z//H6P+El1X/oStc/7/Wf/AMfqbJqxfPLm5r6mtDo+nW99Jew2UMdzKu15FQAsPf8AIVMbK1N0Lo20X2gJ5Yl2DdtznGeuM9qw/wDhJdV/6ErXP+/1n/8AH6P+El1X/oStc/7/AFn/APH6Ekhczvc6HYn9xfyo2J/cX8q5W28aXl5PdwQeD9ceSzlEM6+ZaDY5RXA5n5+V1PHrVn/hJdV/6ErXP+/1n/8AH6Yjodif3F/KjYn9xfyrnv8AhJdV/wChK1z/AL/Wf/x+j/hJdV/6ErXP+/1n/wDH6AOh2J/cX8qNif3F/Kue/wCEl1X/AKErXP8Av9Z//H6P+El1X/oStc/7/Wf/AMfoA6HYn9xfyo2J/cX8q5Wy8aXmowNPaeD9ckjWWSEt5loMPG5RxzP2ZSPwqz/wkuq/9CVrn/f6z/8Aj9AHQ7E/uL+VGxP7i/lXPf8ACS6r/wBCVrn/AH+s/wD4/R/wkuq/9CVrn/f6z/8Aj9AHQ7E/uL+VGxP7i/lXPf8ACS6r/wBCVrn/AH+s/wD4/SHxNqoBJ8F65gf9NrP/AOP0AdJXOXv/ACUjRf8AsFX3/o21qtYeM73U9Otr+z8H65La3MSzQyeZaDcjDIODPkcHvSWkmqap43sNQn0C/wBOtbXT7qFpLqSA7nkkgKgCORz0jbrigDraKKKACiiigApr/wCrb6GnU18lGAGTigDn/AP/ACTvw1/2C7b/ANFLV3XPD1h4ggiivUbMT7kdDhh6jPoe9c54Y1LW9G8KaRpdx4N1l5rOyht5Gjms9pZECkjM4OMj0q4njS8k1KbT08H64bqCJJpI/MtPlRywU58/HJjf8vpQKUVJWew7TvAGi6dYXNvGsjSXMJhlnLfNjOeOw7fkK07Lw1pun3kF1bw7ZIbYWy9MFQc7iMct71T/AOEl1X/oStc/7/Wf/wAfo/4SXVf+hK1z/v8AWf8A8fqFTitkOp+8lzz1fd6vQuy+GtJn1h9UktEa5kh8lyfusPUj1xxn0pth4X0nTbS7tbe3PlXa7Zt7liwwRjJ57n86qf8ACS6r/wBCVrn/AH+s/wD4/R/wkuq/9CVrn/f6z/8Aj9VyoJv2jTnrbRehds/DemWVraW8cBZbRy8Rc5IJOTn15/kKzvFPhe21DQL2Gw062N7LIJVOxVJfcNxyehIzUn/CS6r/ANCVrn/f6z/+P1WtvGl5eT3cEHg/XHks5RDOvmWg2OUVwOZ+fldTx61Hso8rila4XfKoptWVlbp6FWT4b6cdJsrW3cW80NwtxLMUDtJxhlzxgdMduOnNXvF/ht9W0qK3023t45ftazSHATIIIYn1PIP4VL/wkuq/9CVrn/f6z/8Aj9H/AAkuq/8AQla5/wB/rP8A+P0OlFx5Sq0516fs6juv8yhcfDjSZNbGowSSwIxYywLypJHVf7vPPcfSums9KsrG2gght49sAwjFBkE9TnHU96yP+El1X/oStc/7/Wf/AMfo/wCEl1X/AKErXP8Av9Z//H6PZQ53O2rG6kmrN/1a35I3Gs7V43ja3iKSKVdSgwwPUGqGneH7LTbC5so1Bt53Y7cY2qwxtFUv+El1X/oStc/7/Wf/AMfqtbeNLy8nu4IPB+uPJZyiGdfMtBscorgcz8/K6nj1pypxk02tv1CNScU0nv8AodDY6bbWFrFbwplYgQrPgtycnn61max4Yt9W1KwuXKJFb+b5iKnL7wADnsQRmov+El1X/oStc/7/AFn/APH6P+El1X/oStc/7/Wf/wAfpOlBw5GtCZyc3zSet7/O9/zLcPhbRorFbRtPgljDByZEBLMOcn9fzq5a6Tp9ja/ZraygjhxtKhByOTz69T19ayP+El1X/oStc/7/AFn/APH6P+El1X/oStc/7/Wf/wAfqowjGPLFWRU6kpy5pu7N+S3ikiaJo1KMpUjHY1FZ2FvYWkdtAmI0zjdyeTnr+NYv/CS6r/0JWuf9/rP/AOP1WsvGl5qMDT2ng/XJI1lkhLeZaDDxuUccz9mUj8KOWPNzW1FzPl5b6HVbE/uL+VMa2t2lWVoIjImdrlBlc9cGsH/hJdV/6ErXP+/1n/8AH6P+El1X/oStc/7/AFn/APH6ok30t4Iy5SGNS53MVUDcfU07Yn9xfyrnv+El1X/oStc/7/Wf/wAfo/4SXVf+hK1z/v8AWf8A8foA6HYn9xfyo2J/cX8q50+JtVAJPgvXMD/ptZ//AB+q9h4zvdT062v7PwfrktrcxLNDJ5loNyMMg4M+Rwe9AHUR28EMYjihjRBnCqoAHenbE/uL+Vc9/wAJLqv/AEJWuf8Af6z/APj9H/CS6r/0JWuf9/rP/wCP0AdDsT+4v5UbE/uL+Vc9/wAJLqv/AEJWuf8Af6z/APj9H/CS6r/0JWuf9/rP/wCP0AdDsUfwj8qdXJ3/AIzvdM065v7zwfrkVrbRNNNJ5lodqKMk4E+TwO1WB4m1UgEeC9cwf+m1n/8AH6AF8Nf8h7xd/wBhVP8A0jtq6Oub8KRX32rX72+0240/7dqCzQw3Dxs+wW8MeT5bMPvI3eukoAKKKKACiiigDnPG/wDyAbb/ALCunf8ApZDXR1geMrW8u9AVbG0ku54r6zuPIjZVZ1juI5GwWIGdqnqRUf8Awkuq/wDQla5/3+s//j9AF99AsJdWudRljaSS5t/s8sbnKMnfj14A/CsGLwHZR+KWu2t4ZNMNpsWFySVk8wMMDH3QBjr7VNbeNLy8nu4IPB+uPJZyiGdfMtBscorgcz8/K6nj1qz/AMJLqv8A0JWuf9/rP/4/UTpxm05K9jSnVlThKEdpbo15NK0+VY1eygKxnKjywAKoab4W03StSuLy1Qr5+4tEeVDMckjPTpjFV/8AhJdV/wChK1z/AL/Wf/x+j/hJdV/6ErXP+/1n/wDH6UqUJS5mtRxrVIxcFLR9DofLT+4v5VkyeF9Jk1w6u1vm7IIfLEq427OVPHSqn/CS6r/0JWuf9/rP/wCP0f8ACS6r/wBCVrn/AH+s/wD4/Wm6sYSjGW6NCDw7o9s9y8WnQBrl/Mlym7Lfj0+g9at/YLMqV+ywbTnI8sd+v51zdl40vNRgae08H65JGsskJbzLQYeNyjjmfsykfhVn/hJdV/6ErXP+/wBZ/wDx+pUIroaupOTu2Xbrw1pV3c2E72yo1jJ5kIj+UZ46gdeQD+H1q1JpOny3MNy9lAZoXZ432DKswwT9SAPyFZH/AAkuq/8AQla5/wB/rP8A+P0f8JLqv/Qla5/3+s//AI/VdFHoiFpJyW7OgWGNQQsaDJzwo61T1PS4tR06e1BWIy4y6qCeCD/Ssv8A4SXVf+hK1z/v9Z//AB+kPibVQCT4L1zA/wCm1n/8fqZwjOLhJaMqM3GSmt0bC6Tp6hP9DgJSHyATGM+X/d+ntUltY2tnbx29vbxxxRjCKq8CubsPGd7qenW1/Z+D9cltbmJZoZPMtBuRhkHBnyOD3qz/AMJLqv8A0JWuf9/rP/4/TsiLK9zU1PR7LVtPnsrqIeVMgRinDAA5GD7HmpLHS7LTbWK3tLaOOONAgwoyQPU96x/+El1X/oStc/7/AFn/APH6P+El1X/oStc/7/Wf/wAfp26lucnHlvobdxY2l0jJcWsMqsu0h0ByOuPzAqQQQhVURJtX7o2jA+lYH/CS6r/0JWuf9/rP/wCP1Wv/ABne6Zp1zf3ng/XIrW2iaaaTzLQ7UUZJwJ8ngdqCba3OqMcZBBRSD2xSCKNQAEUAcAAVzw8TaqQCPBeuYP8A02s//j9L/wAJLqv/AEJWuf8Af6z/APj9AHQ7E/uL+VGxP7i/lXPf8JLqv/Qla5/3+s//AI/R/wAJLqv/AEJWuf8Af6z/APj9AHQ7E/uL+VGxP7i/lXPf8JLqv/Qla5/3+s//AI/Va98aXmnQLPd+D9cjjaWOEN5locvI4RBxP3ZgPxoA6rYn9xfyo2J/cX8q57/hJdV/6ErXP+/1n/8AH6P+El1X/oStc/7/AFn/APH6AOh2J/cX8qNif3F/Kue/4SXVf+hK1z/v9Z//AB+j/hJdV/6ErXP+/wBZ/wDx+gDodif3F/KlCqDkKAfpXO/8JLqv/Qla5/3+s/8A4/Va58aXlnPaQT+D9cSS8lMMC+ZaHe4RnI4n4+VGPPpQB1lc54I/5ANz/wBhXUf/AEsmo/4SXVf+hK1z/v8AWf8A8fqTwba3lpoDLfWklpPLfXlx5EjKzIslxJIuSpIztYdCaAN+iiigAooooAKKKKACiiigAqpqOnW+qWyW9yGMaTxTjacfPHIsi/8AjyirdFABRRRQAUUUUAFVLzTre+ubG4mDGSxnM8ODjDmN4+fX5ZGq3RQAUUUUAFFFFABVSTTreXVrfU2DfabeCSBDnjZIyM3H1jX9at0UAFUr3WNM05yl9qVnasIzMVnnVCEBALcn7uSBnpkirteGWDaMnxlmbWzbiFZ9QMRuMbPM3R4znjpuxnvjvigD2mPUrGbTjqMV5BJZBDJ9oSQNHtHU7hxgYNYHgvxifGCalJ/ZslklpcCOMSSbmlRkDo5GBtJVgdvOPWvFdL1e8udWm0/S4dR1HwjrGqMTBDbwxG5ZIllkSNdy7VYqQw4G3P8AFkVf8I+L/EFzrt7qUHnWcGo+ILWK4jMMRiCOY08sHJcSbMe2ATwaAPoSqkmnW8urW+psG+028EkCHPGyRkZuPrGv61booAKKKKACiiigAqpHp1vFq1xqahvtNxBHA5zxsjZ2Xj6yN+lW6KACiiigAooooAKqWenW9jc31xCGEl9OJ5snOXEaR8enyxrVuigAooooAKKKKACiiigAooooAqXmnW99c2NxMGMljOZ4cHGHMbx8+vyyNVuiigAooooAKKKKAKkmnW8urW+psG+028EkCHPGyRkZuPrGv61boooAKKKKACiiigCpHp1vFq1xqahvtNxBHA5zxsjZ2Xj6yN+lW6Ky/Ev/ACKusf8AXlN/6AaAFn8R6HayGO41rToXEpgKyXSKRIACUwT97BBx15HrWPrPinVbTxXFoGkaJb38zWP21pJr/wCzhV37MD922TnFeTeHLrwraeFfFr63LBFdM0EZYwpLL5TQxACNX4ySW56DgnoKg0u6trvwbfJ4r0+1udW07TLNLCXUgodI5iyrwrcqnD5OGweexoA+gtPlvJ7CKS/tY7W6YfvIY5vNVDns2Bnj2FWa8j+Fmr622r2+k3OrSX2jfYbuWxaaMCSSOO5SONy3UgrnH1PXAx65QBUs9Ot7G5vriEMJL6cTzZOcuI0j49PljWrdFFABRRRQAUUUUAVNO0630u2e3tgwjeeWc7jn55JGkb/x5jVuiigAooooAKQjIIPelooAqaZp1vpGlWem2oYW9pCkEQY5IVQAMnvwKt0UUAFFFFABRRRQAUUUUAFVI9Ot4tWuNTUN