{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "bbeb2a7a",
   "metadata": {},
   "source": [
    "# rf608_fitresultaspdf\n",
    "Likelihood and minimization: representing the parabolic approximation of the fit as a\n",
    "multi-variate Gaussian on the parameters of the fitted pdf\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "**Author:**  Clemens Lange, Wouter Verkerke (C++ version)  \n",
    "<i><small>This notebook tutorial was automatically generated with <a href= \"https://github.com/root-project/root/blob/master/documentation/doxygen/converttonotebook.py\">ROOTBOOK-izer</a> from the macro found in the ROOT repository  on Tuesday, May 19, 2026 at 08:33 PM.</small></i>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "f370688e",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:23.681911Z",
     "iopub.status.busy": "2026-05-19T20:33:23.681793Z",
     "iopub.status.idle": "2026-05-19T20:33:24.689811Z",
     "shell.execute_reply": "2026-05-19T20:33:24.689230Z"
    }
   },
   "outputs": [],
   "source": [
    "import ROOT"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e11d7f97",
   "metadata": {},
   "source": [
    "Create model and dataset\n",
    "-----------------------------------------------"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c6a307a8",
   "metadata": {},
   "source": [
    "Observable"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "6e175d1c",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:24.698016Z",
     "iopub.status.busy": "2026-05-19T20:33:24.697864Z",
     "iopub.status.idle": "2026-05-19T20:33:24.863499Z",
     "shell.execute_reply": "2026-05-19T20:33:24.862884Z"
    }
   },
   "outputs": [],
   "source": [
    "x = ROOT.RooRealVar(\"x\", \"x\", -20, 20)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ffa85e41",
   "metadata": {},
   "source": [
    "Model (intentional strong correlations)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "55b02556",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:24.865800Z",
     "iopub.status.busy": "2026-05-19T20:33:24.865620Z",
     "iopub.status.idle": "2026-05-19T20:33:25.077403Z",
     "shell.execute_reply": "2026-05-19T20:33:25.076783Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[#0] WARNING:InputArguments -- The parameter 'sigma_g1' with range [-inf, inf] of the RooGaussian 'g1' exceeds the safe range of (0, inf). Advise to limit its range.\n"
     ]
    }
   ],
   "source": [
    "mean = ROOT.RooRealVar(\"mean\", \"mean of g1 and g2\", 0, -1, 1)\n",
    "sigma_g1 = ROOT.RooRealVar(\"sigma_g1\", \"width of g1\", 2)\n",
    "g1 = ROOT.RooGaussian(\"g1\", \"g1\", x, mean, sigma_g1)\n",
    "\n",
    "sigma_g2 = ROOT.RooRealVar(\"sigma_g2\", \"width of g2\", 4, 3.0, 5.0)\n",
    "g2 = ROOT.RooGaussian(\"g2\", \"g2\", x, mean, sigma_g2)\n",
    "\n",
    "frac = ROOT.RooRealVar(\"frac\", \"frac\", 0.5, 0.0, 1.0)\n",
    "model = ROOT.RooAddPdf(\"model\", \"model\", [g1, g2], [frac])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bb2cb407",
   "metadata": {},
   "source": [
    "Generate 1000 events"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "e0d9ad41",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:25.079436Z",
     "iopub.status.busy": "2026-05-19T20:33:25.079248Z",
     "iopub.status.idle": "2026-05-19T20:33:25.218430Z",
     "shell.execute_reply": "2026-05-19T20:33:25.217794Z"
    }
   },
   "outputs": [],
   "source": [
    "data = model.generate({x}, 1000)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d7dd8224",
   "metadata": {},
   "source": [
    "Fit model to data\n",
    "----------------------------------"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b7ef3f8d",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:25.220424Z",
     "iopub.status.busy": "2026-05-19T20:33:25.220270Z",
