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diff --git a/src/LauIsobarDynamics.cc b/src/LauIsobarDynamics.cc
index c9253f8..4950fb4 100644
--- a/src/LauIsobarDynamics.cc
+++ b/src/LauIsobarDynamics.cc
@@ -1,2468 +1,2468 @@
// Copyright University of Warwick 2005 - 2014.
// Distributed under the Boost Software License, Version 1.0.
// (See accompanying file LICENSE_1_0.txt or copy at http://www.boost.org/LICENSE_1_0.txt)
// Authors:
// Thomas Latham
// John Back
// Paul Harrison
/*! \file LauIsobarDynamics.cc
\brief File containing implementation of LauIsobarDynamics class.
*/
#include <iostream>
#include <iomanip>
#include <fstream>
#include <set>
#include <vector>
#include "TFile.h"
#include "TRandom.h"
#include "TSystem.h"
#include "LauAbsEffModel.hh"
#include "LauAbsResonance.hh"
#include "LauAbsIncohRes.hh"
#include "LauBelleNR.hh"
#include "LauBelleSymNR.hh"
#include "LauCacheData.hh"
#include "LauConstants.hh"
#include "LauDaughters.hh"
#include "LauDPPartialIntegralInfo.hh"
#include "LauFitDataTree.hh"
#include "LauIsobarDynamics.hh"
#include "LauKinematics.hh"
#include "LauKMatrixProdPole.hh"
#include "LauKMatrixProdSVP.hh"
#include "LauKMatrixPropagator.hh"
#include "LauKMatrixPropFactory.hh"
#include "LauNRAmplitude.hh"
#include "LauPrint.hh"
#include "LauRandom.hh"
#include "LauResonanceMaker.hh"
ClassImp(LauIsobarDynamics)
// for Kpipi: only one scfFraction 2D histogram is needed
LauIsobarDynamics::LauIsobarDynamics(LauDaughters* daughters, LauAbsEffModel* effModel, LauAbsEffModel* scfFractionModel) :
daughters_(daughters),
kinematics_(daughters_ ? daughters_->getKinematics() : 0),
effModel_(effModel),
nAmp_(0),
nIncohAmp_(0),
DPNorm_(0.0),
DPRate_("DPRate", 0.0, 0.0, 1000.0),
meanDPEff_("meanDPEff", 0.0, 0.0, 1.0),
currentEvent_(0),
symmetricalDP_(kFALSE),
fullySymmetricDP_(kFALSE),
integralsDone_(kFALSE),
normalizationSchemeDone_(kFALSE),
intFileName_("integ.dat"),
m13BinWidth_(0.005),
m23BinWidth_(0.005),
narrowWidth_(0.020),
binningFactor_(100.0),
m13Sq_(0.0),
m23Sq_(0.0),
mPrime_(0.0),
thPrime_(0.0),
tagCat_(-1),
eff_(1.0),
scfFraction_(0.0),
jacobian_(0.0),
ASq_(0.0),
evtLike_(0.0),
iterationsMax_(100000),
nSigGenLoop_(0),
aSqMaxSet_(1.25),
aSqMaxVar_(0.0),
flipHelicity_(kTRUE),
recalcNormalisation_(kFALSE)
{
if (daughters != 0) {
symmetricalDP_ = daughters->gotSymmetricalDP();
fullySymmetricDP_ = daughters->gotFullySymmetricDP();
typDaug_.push_back(daughters->getTypeDaug1());
typDaug_.push_back(daughters->getTypeDaug2());
typDaug_.push_back(daughters->getTypeDaug3());
}
if (scfFractionModel != 0) {
scfFractionModel_[0] = scfFractionModel;
}
sigResonances_.clear();
sigIncohResonances_.clear();
kMatrixPropagators_.clear();
kMatrixPropSet_.clear();
extraParameters_.clear();
}
// for Kspipi, we need a scfFraction 2D histogram for each tagging category. They are provided by the map.