9puII4HOeNkbOy8fWRv0q3RQAUUUUAFFFFABVSz063sbm+uIQwkvpxPNk5y4jSPj0+WNat0UAFFFFABRRRQAVUs9Ot7G5vriEMJL6cTzZOcuI0j49PljWrdFABWYniPQpJ4IE1rTmmuCVhjF0haQglSFGcnBBHHcEVkfEj/kQNU+kf8A6MWvHp7rwzB8ItTieWNNan1O5QCKFJLh5g7mIAnlV4X5h7gcmgD2XUvFF6Nbn0fQtG/tS6tUR7tpLoW8UO/lV3EMSxAzgDgYyea37OWeazhlubf7NO6AyQ7w/lt3G4cHHrXzTaG2vtV1+18V3KLq9xf2sDSX5QfZEMZ8yYIrbN4VFXd2JXpnFem/B3W9d1K2vLPWL57mK1tLV7XzEAkEbmbBc9WLKqHntjuSSAeoVU07TrfS7Z7e2DCN55ZzuOfnkkaRv/HmNW6KACiiigAooooAQjIIPequmadb6RpVnptqGFvaQpBEGOSFUADJ78CrdFABRRRQAUUUUAVNT0631fSrzTboMbe7heCUKcEqwIOD24NWgMAAdqWigAooooAKKKKACiiigAooooAqWenW9jc31xCGEl9OJ5snOXEaR8enyxrVuiigAooooAKKKKAKmnadb6XbPb2wYRvPLOdxz88kjSN/48xq3RRQAUUUUAFIRkEHvS0UAVNM0630jSrPTbUMLe0hSCIMckKoAGT34FS3d3bWFrJdXlxFb28Q3SSzOERB6kngVNXkvxy/5Bdl/wBe17/6LFAHplvrOmXt3PZ2eo2dxdwf62CKdWdP94A5H41yWp+MvFGjPp4vvCdiovryOziEWsF2LufTyRwACT7CuC8UalpcGs+FV8ETkanbW/mhLG2ibbAY33mRmI3H5RlSRjBJwxFblvqd18QvHHh8QX509tM0VNUcwxpIRczqo27XBGAjZzjPzdic0AeuVU1PTrfV9KvNNugxt7uF4JQpwSrAg4Pbg1i+AtUv9Z8HWt9qdwlxdvNcI8saBVbZPIgwB2woH+NdLQAgGAAO1LRRQAUUUUAFVNR0631S2S3uQxjSeKcbTj545FkX/wAeUVbooAKKKKACiiigAqpeadb31zY3EwYyWM5nhwcYcxvHz6/LI1W6KACiiigAooooAKKK5/xlqOsaR4avtU0j7DvsreW5kF2juGVELYAUjk4x1oA6CiobOZriygmcANJGrkDpkjNcVZ+MNZlh03W5oLEaFqV8tpFEqv8AaI1dzHHIzZ2nLbcqFGA3U4oA7uiuEuvGGsxQ3+uRQWJ0GwvzZyRMr/aJFSQRSSq2dow24hdpyF6jNdhqOp2GkWhutSvbeztwQpluJVjQE9BknFAFuiuB0Sz0zxhq/iPUF1a/urWPUFhtnsdXnjhCC2hJCiKQL95nz75q9qXh3w5pEMc1/qWtwxyyCJGOt3pyxzgcSexpNpasaTbsjsKK5z/hCNK/5+tc/wDB5ef/AB2j/hCNK/5+tc/8Hl5/8dpiOjornP8AhCNK/wCfrXP/AAeXn/x2j/hCNK/5+tc/8Hl5/wDHaAOjornP+EI0r/n61z/weXn/AMdo/wCEI0r/AJ+tc/8AB5ef/HaAOjornP8AhCNK/wCfrXP/AAeXn/x2j/hCNK/5+tc/8Hl5/wDHaAOjornP+EI0r/n61z/weXn/AMdo/wCEI0r/AJ+tc/8AB5ef/HaAOjornP8AhCNK/wCfrXP/AAeXn/x2j/hCNK/5+tc/8Hl5/wDHaAOjrz/UfhbpOpeN21a4tg+nT20n2qD7XODLcNIjBtoONuFORnBOOD1G7/whGlf8/Wuf+Dy8/wDjtH/CEaV/z9a5/wCDy8/+O0AGn+BPDelXlrd2enGOazdntibiVhCWVlYIpYhVIY/KBjvjIFc8/wAPDN4qS+XTtLsbVNSGoPLb3EzyTMrbl/dMBHGxIXcykk8jvXQ/8IRpX/P1rn/g8vP/AI7R/wAIRpX/AD9a5/4PLz/47QB0dFc5/wAIRpX/AD9a5/4PLz/47R/whGlf8/Wuf+Dy8/8AjtAHR0Vzn/CEaV/z9a5/4PLz/wCO0f8ACEaV/wA/Wuf+Dy8/+O0AdHRXOf8ACEaV/wA/Wuf+Dy8/+O0f8IRpX/P1rn/g8vP/AI7QB0dFc5/whGlf8/Wuf+Dy8/8AjtH/AAhGlf8AP1rn/g8vP/jtAHR0Vzn/AAhGlf8AP1rn/g8vP/jtH/CEaV/z9a5/4PLz/wCO0AdHRXOf8IRpX/P1rn/g8vP/AI7R/wAIRpX/AD9a5/4PLz/47QB0dFc5/wAIRpX/AD9a5/4PLz/47R/whGlf8/Wuf+Dy8/8AjtAHR0VxN7okGh+I/DEllear/pGoPDKk+qXE6On2WdsFZHI+8qnp2rtqACiiigAooooAKKoaprelaJHHJqup2dikh2o11OsYY+gLEZrkPC2iaf4k0mfVptS1a48/UL3y5LfWblI2jW5kVNoSQLt2hcYHSgDvqK4+bw74cg1S302XUtbW8uFZoov7bvcsACSc+ZgdD1q7/wAIRpX/AD9a5/4PLz/47SumNprc6Oiuc/4QjSv+frXP/B5ef/HaP+EI0r/n61z/AMHl5/8AHaYjo6K5z/hCNK/5+tc/8Hl5/wDHaP8AhCNK/wCfrXP/AAeXn/x2gDo6K5z/AIQjSv8An61z/wAHl5/8do/4QjSv+frXP/B5ef8Ax2gDo6K5z/hCNK/5+tc/8Hl5/wDHaP8AhCNK/wCfrXP/AAeXn/x2gDo6K5z/AIQjSv8An61z/wAHl5/8do/4QjSv+frXP/B5ef8Ax2gDo6iubaK8tZrWdN8MyNHIuSMqRgjI56GsH/hCNK/5+tc/8Hl5/wDHaP8AhCNK/wCfrXP/AAeXn/x2gDm9G+EGgW82qf2rYpdQy3jSWKG8nfyYSiKAQW4cFT83Jxjnjjcn+HfhjyryVNBsbu9mh2CTUC05ZgG27mcsw+9yw+bGPQYsf8IRpX/P1rn/AIPLz/47R/whGlf8/Wuf+Dy8/wDjtAGZ4T8Fz6P4gk1e5gtLUrZ/Y4YLe6mujtLBiWllAb+FQFAwBn1rtq5z/hCNK/5+tc/8Hl5/8do/4QjSv+frXP8AweXn/wAdoA6Oiuc/4QjSv+frXP8AweXn/wAdo/4QjSv+frXP/B5ef/HaAOjornP+EI0r/n61z/weXn/x2j/hCNK/5+tc/wDB5ef/AB2gDo6K5z/hCNK/5+tc/wDB5ef/AB2j/hCNK/5+tc/8Hl5/8doA6Oiuc/4QjSv+frXP/B5ef/HaP+EI0r/n61z/AMHl5/8AHaAOjornP+EI0r/n61z/AMHl5/8AHaP+EI0r/n61z/weXn/x2gDo6K5z/hCNK/5+tc/8Hl5/8do/4QjSv+frXP8AweXn/wAdoA6Oiuc/4QjSv+frXP8AweXn/wAdqja6XFonxA023tLvUnguNMu3kjutQnuFLJJbhTiR2AIDt09aAOxooooAKKKKACiisvVvEWiaKVi1XWLCxkkUsi3NykRYeoyRmgDUorgvCPhay1TwZod/eX2uSXNzYQTSv/bV2u52QEnAlwOT2q7F4e8OT6rPpkepa217bqHli/tu9yoOCDnzMdx+dJtIaTex2FFc5/whGlf8/Wuf+Dy8/wDjtH/CEaV/z9a5/wCDy8/+O0xHR0Vzn/CEaV/z9a5/4PLz/wCO0f8ACEaV/wA/Wuf+Dy8/+O0AdHRXOf8ACEaV/wA/Wuf+Dy8/+O0f8IRpX/P1rn/g8vP/AI7QB0dFc5/whGlf8/Wuf+Dy8/8AjtH/AAhGlf8AP1rn/g8vP/jtAHR0Vzn/AAhGlf8AP1rn/g8vP/jtH/CEaV/z9a5/4PLz/wCO0AdHRXOf8IRpX/P1rn/g8vP/AI7R/wAIRpX/AD9a5/4PLz/47QBr6rpdnrWmT6dqERltZwBIgdkJAIPVSCOQOhrhvDfwk0Sw0uNdYtBc6kk0rrcx3s+Y1MrOmxtwKHBGSuMnOSep6L/hCNK/5+tc/wDB5ef/AB2j/hCNK/5+tc/8Hl5/8doAp6j8PtAOiXdrZaBp1xLNL5228d8GQhVZhJ8zoxVRyvfk5yaf4M8KTeH7nVL65W3invzEvk280kwRIwQMyyfPIxLNkkDsO1Wf+EI0r/n61z/weXn/AMdo/wCEI0r/AJ+tc/8AB5ef/HaAOjornP8AhCNK/wCfrXP/AAeXn/x2j/hCNK/5+tc/8Hl5/wDHaAOjornP+EI0r/n61z/weXn/AMdo/wCEI0r/AJ+tc/8AB5ef/HaAOjornP8AhCNK/wCfrXP/AAeXn/x2j/hCNK/5+tc/8Hl5/wDHaAOjornP+EI0r/n61z/weXn/AMdo/wCEI0r/AJ+tc/8AB5ef/HaAOjornP8AhCNK/wCfrXP/AAeXn/x2j/hCNK/5+tc/8Hl5/wDHaAOjornP+EI0r/n61z/weXn/AMdo/wCEI0r/AJ+tc/8AB5ef/HaAOjornP8AhCNK/wCfrXP/AAeXn/x2j/hCNK/5+tc/8Hl5/wDHaAOjorl/B8Bs77xLYrcXc0FtqapD9quZJ2RTawORuck43Mx6966igAooooAKKKKACiuI8a+I9Hms00WDXrePUpNSsoHtra+8u4Ctcxh1Gxg4+QtnHatT/hCNK/5+tc/8Hl5/8doA6OiuQ07w54d1WKWSx1HW5khlMLka3ejDjGRzJ7irn/CEaV/z9a5/4PLz/wCO0k09htNOzOjornP+EI0r/n61z/weXn/x2j/hCNK/5+tc/wDB5ef/AB2mI6Oiuc/4QjSv+frXP/B5ef8Ax2j/AIQjSv8An61z/wAHl5/8doA6Oiuc/wCEI0r/AJ+tc/8AB5ef/HaP+EI0r/n61z/weXn/AMdoA6Oiuc/4QjSv+frXP/B5ef8Ax2j/AIQjSv8An61z/wAHl5/8doA6Oiuc/wCEI0r/AJ+tc/8AB5ef/HaP+EI0r/n61z/weXn/AMdoA6OuT+IPgyLxn4bmtEVBqKRuLOWSaSNI2bAO7Z1BA6EH6VZ/4QjSv+frXP8AweXn/wAdo/4QjSv+frXP/B5ef/HaAKlv8M/CVuxkXS381wRM5u5iZgeSJCX/AHgyOjZFV9X8C2cdvYx6DoWmA28Zi3yXc1rIFCqqgyRAtINqgEMecDmtP/hCNK/5+tc/8Hl5/wDHaP8AhCNK/wCfrXP/AAeXn/x2gCz4T0EeGfDFlpPmJI0AYu0abFLO5dto7DLHA9K2q5z/AIQjSv8An61z/wAHl5/8do/4QjSv+frXP/B5ef8Ax2gDo6K5z/hCNK/5+tc/8Hl5/wDHaP8AhCNK/wCfrXP/AAeXn/x2gDo6K5z/AIQjSv8An61z/wAHl5/8do/4QjSv+frXP/B5ef8Ax2gDo6K5z/hCNK/5+tc/8Hl5/wDHaP8AhCNK/wCfrXP/AAeXn/x2gDo