     "iopub.status.idle": "2026-05-19T20:33:25.428391Z",
     "shell.execute_reply": "2026-05-19T20:33:25.427757Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[#1] INFO:Fitting -- RooAbsPdf::fitTo(model) fixing normalization set for coefficient determination to observables in data\n",
      "[#1] INFO:Fitting -- using generic CPU library compiled with no vectorizations\n",
      "[#1] INFO:Fitting -- Creation of NLL object took 7.755 ms\n",
      "[#1] INFO:Fitting -- RooAddition::defaultErrorLevel(nll_model_modelData) Summation contains a RooNLLVar, using its error level\n",
      "[#1] INFO:Minimization -- [fitFCN] No discrete parameters, performing continuous minimization only\n"
     ]
    }
   ],
   "source": [
    "r = model.fitTo(data, Save=True, PrintLevel=-1)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a87f4ceb",
   "metadata": {},
   "source": [
    "Create MV Gaussian pdf of fitted parameters\n",
    "------------------------------------------------------------------------------------"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "05ab2c0f",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:25.430782Z",
     "iopub.status.busy": "2026-05-19T20:33:25.430544Z",
     "iopub.status.idle": "2026-05-19T20:33:25.549005Z",
     "shell.execute_reply": "2026-05-19T20:33:25.548358Z"
    }
   },
   "outputs": [],
   "source": [
    "parabPdf = r.createHessePdf({frac, mean, sigma_g2})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a5eb2e1b",
   "metadata": {},
   "source": [
    "Some exercises with the parameter pdf\n",
    "-----------------------------------------------------------------------------"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "abae6ff3",
   "metadata": {},
   "source": [
    "Generate 100K points in the parameter space, from the MVGaussian pdf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "25be46be",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:25.550953Z",
     "iopub.status.busy": "2026-05-19T20:33:25.550828Z",
     "iopub.status.idle": "2026-05-19T20:33:25.676508Z",
     "shell.execute_reply": "2026-05-19T20:33:25.675819Z"
    }
   },
   "outputs": [],
   "source": [
    "d = parabPdf.generate({mean, sigma_g2, frac}, 100000)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bb64e83a",
   "metadata": {},
   "source": [
    "Sample a 3-D histogram of the pdf to be visualized as an error\n",
    "ellipsoid using the GLISO draw option"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "8e33117a",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:25.678451Z",
     "iopub.status.busy": "2026-05-19T20:33:25.678324Z",
     "iopub.status.idle": "2026-05-19T20:33:25.849200Z",
     "shell.execute_reply": "2026-05-19T20:33:25.848484Z"
    }
   },
   "outputs": [],
   "source": [
    "hh_3d = parabPdf.createHistogram(\"mean,sigma_g2,frac\", 25, 25, 25)\n",
    "hh_3d.SetFillColor(\"kBlue\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "628ba15a",
   "metadata": {},
   "source": [
    "Project 3D parameter pdf down to 3 permutations of two-dimensional pdfs\n",
    "The integrations corresponding to these projections are performed analytically\n",
    "by the MV Gaussian pdf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "887c5800",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:25.851683Z",
     "iopub.status.busy": "2026-05-19T20:33:25.851538Z",
     "iopub.status.idle": "2026-05-19T20:33:25.961380Z",
     "shell.execute_reply": "2026-05-19T20:33:25.960727Z"
    }
   },
   "outputs": [],
   "source": [
    "pdf_sigmag2_frac = parabPdf.createProjection({mean})\n",
    "pdf_mean_frac = parabPdf.createProjection({sigma_g2})\n",
    "pdf_mean_sigmag2 = parabPdf.createProjection({frac})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8fe99834",
   "metadata": {},
   "source": [
