JetResolution.cc File Reference

#include "CondFormats/JetMETObjects/interface/JetResolution.h"
#include "CondFormats/JetMETObjects/interface/JetCorrectorParameters.h"
#include <TMath.h>
#include <iostream>
#include <sstream>
#include <cassert>

Go to the source code of this file.

Functions
double	fnc_dscb (double *xx, double *pp)
double	fnc_gaussalpha (double *xx, double *pp)
double	fnc_gaussalpha1alpha2 (double *xx, double *pp)

Function Documentation

double fnc_dscb	(	double *	xx,
		double *	pp
	)

Definition at line 185 of file JetResolution.cc.

References RPCpg::mu, N, p1, p2, query::result, and vdt::x.

Referenced by JetResolution::initialize().

{
  double x   = xx[0];
  double N   = pp[0];
  double mu  = pp[1];
  double sig = pp[2];
  double a1  = pp[3];
  double p1  = pp[4];
  double a2  = pp[5];
  double p2  = pp[6];
  
  double u   = (x-mu)/sig;
  double A1  = TMath::Power(p1/TMath::Abs(a1),p1)*TMath::Exp(-a1*a1/2);
  double A2  = TMath::Power(p2/TMath::Abs(a2),p2)*TMath::Exp(-a2*a2/2);
  double B1  = p1/TMath::Abs(a1) - TMath::Abs(a1);
  double B2  = p2/TMath::Abs(a2) - TMath::Abs(a2);

  double result(N);
  if      (u<-a1) result *= A1*TMath::Power(B1-u,-p1);
  else if (u<a2)  result *= TMath::Exp(-u*u/2);
  else            result *= A2*TMath::Power(B2+u,-p2);
  return result;
}

double fnc_gaussalpha	(	double *	xx,
		double *	pp
	)

Definition at line 211 of file JetResolution.cc.

References alpha, GOODCOLL_filter_cfg::cut, timingPdfMaker::mean, N, and lumiQTWidget::t.

Referenced by JetResolution::initialize().

{
    double N    =par[0];
    double mean =par[1];
    double sigma=par[2];
    double alpha=par[3];
    double t    =TMath::Abs((v[0]-mean)/sigma);
    double cut  = 1.0;
    return (t<=cut) ? N*TMath::Exp(-0.5*t*t) : N*TMath::Exp(-0.5*(alpha*(t-cut)+cut*cut));
}

double fnc_gaussalpha1alpha2	(	double *	xx,
		double *	pp
	)

Definition at line 224 of file JetResolution.cc.

References GOODCOLL_filter_cfg::cut, timingPdfMaker::mean, N, and lumiQTWidget::t.

Referenced by JetResolution::initialize().

{
    double N     =par[0];
    double mean  =par[1];
    double sigma =par[2];
    double alpha1=par[3];
    double alpha2=par[4];
    double t     =TMath::Abs((v[0]-mean)/sigma);
    double cut = 1.0;
    return
      (t<=cut) ? N*TMath::Exp(-0.5*t*t) :
      ((v[0]-mean)>=0) ? N*TMath::Exp(-0.5*(alpha1*(t-cut)+cut*cut)) :
      N*TMath::Exp(-0.5*(alpha2*(t-cut)+cut*cut));
}