6K5z/AIQjSv8An61z/wAHl5/8do/4QjSv+frXP/B5ef8Ax2gDo6K5z/hCNK/5+tc/8Hl5/wDHaP8AhCNK/wCfrXP/AAeXn/x2gDo6K5z/AIQjSv8An61z/wAHl5/8do/4QjSv+frXP/B5ef8Ax2gDo6K5z/hCNK/5+tc/8Hl5/wDHaTwNvHhySN555vK1C+hR55mlfYl1KqgsxJOFAHJ7UAdJRRRQAVgeMrDVtW8MX+l6RHZNLfW8ttI13O8axq6Fdw2o2SM9OPrW/RQBiaUniGKDTor2DS4kjDJdCGeSQ7QoCFCUXnPUEdOhNc/Z+D9Zih03RJp7E6Fpt8t3FKrP9okVHMkcbLjaMNtywY5C9Bmu7ooA4S68H6zLBf6HFPYjQb+/N5JKzP8AaI1eQSyRKuNpy24BtwwG6HFd0QCMEZpaKAOb8MgDXfFwAwP7VT/0jtqzfid/yAtO/wCwlF/6C9afhr/kPeLv+wqn/pHbVl/E/wD5AGn/APYRi/8AQXrKt/DZ1YP+PE7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",
      "text/plain": [
       "<Figure size 1536x401.804 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "az.plot_autocorr(idata, max_lag=1000, var_names=\"p\", filter_vars=\"like\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "The autocorrelation time is 0, so we have a total of 4000 independent samples (1000 on each of the 4 chains).\n",
    "The time taken on my machine was ~45 sec, which includes tuning time. This is an effective sampling rate of ~90 samples/sec.\n",
    "\n",
    "Note how all the parameters are labelled `p0, p1, ..., pn`. Each of those parameters correspond to a Parameter in `Objective.varying_parameters()`. Let's do some processing to update the objective with the sampling results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# bring the pymc traces back into the Objective.\n",
    "process_trace(objective, idata);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "________________________________________________________________________________\n",
      "Objective - 12901699264\n",
      "Dataset = c_PLP0011859_q\n",
      "datapoints = 408\n",
      "chi2 = 940.0816760603088\n",
      "Weighted = True\n",
      "Transform = Transform('logY')\n",
      "________________________________________________________________________________\n",
      "Parameters:       ''       \n",
      "________________________________________________________________________________\n",
      "Parameters: 'instrument parameters'\n",
      "<Parameter:    'scale'    , value=0.875408 +/- 0.00301, bounds=[0.6, 1.2]>\n",
      "<Parameter:     'bkg'     , value=4.07962e-07 +/- 1.89e-08, bounds=[1e-09, 9e-06]>\n",
      "<Parameter:'dq - resolution', value=5  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'q_offset'   , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters: 'Structure - ' \n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter: 'Si - thick'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter:  'Si - sld'   , value=2.07  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'Si - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'Si - rough'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'Si - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter:'SiO2 - thick' , value=39.0467 +/- 0.346, bounds=[15.0, 50.