    "Make 2D plots of the 3 two-dimensional pdf projections"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "e06ec50d",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:25.963628Z",
     "iopub.status.busy": "2026-05-19T20:33:25.963488Z",
     "iopub.status.idle": "2026-05-19T20:33:26.076150Z",
     "shell.execute_reply": "2026-05-19T20:33:26.075458Z"
    }
   },
   "outputs": [],
   "source": [
    "hh_sigmag2_frac = pdf_sigmag2_frac.createHistogram(\"sigma_g2,frac\", 50, 50)\n",
    "hh_mean_frac = pdf_mean_frac.createHistogram(\"mean,frac\", 50, 50)\n",
    "hh_mean_sigmag2 = pdf_mean_sigmag2.createHistogram(\"mean,sigma_g2\", 50, 50)\n",
    "hh_mean_frac.SetLineColor(\"kBlue\")\n",
    "hh_sigmag2_frac.SetLineColor(\"kBlue\")\n",
    "hh_mean_sigmag2.SetLineColor(\"kBlue\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93e5f7e5",
   "metadata": {},
   "source": [
    "Draw the 'sigar'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "2f8aeb35",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:26.078383Z",
     "iopub.status.busy": "2026-05-19T20:33:26.078259Z",
     "iopub.status.idle": "2026-05-19T20:33:26.312130Z",
     "shell.execute_reply": "2026-05-19T20:33:26.311293Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Info in <TCanvas::Print>: png file rf608_fitresultaspdf_1.png has been created\n"
     ]
    }
   ],
   "source": [
    "ROOT.gStyle.SetCanvasPreferGL(True)\n",
    "ROOT.gStyle.SetPalette(1)\n",
    "c1 = ROOT.TCanvas(\"rf608_fitresultaspdf_1\", \"rf608_fitresultaspdf_1\", 600, 600)\n",
    "hh_3d.Draw(\"gliso\")\n",
    "\n",
    "c1.SaveAs(\"rf608_fitresultaspdf_1.png\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "66b0bab6",
   "metadata": {},
   "source": [
    "Draw the 2D projections of the 3D pdf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "0142b244",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:33:26.314012Z",
     "iopub.status.busy": "2026-05-19T20:33:26.313892Z",
     "iopub.status.idle": "2026-05-19T20:33:26.436760Z",
     "shell.execute_reply": "2026-05-19T20:33:26.436114Z"
    }
   },
   "outputs": [],
   "source": [
    "c2 = ROOT.TCanvas(\"rf608_fitresultaspdf_2\", \"rf608_fitresultaspdf_2\", 900, 600)\n",
    "c2.Divide(3, 2)\n",
    "c2.cd(1)\n",
    "ROOT.gPad.SetLeftMargin(0.15)\n",
    "hh_mean_sigmag2.GetZaxis().SetTitleOffset(1.4)\n",
    "hh_mean_sigmag2.Draw(\"surf3\")\n",
    "c2.cd(2)\n",
    "ROOT.gPad.SetLeftMargin(0.15)\n",
    "hh_sigmag2_frac.GetZaxis().SetTitleOffset(1.4)\n",
    "hh_sigmag2_frac.Draw(\"surf3\")\n",
    "c2.cd(3)\n",
    "ROOT.gPad.SetLeftMargin(0.15)\n",
    "hh_mean_frac.GetZaxis().SetTitleOffset(1.4)\n",
    "hh_mean_frac.Draw(\"surf3\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "055eb09e",
   "metadata": {},
   "source": [
    "Draw the distributions of parameter points sampled from the pdf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "dc9f8789",
   "metadata": {
    "collapsed": false,
    "execution": {
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     "shell.execute_reply": "2026-05-19T20:33:26.625329Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Info in <TCanvas::Print>: png file rf608_fitresultaspdf_2.png has been created\n"
     ]
    }
   ],
   "source": [
    "tmp1 = d.createHistogram(mean, sigma_g2, 50, 50)\n",
    "tmp2 = d.createHistogram(sigma_g2, frac, 50, 50)\n",
    "tmp3 = d.createHistogram(mean, frac, 50, 50)\n",
    "\n",
    "c2.cd(4)\n",
    "ROOT.gPad.SetLeftMargin(0.15)\n",
    "tmp1.GetZaxis().SetTitleOffset(1.4)\n",
    "tmp1.Draw(\"lego3\")\n",
    "c2.cd(5)\n",
    "ROOT.gPad.SetLeftMargin(0.15)\n",
    "tmp2.GetZaxis().SetTitleOffset(1.4)\n",
    "tmp2.Draw(\"lego3\")\n",
    "c2.cd(6)\n",
    "ROOT.gPad.SetLeftMargin(0.15)\n",
    "tmp3.GetZaxis().SetTitleOffset(1.4)\n",
    "tmp3.Draw(\"lego3\")\n",
    "\n",