// Also, we need to know the place that the tagging category of the current event occupies in the data structure inputFitTree
LauIsobarDynamics::LauIsobarDynamics(LauDaughters* daughters, LauAbsEffModel* effModel, LauTagCatScfFractionModelMap scfFractionModel) :
daughters_(daughters),
kinematics_(daughters_ ? daughters_->getKinematics() : 0),
effModel_(effModel),
scfFractionModel_(scfFractionModel),
nAmp_(0),
nIncohAmp_(0),
DPNorm_(0.0),
DPRate_("DPRate", 0.0, 0.0, 1000.0),
meanDPEff_("meanDPEff", 0.0, 0.0, 1.0),
currentEvent_(0),
symmetricalDP_(kFALSE),
fullySymmetricDP_(kFALSE),
integralsDone_(kFALSE),
normalizationSchemeDone_(kFALSE),
intFileName_("integ.dat"),
m13BinWidth_(0.005),
m23BinWidth_(0.005),
narrowWidth_(0.020),
binningFactor_(100.0),
m13Sq_(0.0),
m23Sq_(0.0),
mPrime_(0.0),
thPrime_(0.0),
tagCat_(-1),
eff_(1.0),
scfFraction_(0.0),
jacobian_(0.0),
ASq_(0.0),
evtLike_(0.0),
iterationsMax_(100000),
nSigGenLoop_(0),
aSqMaxSet_(1.25),
aSqMaxVar_(0.0),
flipHelicity_(kTRUE),
recalcNormalisation_(kFALSE)
{
// Constructor for the isobar signal model
if (daughters != 0) {
symmetricalDP_ = daughters->gotSymmetricalDP();
fullySymmetricDP_ = daughters->gotFullySymmetricDP();
typDaug_.push_back(daughters->getTypeDaug1());
typDaug_.push_back(daughters->getTypeDaug2());
typDaug_.push_back(daughters->getTypeDaug3());
}
sigResonances_.clear();
sigIncohResonances_.clear();
kMatrixPropagators_.clear();
kMatrixPropSet_.clear();
extraParameters_.clear();
}
LauIsobarDynamics::~LauIsobarDynamics()
{
extraParameters_.clear();
for ( std::vector<LauCacheData*>::iterator iter = data_.begin(); iter != data_.end(); ++iter ) {
delete (*iter);
}
data_.clear();
for (std::vector<LauDPPartialIntegralInfo*>::iterator it = dpPartialIntegralInfo_.begin(); it != dpPartialIntegralInfo_.end(); ++it)
{
delete (*it);
}
dpPartialIntegralInfo_.clear();
}
void LauIsobarDynamics::resetNormVectors()
{
for (UInt_t i = 0; i < nAmp_; i++) {
fSqSum_[i] = 0.0;
fSqEffSum_[i] = 0.0;
fNorm_[i] = 0.0;
ff_[i].zero();
for (UInt_t j = 0; j < nAmp_; j++) {
fifjEffSum_[i][j].zero();
fifjSum_[i][j].zero();
}
}
for (UInt_t i = 0; i < nIncohAmp_; i++) {
fSqSum_[i+nAmp_] = 0.0;
fSqEffSum_[i+nAmp_] = 0.0;
fNorm_[i+nAmp_] = 0.0;
incohInten_[i] = 0.0;
}
}
void LauIsobarDynamics::recalculateNormalisation()
{
if ( recalcNormalisation_ == kFALSE ) {
return;
}
// We need to calculate the normalisation constants for the
// Dalitz plot generation/fitting.
integralsDone_ = kFALSE;
this->resetNormVectors();
this->findIntegralsToBeRecalculated();
this->calcDPNormalisation();
integralsDone_ = kTRUE;
}
void LauIsobarDynamics::findIntegralsToBeRecalculated()
{
// Loop through the resonance parameters and see which ones have changed
// For those that have changed mark the corresponding resonance(s) as needing to be re-evaluated
integralsToBeCalculated_.clear();
const UInt_t nResPars = resonancePars_.size();
for ( UInt_t iPar(0); iPar < nResPars; ++iPar ) {
const Double_t newValue = resonancePars_[iPar]->value();
if ( newValue != resonanceParValues_[iPar] ) {
resonanceParValues_[iPar] = newValue;
const std::vector<UInt_t>& indices = resonanceParResIndex_[iPar];
std::vector<UInt_t>::const_iterator indexIter = indices.begin();
const std::vector<UInt_t>::const_iterator indexEnd = indices.end();
for( ; indexIter != indexEnd; ++indexIter) {
integralsToBeCalculated_.insert(*indexIter);
}
}
}
}
void LauIsobarDynamics::initialise(const std::vector<LauComplex>& coeffs)
{
// Check whether we have a valid set of integration constants for
// the normalisation of the signal likelihood function.
