{
"cells": [
{
"cell_type": "markdown",
"id": "39ae8e7d",
"metadata": {},
"source": [
"# mathLaplace\n",
"Test the TMath::LaplaceDist and TMath::LaplaceDistI functions\n",
"\n",
"\n",
"\n",
"\n",
"**Author:** Anna Kreshuk \n",
"This notebook tutorial was automatically generated with ROOTBOOK-izer from the macro found in the ROOT repository on Tuesday, March 19, 2024 at 07:12 PM."
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "f0d56b73",
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2024-03-19T19:12:52.487945Z",
"iopub.status.busy": "2024-03-19T19:12:52.487628Z",
"iopub.status.idle": "2024-03-19T19:12:53.446430Z",
"shell.execute_reply": "2024-03-19T19:12:53.445163Z"
}
},
"outputs": [],
"source": [
"TCanvas *c1=new TCanvas(\"c1\", \"TMath::LaplaceDist\",600,800);\n",
"c1->Divide(1, 2);\n",
"TVirtualPad *pad1 = c1->cd(1);\n",
"pad1->SetGrid();\n",
"TF1 *flaplace = new TF1(\"flaplace\", \"TMath::LaplaceDist(x, [0], [1])\", -10, 10);\n",
"flaplace->SetParameters(0, 1);\n",
"TF1 *f1 = flaplace->DrawCopy();\n",
"f1->SetLineColor(kRed);\n",
"f1->SetLineWidth(1);\n",
"flaplace->SetParameters(0, 2);\n",
"TF1 *f2 = flaplace->DrawCopy(\"same\");\n",
"f2->SetLineColor(kGreen);\n",
"f2->SetLineWidth(1);\n",
"flaplace->SetParameters(2, 1);\n",
"TF1 *f3 = flaplace->DrawCopy(\"same\");\n",
"f3->SetLineColor(kBlue);\n",
"f3->SetLineWidth(1);\n",
"flaplace->SetParameters(2, 2);\n",
"TF1 *f4 = flaplace->DrawCopy(\"same\");\n",
"f4->SetLineColor(kMagenta);\n",
"f4->SetLineWidth(1);\n",
"TLegend *legend1 = new TLegend(.7,.7,.9,.9);\n",
"legend1->AddEntry(f1,\"alpha=0 beta=1\",\"l\");\n",
"legend1->AddEntry(f2,\"alpha=0 beta=2\",\"l\");\n",
"legend1->AddEntry(f3,\"alpha=2 beta=1\",\"l\");\n",
"legend1->AddEntry(f4,\"alpha=2 beta=2\",\"l\");\n",
"legend1->Draw();\n",
"\n",
"TVirtualPad *pad2 = c1->cd(2);\n",
"pad2->SetGrid();\n",
"TF1 *flaplacei=new TF1(\"flaplacei\", \"TMath::LaplaceDistI(x, [0], [1])\", -10, 10);\n",
"flaplacei->SetParameters(0, 1);\n",
"TF1 *g1=flaplacei->DrawCopy();\n",
"g1->SetLineColor(kRed);\n",
"g1->SetLineWidth(1);\n",
"flaplacei->SetParameters(0, 2);\n",
"TF1 *g2=flaplacei->DrawCopy(\"same\");\n",
"g2->SetLineColor(kGreen);\n",
"g2->SetLineWidth(1);\n",
"flaplacei->SetParameters(2, 1);\n",
"TF1 *g3=flaplacei->DrawCopy(\"same\");\n",
"g3->SetLineColor(kBlue);\n",
"g3->SetLineWidth(1);\n",
"flaplacei->SetParameters(2, 2);\n",
"TF1 *g4=flaplacei->DrawCopy(\"same\");\n",
"g4->SetLineColor(kMagenta);\n",
"g4->SetLineWidth(1);\n",
"\n",
"TLegend *legend2 = new TLegend(.7,.15,0.9,.35);\n",
"legend2->AddEntry(f1,\"alpha=0 beta=1\",\"l\");\n",
"legend2->AddEntry(f2,\"alpha=0 beta=2\",\"l\");\n",
"legend2->AddEntry(f3,\"alpha=2 beta=1\",\"l\");\n",
"legend2->AddEntry(f4,\"alpha=2 beta=2\",\"l\");\n",
"legend2->Draw();\n",
"c1->cd();"
]
},
{
"cell_type": "markdown",
"id": "c4991067",
"metadata": {},
"source": [
"Draw all canvases "
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "440c7291",
"metadata": {
"collapsed": false,
"execution": {
"iopub.execute_input": "2024-03-19T19:12:53.451282Z",
"iopub.status.busy": "2024-03-19T19:12:53.450933Z",
"iopub.status.idle": "2024-03-19T19:12:53.874290Z",
"shell.execute_reply": "2024-03-19T19:12:53.873240Z"
}
},
"outputs": [
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"gROOT->GetListOfCanvases()->Draw()"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "ROOT C++",
"language": "c++",
"name": "root"
},
"language_info": {
"codemirror_mode": "text/x-c++src",
"file_extension": ".C",
"mimetype": " text/x-c++src",
"name": "c++"
}
},
"nbformat": 4,
"nbformat_minor": 5
}