{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "9fc7417d",
   "metadata": {},
   "source": [
    "# gr011_graph2d_errorsfit\n",
    "\n",
    "\n",
    "\n",
    "**Author:** Olivier Couet, Jamie Gooding  \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 08:37 PM.</small></i>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "03ed2e45",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:37:57.647247Z",
     "iopub.status.busy": "2026-05-19T20:37:57.647111Z",
     "iopub.status.idle": "2026-05-19T20:37:58.705760Z",
     "shell.execute_reply": "2026-05-19T20:37:58.704956Z"
    }
   },
   "outputs": [],
   "source": [
    "from ctypes import c_double\n",
    "\n",
    "import ROOT\n",
    "\n",
    "c1 = ROOT.TCanvas(\"c1\")\n",
    "\n",
    "e = 0.3\n",
    "nd = 500"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9c916766",
   "metadata": {},
   "source": [
    "To generate some random data to put into the graph"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "91f962d2",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:37:58.711778Z",
     "iopub.status.busy": "2026-05-19T20:37:58.711616Z",
     "iopub.status.idle": "2026-05-19T20:37:58.863654Z",
     "shell.execute_reply": "2026-05-19T20:37:58.863161Z"
    }
   },
   "outputs": [],
   "source": [
    "r = ROOT.TRandom()\n",
    "f2 = ROOT.TF2(\"f2\", \"1000*(([0]*sin(x)/x)*([1]*sin(y)/y))+200\", -6, 6, -6, 6)\n",
    "f2.SetParameters(1, 1)\n",
    "\n",
    "dte = ROOT.TGraph2DErrors(nd)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f8a0403f",
   "metadata": {},
   "source": [
    "Fill the 2D graph. It was created only specifying the number of points, so all\n",
    "elements are empty. We now \"fill\" the values and errors with SetPoint and SetPointError.\n",
    "Note that the first point has index zero"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "af6cfefb",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:37:58.866465Z",
     "iopub.status.busy": "2026-05-19T20:37:58.866335Z",
     "iopub.status.idle": "2026-05-19T20:37:58.986462Z",
     "shell.execute_reply": "2026-05-19T20:37:58.985467Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Warning in <TF2::GetRandom2>: function:f2 has 24 negative values: abs assumed\n"
     ]
    }
   ],
   "source": [
    "x = c_double()\n",
    "y = c_double()\n",
    "zmax = 0\n",
    "for i in range(nd):\n",
    "    f2.GetRandom2(x, y)\n",
    "    rnd = r.Uniform(-e, e)  # Generate a random number in [-e,e]\n",
    "    z = f2.Eval(x, y) * (1 + rnd)\n",
    "    if z > zmax:\n",
    "        zmax = z\n",
    "    dte.SetPoint(i, x, y, z)\n",
    "    ex = 0.05 * r.Rndm()\n",
    "    ey = 0.05 * r.Rndm()\n",
    "    ez = abs(z * rnd)\n",
    "    dte.SetPointError(i, ex, ey, ez)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "143306cc",
   "metadata": {},
   "source": [
    "If the fit is not needed, just draw dte here and skip the lines below\n",
    "dte.Draw(\"A p0\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5fa0e206",
   "metadata": {},
   "source": [
    "To do the fit we use a function, in this example the same f2 from above"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "bd196b6c",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:37:58.988074Z",
     "iopub.status.busy": "2026-05-19T20:37:58.987945Z",
     "iopub.status.idle": "2026-05-19T20:37:59.150754Z",
     "shell.execute_reply": "2026-05-19T20:37:59.149761Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "****************************************\n",
      "Minimizer is Minuit2 / Migrad\n",
      "Chi2                      =      515.752\n",
      "NDf                       =          498\n",
      "Edm                       =  8.12059e-06\n",
      "NCalls                    =           35\n",
      "p0                        =     0.576226   +/-   0.19029     \n",
      "p1                        =      1.72868   +/-   0.57087     \n"
     ]
    }
   ],
   "source": [
    "f2.SetParameters(0.5, 1.5)\n",
    "dte.Fit(f2)\n",
    "fit2 = dte.FindObject(\"f2\")\n",
    "fit2.SetTitle(\"Minuit fit result on the Graph2DErrors points\")\n",
    "fit2.SetMaximum(zmax)\n",
    "ROOT.gStyle.SetHistTopMargin(0)\n",
    "fit2.SetLineColor(1)\n",
    "fit2.SetLineWidth(1)\n",
    "fit2.Draw(\"surf1\")\n",
    "dte.Draw(\"same p0\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a168a17",
   "metadata": {},
   "source": [
    "Draw all canvases "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "af6b67ce",
   "metadata": {
    "collapsed": false,
    "execution": {
     "iopub.execute_input": "2026-05-19T20:37:59.152262Z",
     "iopub.status.busy": "2026-05-19T20:37:59.152131Z",
     "iopub.status.idle": "2026-05-19T20:37:59.400558Z",
     "shell.execute_reply": "2026-05-19T20:37:59.399616Z"
    }
   },
   "outputs": [
    {
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').then(json => {\n",
       "   const obj = Core.parse(json);\n",
       "   Core.draw('root_plot_1779223079388', 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_1779223079388();\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
}