this->initialiseVectors();
// Mark the DP integrals as undetermined
integralsDone_ = kFALSE;
// Initialise all resonance models
resonancePars_.clear();
resonanceParValues_.clear();
resonanceParResIndex_.clear();
std::set<LauParameter*> uniqueResPars;
UInt_t resIndex(0);
for ( std::vector<LauAbsResonance*>::iterator resIter = sigResonances_.begin(); resIter != sigResonances_.end(); ++resIter ) {
(*resIter)->initialise();
// Check if this resonance has floating parameters
// Append all unique parameters to our list
const std::vector<LauParameter*>& resPars = (*resIter)->getFloatingParameters();
for ( std::vector<LauParameter*>::const_iterator parIter = resPars.begin(); parIter != resPars.end(); ++parIter ) {
if ( uniqueResPars.insert( *parIter ).second ) {
// This parameter has not already been added to
// the list of unique ones. Add it, its value
// and its associated resonance ID to the
// appropriate lists.
resonancePars_.push_back( *parIter );
resonanceParValues_.push_back( (*parIter)->value() );
std::vector<UInt_t> resIndices( 1, resIndex );
resonanceParResIndex_.push_back( resIndices );
} else {
// This parameter has already been added to the
// list of unique ones. However, we still need
// to indicate that this resonance should be
// associated with it.
std::vector<LauParameter*>::const_iterator uniqueParIter = resonancePars_.begin();
std::vector<std::vector<UInt_t> >::iterator indicesIter = resonanceParResIndex_.begin();
while( (*uniqueParIter) != (*parIter) ) {
++uniqueParIter;
++indicesIter;
}
( *indicesIter ).push_back( resIndex );
}
}
++resIndex;
}
for ( std::vector<LauAbsIncohRes*>::iterator resIter = sigIncohResonances_.begin(); resIter != sigIncohResonances_.end(); ++resIter ) {
(*resIter)->initialise();
// Check if this resonance has floating parameters
// Append all unique parameters to our list
const std::vector<LauParameter*>& resPars = (*resIter)->getFloatingParameters();
for ( std::vector<LauParameter*>::const_iterator parIter = resPars.begin(); parIter != resPars.end(); ++parIter ) {
if ( uniqueResPars.insert( *parIter ).second ) {
// This parameter has not already been added to
// the list of unique ones. Add it, its value
// and its associated resonance ID to the
// appropriate lists.
resonancePars_.push_back( *parIter );
resonanceParValues_.push_back( (*parIter)->value() );
std::vector<UInt_t> resIndices( 1, resIndex );
resonanceParResIndex_.push_back( resIndices );
} else {
// This parameter has already been added to the
// list of unique ones. However, we still need
// to indicate that this resonance should be
// associated with it.
std::vector<LauParameter*>::const_iterator uniqueParIter = resonancePars_.begin();
std::vector<std::vector<UInt_t> >::iterator indicesIter = resonanceParResIndex_.begin();
while( (*uniqueParIter) != (*parIter) ) {
++uniqueParIter;
++indicesIter;
}
( *indicesIter ).push_back( resIndex );
}
}
++resIndex;
}
if ( resonancePars_.empty() ) {
recalcNormalisation_ = kFALSE;
} else {
recalcNormalisation_ = kTRUE;
}
// Print summary of what we have so far to screen
this->initSummary();
if ( nAmp_+nIncohAmp_ == 0 ) {
std::cout << "INFO in LauIsobarDynamics::initialise : No contributions to DP model, not performing normalisation integrals." << std::endl;
} else {
// We need to calculate the normalisation constants for the Dalitz plot generation/fitting.
std::cout<<"INFO in LauIsobarDynamics::initialise : Starting special run to generate the integrals for normalising the PDF..."<<std::endl;
// Since this is the initialisation, we need to calculate everything for every resonance
integralsToBeCalculated_.clear();
for ( UInt_t i(0); i < nAmp_+nIncohAmp_; ++i ) {
integralsToBeCalculated_.insert(i);
}
// Calculate and cache the normalisations of each resonance _dynamic_ amplitude
// (e.g. Breit-Wigner contribution, not from the complex coefficients).