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter: 'SiO2 - sld'  , value=3.47  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'SiO2 - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'SiO2 - rough' , value=5.63212 +/- 0.291, bounds=[1.0, 15.0]>\n",
      "<Parameter:'SiO2 - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'film'     \n",
      "<Parameter:'film - thick' , value=258.876 +/- 0.234, bounds=[200.0, 300.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'film'     \n",
      "<Parameter: 'film - sld'  , value=2.41802 +/- 0.0122, bounds=[0.1, 3.0]>\n",
      "<Parameter: 'film - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'film - rough' , value=8.36809 +/- 0.347, bounds=[1.0, 15.0]>\n",
      "<Parameter:'film - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'd2o'     \n",
      "<Parameter: 'd2o - thick' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'd2o'     \n",
      "<Parameter:  'd2o - sld'  , value=6.36  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'd2o - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'd2o - rough' , value=3.72803 +/- 0.111, bounds=[1.0, 15.0]>\n",
      "<Parameter:'d2o - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n"
     ]
    }
   ],
   "source": [
    "print(objective)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "The parameter values from `pymc` and `emcee` are effectively the same."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "## Sampling with dynesty"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "import dynesty"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "You can find out how to estimate posteriors with dynesty using this page, https://dynesty.readthedocs.io/en/stable/dynamic.html. It's best to use the dynamic nested sampler, then you need to reweight the samples with the weights. Dynesty provides a utility function for that.\n",
    "You can also use dynesty to perform model comparison by looking at the evidence term."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "27096it [01:19, 339.22it/s, batch: 5 | bound: 14 | nc: 1 | ncall: 118088 | eff(%): 22.812 | loglstar: 563.368 < 570.812 < 569.117 | logz: 536.702 +/-  0.188 | stop:  0.861]              \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(27096, 8)\n"
     ]
    }
   ],
   "source": [
    "nested_sampler = dynesty.DynamicNestedSampler(\n",
    "    objective.logl,\n",
    "    objective.prior_transform,\n",
    "    ndim=len(objective.varying_parameters()),\n",
    ")\n",
    "nested_sampler.run_nested()\n",