    "c2.SaveAs(\"rf608_fitresultaspdf_2.png\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3c580726",
   "metadata": {},
   "source": [
    "Draw all canvases "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "6995e300",
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    "collapsed": false,
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     "shell.execute_reply": "2026-05-19T20:33:26.920224Z"
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   },
   "outputs": [
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').then(json => {\n",
       "   const obj = Core.parse(json);\n",
       "   Core.draw('root_plot_1779222806896', obj, '');\n",
       "});\n",
       "\n",
       "      }\n",
       "      const servers = ['/static/', 'https://root.cern/js/7.11.0/', 'https://jsroot.gsi.de/7.11.0/'],\n",
       "            path = 'build/jsroot';\n",
       "      if (typeof JSROOT !== 'undefined')\n",
       "         execCode(JSROOT);\n",
       "      else if (typeof requirejs !== 'undefined') {\n",
       "         servers.forEach((s,i) => { servers[i] = s + path; });\n",
       "         requirejs.config({ paths: { 'jsroot' : servers } })(['jsroot'],  execCode);\n",
       "      } else {\n",
       "         const config = document.getElementById('jupyter-config-data');\n",
       "         if (config)\n",
       "            servers[0] = (JSON.parse(config.innerHTML || '{}')?.baseUrl || '/') + 'static/';\n",
       "         else\n",
       "            servers.shift();\n",
       "         function loadJsroot() {\n",
       "            return !servers.length ? 0 : import(servers.shift() + path + '.js').catch(loadJsroot).then(() => execCode(JSROOT));\n",
       "         }\n",
       "         loadJsroot();\n",
       "      }\n",
       "   }\n",
       "   process_root_plot_1779222806896();\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "\n",
       "\n",
       "<div id=\"root_plot_1779222806913\" style=\"width: 900px; height: 600px; position: relative\">\n",
       "</div>\n",
       "\n",
       "</div>\n",
       "<script>\n",
       "   function process_root_plot_1779222806913() {\n",
       "      function execCode(Core) {\n",
       "         Core.settings.HandleKeys = false;\n",
       "         \n",
       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').then(json => {\n",
       "   const obj = Core.parse(json);\n",
       "   Core.draw('root_plot_1779222806913', obj, '');\n",
       "});\n",
       "\n",
       "      }\n",
       "      const servers = ['/static/', 'https://root.cern/js/7.11.0/', 'https://jsroot.gsi.de/7.11.0/'],\n",
       "            path = 'build/jsroot';\n",
       "      if (typeof JSROOT !== 'undefined')\n",
       "         execCode(JSROOT);\n",
       "      else if (typeof requirejs !== 'undefined') {\n",
       "         servers.forEach((s,i) => { servers[i] = s + path; });\n",
       "         requirejs.config({ paths: { 'jsroot' : servers } })(['jsroot'],  execCode);\n",
       "      } else {\n",
       "         const config = document.getElementById('jupyter-config-data');\n",
       "         if (config)\n",
       "            servers[0] = (JSON.parse(config.innerHTML || '{}')?.baseUrl || '/') + 'static/';\n",
       "         else\n",
       "            servers.shift();\n",
       "         function loadJsroot() {\n",
       "            return !servers.length ? 0 : import(servers.shift() + path + '.js').catch(loadJsroot).then(() => execCode(JSROOT));\n",
       "         }\n",
       "         loadJsroot();\n",
       "      }\n",
       "   }\n",
       "   process_root_plot_1779222806913();\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from ROOT import gROOT \n",
    "gROOT.GetListOfCanvases().Draw()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.12"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