// These are stored in fNorm_[i].
// fSqSum[i] is the total of the dynamical amplitude squared for a given resonance, i.
// We require that:
// |fNorm_[i]|^2 * |fSqSum[i]|^2 = 1,
// i.e. fNorm_[i] normalises each resonance contribution to give the same number of
// events in the DP, accounting for the total DP area and the dynamics of the resonance.
this->calcDPNormalisation();
// Write the integrals to a file (mainly for debugging purposes)
this->writeIntegralsFile();
}
integralsDone_ = kTRUE;
std::cout << std::setprecision(10);
std::cout<<"INFO in LauIsobarDynamics::initialise : Summary of the integrals:"<<std::endl;
for (UInt_t i = 0; i < nAmp_+nIncohAmp_; i++) {
std::cout<<" fNorm["<<i<<"] = "<<fNorm_[i]<<std::endl;
std::cout<<" fSqSum["<<i<<"] = "<<fSqSum_[i]<<std::endl;
std::cout<<" fSqEffSum["<<i<<"] = "<<fSqEffSum_[i]<<std::endl;
}
for (UInt_t i = 0; i < nAmp_; i++) {
for (UInt_t j = 0; j < nAmp_; j++) {
std::cout<<" fifjEffSum["<<i<<"]["<<j<<"] = "<<fifjEffSum_[i][j];
}
std::cout<<std::endl;
}
for (UInt_t i = 0; i < nAmp_; i++) {
for (UInt_t j = 0; j < nAmp_; j++) {
std::cout<<" fifjSum["<<i<<"]["<<j<<"] = "<<fifjSum_[i][j];
}
std::cout<<std::endl;
}
// Calculate the initial fit fractions (for later comparison with Toy MC, if required)
this->updateCoeffs(coeffs);
this->calcExtraInfo(kTRUE);
for (UInt_t i = 0; i < nAmp_; i++) {
for (UInt_t j = i; j < nAmp_; j++) {
std::cout<<"INFO in LauIsobarDynamics::initialise : Initial fit fraction for amplitude ("<<i<<","<<j<<") = "<<fitFrac_[i][j].genValue()<<std::endl;
}
}
for (UInt_t i = 0; i < nIncohAmp_; i++) {
std::cout<<"INFO in LauIsobarDynamics::initialise : Initial fit fraction for incoherent amplitude ("<<i<<","<<i<<") = "<<fitFrac_[i+nAmp_][i+nAmp_].genValue()<<std::endl;
}
std::cout<<"INFO in LauIsobarDynamics::initialise : Initial efficiency = "<<meanDPEff_.initValue()<<std::endl;
std::cout<<"INFO in LauIsobarDynamics::initialise : Initial DPRate = "<<DPRate_.initValue()<<std::endl;
}
void LauIsobarDynamics::initSummary()
{
UInt_t i(0);
TString nameP = daughters_->getNameParent();
TString name1 = daughters_->getNameDaug1();
TString name2 = daughters_->getNameDaug2();
TString name3 = daughters_->getNameDaug3();
std::cout<<"INFO in LauIsobarDynamics::initSummary : We are going to do a DP with "<<nameP<<" going to "<<name1<<" "<<name2<<" "<<name3<<std::endl;
std::cout<<" : For the following resonance combinations:"<<std::endl;
std::cout<<" : In tracks 2 and 3:"<<std::endl;
for (i = 0; i < nAmp_; i++) {
if (resPairAmp_[i] == 1) {
std::cout<<" : "<<resTypAmp_[i]<<" to "<<name2<<", "<< name3<<std::endl;
}
}
for (i = 0; i < nIncohAmp_; i++) {
if (incohResPairAmp_[i] == 1) {
std::cout<<" : "<<incohResTypAmp_[i]<<" (incoherent) to "<<name2<<", "<< name3<<std::endl;