    "# process the samples\n",
    "chain = nested_sampler.results.samples_equal()\n",
    "\n",
    "# another way of processing the samples (reweighting is needed)\n",
    "logZdynesty = nested_sampler.results.logz[-1]  # value of logZ\n",
    "weights = np.exp(nested_sampler.results.logwt - logZdynesty)\n",
    "chain = dynesty.utils.resample_equal(nested_sampler.results.samples, weights)\n",
    "\n",
    "print(chain.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "The size of the chain resulting from the `samples_equal` method is not equal to the number of effective samples. One can estimate the effective number of posterior samples resulting from a run using the following:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "effective number of samples:  27095\n"
     ]
    }
   ],
   "source": [
    "def ess(weights):\n",
    "    \"\"\"\n",
    "    Estimate the effective sample size from the weights.\n",
    "\n",
    "    Args:\n",
    "        weights (array_like): an array of weights values for each nested sample\n",
    "\n",
    "    Returns:\n",
    "        int: the effective sample size\n",
    "    \"\"\"\n",
    "\n",
    "    N = len(weights)\n",
    "    w = weights / weights.sum()\n",
    "    ess = N / (1.0 + ((N * w - 1) ** 2).sum() / N)\n",
    "\n",
    "    return int(ess)\n",
    "\n",
    "\n",
    "print(\"effective number of samples: \", ess(np.exp(weights)))"
   ]
  },
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     "name": "#%% md\n"
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   "source": [
    "The effective sampling rate for dynesty seems to be ~26048/61 ~ 427 samples/sec.\n",
    "\n",
    "Let's process the chain to put the statistics into the objective. Here we'll use the `process_chain` utility function that's designed for use with emcee chains. This function assumes that the chain has shape `(nsteps, nwalkers, nvars)`. The chain from dynesty has shape `(nsamples, nvars)`, so we can fake the dynesty chain into looking like an emcee chain by putting an extra axis in."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "process_chain(objective, chain[:, None, :]);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "________________________________________________________________________________\n",
      "Objective - 12901699264\n",
      "Dataset = c_PLP0011859_q\n",
      "datapoints = 408\n",
      "chi2 = 919.5885800417523\n",
      "Weighted = True\n",
      "Transform = Transform('logY')\n",
      "________________________________________________________________________________\n",
      "Parameters:       ''       \n",
      "________________________________________________________________________________\n",
