C++ RooRealVar::setMax方法代码示例

//.........这里部分代码省略.........
  RooAbsData* data = w->data(dataName);

  // make sure ingredients are found
  if(!data || !mc){
    w->Print();
    cout << "data or ModelConfig was not found" <<endl;
    return;
  }

  /////////////////////////////////////////////
  // create and use the BayesianCalculator
  // to find and plot the 95% credible interval
  // on the parameter of interest as specified
  // in the model config

  // before we do that, we must specify our prior
  // it belongs in the model config, but it may not have
  // been specified
  RooUniform prior("prior","",*mc->GetParametersOfInterest());
  w->import(prior);
  mc->SetPriorPdf(*w->pdf("prior"));

  // do without systematics
  //mc->SetNuisanceParameters(RooArgSet() );
  if (nSigmaNuisance > 0) {
     RooAbsPdf * pdf = mc->GetPdf();
     assert(pdf);
     RooFitResult * res = pdf->fitTo(*data, Save(true), Minimizer(ROOT::Math::MinimizerOptions::DefaultMinimizerType().c_str()), Hesse(true),
                                     PrintLevel(ROOT::Math::MinimizerOptions::DefaultPrintLevel()-1) );

     res->Print();
     RooArgList nuisPar(*mc->GetNuisanceParameters());
     for (int i = 0; i < nuisPar.getSize(); ++i) {
        RooRealVar * v = dynamic_cast<RooRealVar*> (&nuisPar[i] );
        assert( v);
        v->setMin( TMath::Max( v->getMin(), v->getVal() - nSigmaNuisance * v->getError() ) );
        v->setMax( TMath::Min( v->getMax(), v->getVal() + nSigmaNuisance * v->getError() ) );
        std::cout << "setting interval for nuisance  " << v->GetName() << " : [ " << v->getMin() << " , " << v->getMax() << " ]" << std::endl;
     }
  }


  BayesianCalculator bayesianCalc(*data,*mc);
  bayesianCalc.SetConfidenceLevel(confLevel); // 95% interval

  // default of the calculator is central interval.  here use shortest , central or upper limit depending on input
  // doing a shortest interval might require a longer time since it requires a scan of the posterior function
  if (intervalType == 0)  bayesianCalc.SetShortestInterval(); // for shortest interval
  if (intervalType == 1)  bayesianCalc.SetLeftSideTailFraction(0.5); // for central interval
  if (intervalType == 2)  bayesianCalc.SetLeftSideTailFraction(0.); // for upper limit

  if (!integrationType.IsNull() ) {
     bayesianCalc.SetIntegrationType(integrationType); // set integrationType
     bayesianCalc.SetNumIters(nToys); // set number of ietrations (i.e. number of toys for MC integrations)
  }

  // in case of toyMC make a nnuisance pdf
  if (integrationType.Contains("TOYMC") ) {
    RooAbsPdf * nuisPdf = RooStats::MakeNuisancePdf(*mc, "nuisance_pdf");
    cout << "using TOYMC integration: make nuisance pdf from the model " << std::endl;
    nuisPdf->Print();
    bayesianCalc.ForceNuisancePdf(*nuisPdf);
    scanPosterior = true; // for ToyMC the posterior is scanned anyway so used given points
  }

  // compute interval by scanning the posterior function
  if (scanPosterior)
     bayesianCalc.SetScanOfPosterior(nScanPoints);

  RooRealVar* poi = (RooRealVar*) mc->GetParametersOfInterest()->first();
  if (maxPOI != -999 &&  maxPOI > poi->getMin())
    poi->setMax(maxPOI);


  SimpleInterval* interval = bayesianCalc.GetInterval();

  // print out the iterval on the first Parameter of Interest
  cout << "\n>>>> RESULT : " << confLevel*100 << "% interval on " << poi->GetName()<<" is : ["<<
    interval->LowerLimit() << ", "<<
    interval->UpperLimit() <<"] "<<endl;


  // make a plot
  // since plotting may take a long time (it requires evaluating
  // the posterior in many points) this command will speed up
  // by reducing the number of points to plot - do 50

  // ignore errors of PDF if is zero
  RooAbsReal::setEvalErrorLoggingMode(RooAbsReal::Ignore) ;

  
  cout << "\nDrawing plot of posterior function....." << endl;

  // always plot using numer of scan points
  bayesianCalc.SetScanOfPosterior(nScanPoints);

  RooPlot * plot = bayesianCalc.GetPosteriorPlot();
  plot->Draw();

}

//.........这里部分代码省略.........