}
}
std::cout<<std::endl;
std::cout<<" : In tracks 1 and 3:"<<std::endl;
for (i = 0; i < nAmp_; i++) {
if (resPairAmp_[i] == 2) {
std::cout<<" : "<<resTypAmp_[i]<<" to "<<name1<<", "<< name3<<std::endl;
}
}
for (i = 0; i < nIncohAmp_; i++) {
if (incohResPairAmp_[i] == 2) {
std::cout<<" : "<<incohResTypAmp_[i]<<" (incoherent) to "<<name1<<", "<< name3<<std::endl;
}
}
std::cout<<std::endl;
std::cout<<" : In tracks 1 and 2:"<<std::endl;
for (i = 0; i < nAmp_; i++) {
if (resPairAmp_[i] == 3) {
std::cout<<" : "<<resTypAmp_[i]<<" to "<<name1<<", "<< name2<<std::endl;
}
}
for (i = 0; i < nIncohAmp_; i++) {
if (incohResPairAmp_[i] == 3) {
std::cout<<" : "<<incohResTypAmp_[i]<<" (incoherent) to "<<name1<<", "<< name2<<std::endl;
}
}
std::cout<<std::endl;
for (i = 0; i < nAmp_; i++) {
if (resPairAmp_[i] == 0) {
std::cout<<" : and a non-resonant amplitude."<<std::endl;
}
}
std::cout<<std::endl;
}
void LauIsobarDynamics::initialiseVectors()
{
fSqSum_.clear(); fSqSum_.resize(nAmp_+nIncohAmp_);
fSqEffSum_.clear(); fSqEffSum_.resize(nAmp_+nIncohAmp_);
fifjEffSum_.clear(); fifjEffSum_.resize(nAmp_);
fifjSum_.clear(); fifjSum_.resize(nAmp_);
ff_.clear(); ff_.resize(nAmp_);
incohInten_.clear(); incohInten_.resize(nIncohAmp_);
fNorm_.clear(); fNorm_.resize(nAmp_+nIncohAmp_);
fitFrac_.clear(); fitFrac_.resize(nAmp_+nIncohAmp_);
fitFracEffUnCorr_.clear(); fitFracEffUnCorr_.resize(nAmp_+nIncohAmp_);
LauComplex null(0.0, 0.0);
for (UInt_t i = 0; i < nAmp_; i++) {
fSqSum_[i] = 0.0; fNorm_[i] = 0.0;
ff_[i] = null;
fifjEffSum_[i].resize(nAmp_);
fifjSum_[i].resize(nAmp_);
fitFrac_[i].resize(nAmp_+nIncohAmp_);
fitFracEffUnCorr_[i].resize(nAmp_+nIncohAmp_);
for (UInt_t j = 0; j < nAmp_; j++) {
fifjEffSum_[i][j] = null;
fifjSum_[i][j] = null;
fitFrac_[i][j].valueAndRange(0.0, -100.0, 100.0);
fitFracEffUnCorr_[i][j].valueAndRange(0.0, -100.0, 100.0);
}
for (UInt_t j = nAmp_; j < nAmp_+nIncohAmp_; j++) {
fitFrac_[i][j].valueAndRange(0.0, -100.0, 100.0);
fitFracEffUnCorr_[i][j].valueAndRange(0.0, -100.0, 100.0);
}
}
for (UInt_t i = nAmp_; i < nAmp_+nIncohAmp_; i++) {
fSqSum_[i] = 0.0; fNorm_[i] = 0.0;
incohInten_[i-nAmp_] = 0.0;
fitFrac_[i].resize(nAmp_+nIncohAmp_);
fitFracEffUnCorr_[i].resize(nAmp_+nIncohAmp_);
for (UInt_t j = 0; j < nAmp_+nIncohAmp_; j++) {
fitFrac_[i][j].valueAndRange(0.0, -100.0, 100.0);
fitFracEffUnCorr_[i][j].valueAndRange(0.0, -100.0, 100.0);
}
}
UInt_t nKMatrixProps = kMatrixPropagators_.size();
extraParameters_.clear();
extraParameters_.resize( nKMatrixProps );
for ( UInt_t i = 0; i < nKMatrixProps; ++i ) {
extraParameters_[i].valueAndRange(0.0, -100.0, 100.0);
}
}
void LauIsobarDynamics::writeIntegralsFile()
{
// Routine to end integration calculation for loglike normalisation.