      "Parameters: 'instrument parameters'\n",
      "<Parameter:    'scale'    , value=0.879373 +/- 0.00302, bounds=[0.6, 1.2]>\n",
      "<Parameter:     'bkg'     , value=4.5947e-07 +/- 2.22e-08, bounds=[1e-09, 9e-06]>\n",
      "<Parameter:'dq - resolution', value=5  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'q_offset'   , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters: 'Structure - ' \n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter: 'Si - thick'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'Si'      \n",
      "<Parameter:  'Si - sld'   , value=2.07  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:  'Si - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'Si - rough'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'Si - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter:'SiO2 - thick' , value=38.6418 +/- 0.37 , bounds=[15.0, 50.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'SiO2'     \n",
      "<Parameter: 'SiO2 - sld'  , value=3.47  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'SiO2 - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'SiO2 - rough' , value=5.83723 +/- 0.301, bounds=[1.0, 15.0]>\n",
      "<Parameter:'SiO2 - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'film'     \n",
      "<Parameter:'film - thick' , value=259.039 +/- 0.246, bounds=[200.0, 300.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:     'film'     \n",
      "<Parameter: 'film - sld'  , value=2.40194 +/- 0.0125, bounds=[0.1, 3.0]>\n",
      "<Parameter: 'film - isld' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter:'film - rough' , value=8.83133 +/- 0.357, bounds=[1.0, 15.0]>\n",
      "<Parameter:'film - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'd2o'     \n",
      "<Parameter: 'd2o - thick' , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "________________________________________________________________________________\n",
      "Parameters:      'd2o'     \n",
      "<Parameter:  'd2o - sld'  , value=6.36  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'd2o - isld'  , value=0  (fixed) , bounds=[-inf, inf]>\n",
      "<Parameter: 'd2o - rough' , value=3.78977 +/- 0.115, bounds=[1.0, 15.0]>\n",
      "<Parameter:'d2o - volfrac solvent', value=0  (fixed) , bounds=[0.0, 1.0]>\n"
     ]
    }
   ],
   "source": [
    "print(objective)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "## Conclusions\n",
    "\n",
    "Hopefully you've found it useful to see how the three sampling packages can be used to obtain posterior distributions for the parameter set. All have high performance."
   ]
  }
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