/**********************************************************************************
* Project: TMVA - a Root-integrated toolkit for multivariate data analysis *
* Package: TMVA *
* Class : TMVA_TSpline2 *
* *
* Description: *
* Implementation (see header for description) *
* *
* Authors (alphabetical): *
* Andreas Hoecker <Andreas.Hocker@cern.ch> - CERN, Switzerland *
* Xavier Prudent <prudent@lapp.in2p3.fr> - LAPP, France *
* Helge Voss <Helge.Voss@cern.ch> - MPI-KP Heidelberg, Germany *
* Kai Voss <Kai.Voss@cern.ch> - U. of Victoria, Canada *
* *
* Copyright (c) 2005: *
* CERN, Switzerland, *
* U. of Victoria, Canada, *
* MPI-KP Heidelberg, Germany, *
* LAPP, Annecy, France *
* *
* Redistribution and use in source and binary forms, with or without *
* modification, are permitted according to the terms listed in LICENSE *
* (http://mva.sourceforge.net/license.txt) *
* *
**********************************************************************************/
#include "TMVA_TSpline2.h"
#include "Riostream.h"
ClassImp(TMVA_TSpline2)
//_______________________________________________________________________
TMVA_TSpline2::TMVA_TSpline2( TString title, TGraph* theGraph )
: fGraph( theGraph )
{
// TSpline is a TNamed object
SetNameTitle( title, title );
}
//_______________________________________________________________________
TMVA_TSpline2::~TMVA_TSpline2( void )
{
if (NULL != fGraph) delete fGraph;
}
//_______________________________________________________________________
Double_t TMVA_TSpline2::Eval( const Double_t x ) const
{
Double_t retval=0;
Int_t ibin = TMath::BinarySearch( fGraph->GetN(),
fGraph->GetX(),
x );
// sanity checks
if (ibin < 0 ) ibin = 0;
if (ibin >= fGraph->GetN()) ibin = fGraph->GetN() - 1;
Float_t dx = 0; // should be zero
if (ibin == 0 ) {
retval = Quadrax( x,
fGraph->GetX()[ibin] + dx,
fGraph->GetX()[ibin+1] + dx,
fGraph->GetX()[ibin+2] + dx,
fGraph->GetY()[ibin],
fGraph->GetY()[ibin+1],
fGraph->GetY()[ibin+2]);
}
else if (ibin >= (fGraph->GetN()-1)) {
retval = Quadrax( x,
fGraph->GetX()[ibin-2] + dx,
fGraph->GetX()[ibin-1] + dx,
fGraph->GetX()[ibin] + dx,
fGraph->GetY()[ibin-2],
fGraph->GetY()[ibin-1],
fGraph->GetY()[ibin]);
}
else {
retval = ( Quadrax( x,
fGraph->GetX()[ibin-1] + dx,
fGraph->GetX()[ibin] + dx,
fGraph->GetX()[ibin+1] + dx,
fGraph->GetY()[ibin-1],
fGraph->GetY()[ibin],
fGraph->GetY()[ibin+1])
+
Quadrax( x, fGraph->GetX()[ibin] + dx,
fGraph->GetX()[ibin+1] + dx,
fGraph->GetX()[ibin+2] + dx,
fGraph->GetY()[ibin],
fGraph->GetY()[ibin+1],
fGraph->GetY()[ibin+2]) )*0.5;
}
return retval;
}
//_______________________________________________________________________
void TMVA_TSpline2::BuildCoeff( void )
{}
//_______________________________________________________________________
void TMVA_TSpline2::GetKnot( Int_t /*i*/, Double_t& /*x*/, Double_t& /*y*/ ) const
{}
//_______________________________________________________________________
Double_t TMVA_TSpline2::Quadrax(const Float_t dm,const Float_t dm1,const Float_t dm2,const Float_t dm3,
const Float_t cos1, const Float_t cos2, const Float_t cos3 ) const
{
//
// Revised and checked by Francois Nov, 16th, 2000
// Note the beautiful non-spontaneous symmetry breaking ...
// It was checked that the old routine gave exactly the same answers.
//
Float_t a = cos1*(dm2-dm3) + cos2*(dm3-dm1) + cos3*(dm1-dm2);
Float_t b = cos1*(dm2*dm2-dm3*dm3) + cos2*(dm3*dm3-dm1*dm1) + cos3*(dm1*dm1-dm2*dm2);
Float_t c = cos1*(dm2-dm3)*dm2*dm3 + cos2*(dm3-dm1)*dm3*dm1 + cos3*(dm1-dm2)*dm1*dm2;
Float_t denom = (dm2-dm3)*(dm3-dm1)*(dm1-dm2);
return (denom != 0.0) ? (-a*dm*dm+b*dm-c)/denom : 0.0;
}
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