// This writes out the normalisation integral output into the file named
// outputFileName.
std::cout<<"INFO in LauIsobarDynamics::writeIntegralsFile : Writing integral output to integrals file "<<intFileName_.Data()<<std::endl;
UInt_t i(0), j(0);
std::ofstream getChar(intFileName_.Data());
getChar << std::setprecision(10);
// Write out daughter types (pi, pi0, K, K0s?)
for (i = 0; i < 3; i++) {
getChar << typDaug_[i] << " ";
}
// Write out number of resonances in the Dalitz plot model
getChar << nAmp_ << std::endl;
// Write out the resonances
for (i = 0; i < nAmp_; i++) {
getChar << resTypAmp_[i] << " ";
}
getChar << std::endl;
// Write out the resonance model types (BW, RelBW etc...)
for (i = 0; i < nAmp_; i++) {
LauAbsResonance* theResonance = sigResonances_[i];
Int_t resModelInt = theResonance->getResonanceModel();
getChar << resModelInt << " ";
}
getChar << std::endl;
// Write out the track pairings for each resonance. This is specified
// by the resPairAmpInt integer in the addResonance function.
for (i = 0; i < nAmp_; i++) {
getChar << resPairAmp_[i] << " ";
}
getChar << std::endl;
// Write out the fSqSum = |ff|^2, where ff = resAmp()
for (i = 0; i < nAmp_; i++) {
getChar << fSqSum_[i] << " ";
}
getChar << std::endl;
// Similar to fSqSum, but with the efficiency term included.
for (i = 0; i < nAmp_; i++) {
getChar << fSqEffSum_[i] << " ";
}
getChar << std::endl;
// Write out the f_i*f_j_conj*eff values = resAmp_i*resAmp_j_conj*eff.
// Note that only the top half of the i*j "matrix" is required, as it
// is symmetric w.r.t i, j.
for (i = 0; i < nAmp_; i++) {
for (j = i; j < nAmp_; j++) {
getChar << fifjEffSum_[i][j] << " ";
}
}
getChar << std::endl;
// Similar to fifjEffSum, but without the efficiency term included.
for (i = 0; i < nAmp_; i++) {
for (j = i; j < nAmp_; j++) {
getChar << fifjSum_[i][j] << " ";
}
}
getChar << std::endl;
// Write out number of incoherent resonances in the Dalitz plot model
getChar << nIncohAmp_ << std::endl;
// Write out the incoherent resonances
for (i = 0; i < nIncohAmp_; i++) {
getChar << incohResTypAmp_[i] << " ";
}
getChar << std::endl;
// Write out the incoherent resonance model types (BW, RelBW etc...)
for (i = 0; i < nIncohAmp_; i++) {
LauAbsResonance* theResonance = sigIncohResonances_[i];
Int_t resModelInt = theResonance->getResonanceModel();
getChar << resModelInt << " ";
}
getChar << std::endl;
// Write out the track pairings for each incoherent resonance. This is specified
// by the resPairAmpInt integer in the addIncohResonance function.
for (i = 0; i < nIncohAmp_; i++) {
getChar << incohResPairAmp_[i] << " ";
}
getChar << std::endl;
// Write out the fSqSum = |ff|^2, where |ff|^2 = incohResAmp()
for (i = nAmp_; i < nAmp_+nIncohAmp_; i++) {
getChar << fSqSum_[i] << " ";
}
getChar << std::endl;
// Similar to fSqSum, but with the efficiency term included.
for (i = nAmp_; i < nAmp_+nIncohAmp_; i++) {
getChar << fSqEffSum_[i] << " ";
}
getChar << std::endl;
}
LauAbsResonance* LauIsobarDynamics::addResonance(const TString& resName, const Int_t resPairAmpInt, const LauAbsResonance::LauResonanceModel resType, const LauBlattWeisskopfFactor::BlattWeisskopfCategory bwCategory, const LauBlattWeisskopfFactor::BarrierType bwType)
{
// Function to add a resonance in a Dalitz plot.
// No check is made w.r.t flavour and charge conservation rules, and so
// the user is responsible for checking the internal consistency of
// their function statements with these laws. For example, the program
// will not prevent the user from asking for a rho resonance in a K-pi
// pair or a K* resonance in a pi-pi pair.