   // null parameters must includes snapshot of poi plus the nuisance values 
   RooArgSet nullParams(*sbModel->GetSnapshot());
   if (sbModel->GetNuisanceParameters()) nullParams.add(*sbModel->GetNuisanceParameters());
   if (sbModel->GetSnapshot()) slrts.SetNullParameters(nullParams);
   RooArgSet altParams(*bModel->GetSnapshot());
   if (bModel->GetNuisanceParameters()) altParams.add(*bModel->GetNuisanceParameters());
   if (bModel->GetSnapshot()) slrts.SetAltParameters(altParams);
  
   // ratio of profile likelihood - need to pass snapshot for the alt
   RatioOfProfiledLikelihoodsTestStat 
      ropl(*sbModel->GetPdf(), *bModel->GetPdf(), bModel->GetSnapshot());
   ropl.SetSubtractMLE(false);
   if (testStatType == 11) ropl.SetSubtractMLE(true);
   ropl.SetPrintLevel(mPrintLevel);
   ropl.SetMinimizer(minimizerType.c_str());
  
   ProfileLikelihoodTestStat profll(*sbModel->GetPdf());
   if (testStatType == 3) profll.SetOneSided(true);
   if (testStatType == 4) profll.SetSigned(true);
   profll.SetMinimizer(minimizerType.c_str());
   profll.SetPrintLevel(mPrintLevel);

   profll.SetReuseNLL(mOptimize);
   slrts.SetReuseNLL(mOptimize);
   ropl.SetReuseNLL(mOptimize);

   if (mOptimize) { 
      profll.SetStrategy(0);
      ropl.SetStrategy(0);
      ROOT::Math::MinimizerOptions::SetDefaultStrategy(0);
   }
  
   if (mMaxPoi > 0) poi->setMax(mMaxPoi);  // increase limit
  
   MaxLikelihoodEstimateTestStat maxll(*sbModel->GetPdf(),*poi); 
   NumEventsTestStat nevtts;

   AsymptoticCalculator::SetPrintLevel(mPrintLevel);
  
   // create the HypoTest calculator class 
   HypoTestCalculatorGeneric *  hc = 0;
   if (type == 0) hc = new FrequentistCalculator(*data, *bModel, *sbModel);
   else if (type == 1) hc = new HybridCalculator(*data, *bModel, *sbModel);
   // else if (type == 2 ) hc = new AsymptoticCalculator(*data, *bModel, *sbModel, false, mAsimovBins);
   // else if (type == 3 ) hc = new AsymptoticCalculator(*data, *bModel, *sbModel, true, mAsimovBins);  // for using Asimov data generated with nominal values 
   else if (type == 2 ) hc = new AsymptoticCalculator(*data, *bModel, *sbModel, false );
   else if (type == 3 ) hc = new AsymptoticCalculator(*data, *bModel, *sbModel, true );  // for using Asimov data generated with nominal values 
   else {
      Error("StandardHypoTestInvDemo","Invalid - calculator type = %d supported values are only :\n\t\t\t 0 (Frequentist) , 1 (Hybrid) , 2 (Asymptotic) ",type);
      return 0;
   }
  
   // set the test statistic 
   TestStatistic * testStat = 0;
   if (testStatType == 0) testStat = &slrts;
   if (testStatType == 1 || testStatType == 11) testStat = &ropl;
   if (testStatType == 2 || testStatType == 3 || testStatType == 4) testStat = &profll;
   if (testStatType == 5) testStat = &maxll;
   if (testStatType == 6) testStat = &nevtts;

   if (testStat == 0) { 
      Error("StandardHypoTestInvDemo","Invalid - test statistic type = %d supported values are only :\n\t\t\t 0 (SLR) , 1 (Tevatron) , 2 (PLR), 3 (PLR1), 4(MLE)",testStatType);
      return 0;
   }