// However, to assist the user, a summary of the resonant structure requested
// by the user is printed before the program runs. It is important to check this
// information when you first define your Dalitz plot model before doing
// any fitting/generating.
// Arguments are: resonance name, integer to specify the resonance track pairing
// (1 => m_23, 2 => m_13, 3 => m_12), i.e. the bachelor track number.
// The third argument resType specifies whether the resonance is a Breit-Wigner (BW)
// Relativistic Breit-Wigner (RelBW) or Flatte distribution (Flatte), for example.
LauResonanceMaker& resonanceMaker = LauResonanceMaker::get();
LauAbsResonance *theResonance = resonanceMaker.getResonance(daughters_, resName, resPairAmpInt, resType, bwCategory, bwType);
if (theResonance == 0) {
std::cerr<<"ERROR in LauIsobarDynamics::addResonance : Couldn't create the resonance \""<<resName<<"\""<<std::endl;
return 0;
}
// implement the helicity flip here
if (flipHelicity_ && daughters_->getCharge(resPairAmpInt) == 0 && daughters_->getChargeParent() == 0 && daughters_->getTypeParent() > 0 ) {
if ( ( resPairAmpInt == 1 && TMath::Abs(daughters_->getTypeDaug2()) == TMath::Abs(daughters_->getTypeDaug3()) ) ||
( resPairAmpInt == 2 && TMath::Abs(daughters_->getTypeDaug1()) == TMath::Abs(daughters_->getTypeDaug3()) ) ||
( resPairAmpInt == 3 && TMath::Abs(daughters_->getTypeDaug1()) == TMath::Abs(daughters_->getTypeDaug2()) ) ) {
theResonance->flipHelicity(kTRUE);
}
}
// Set the resonance name and what track is the bachelor
TString resonanceName = theResonance->getResonanceName();
resTypAmp_.push_back(resonanceName);
// Always force the non-resonant amplitude pair to have resPairAmp = 0
// in case the user chooses the wrong number.
if ( resType == LauAbsResonance::FlatNR ||
resType == LauAbsResonance::NRModel ) {
std::cout<<"INFO in LauIsobarDynamics::addResonance : Setting resPairAmp to 0 for "<<resonanceName<<" contribution."<<std::endl;
resPairAmp_.push_back(0);
} else {
resPairAmp_.push_back(resPairAmpInt);
}
// Increment the number of resonance amplitudes we have so far
++nAmp_;
// Finally, add the resonance object to the internal array
sigResonances_.push_back(theResonance);
std::cout<<"INFO in LauIsobarDynamics::addResonance : Successfully added resonance. Total number of resonances so far = "<<nAmp_<<std::endl;
return theResonance;
}
LauAbsResonance* LauIsobarDynamics::addIncoherentResonance(const TString& resName, const Int_t resPairAmpInt, const LauAbsResonance::LauResonanceModel resType)
{
// Function to add an incoherent resonance in a Dalitz plot.
// No check is made w.r.t flavour and charge conservation rules, and so
// the user is responsible for checking the internal consistency of
// their function statements with these laws. For example, the program
// will not prevent the user from asking for a rho resonance in a K-pi
// pair or a K* resonance in a pi-pi pair.
// However, to assist the user, a summary of the resonant structure requested
// by the user is printed before the program runs. It is important to check this
// information when you first define your Dalitz plot model before doing
// any fitting/generating.
// Arguments are: resonance name, integer to specify the resonance track pairing
// (1 => m_23, 2 => m_13, 3 => m_12), i.e. the bachelor track number.
// The third argument resType specifies the shape of the resonance
// Gaussian (GaussIncoh), for example.
LauResonanceMaker& resonanceMaker = LauResonanceMaker::get();
LauAbsIncohRes *theResonance = (LauAbsIncohRes*)resonanceMaker.getResonance(daughters_, resName, resPairAmpInt, resType);
if (theResonance == 0) {
std::cerr<<"ERROR in LauIsobarDynamics::addIncohResonance : Couldn't create the resonance \""<<resName<<"\""<<std::endl;
return 0;
}
// Set the resonance name and what track is the bachelor
TString resonanceName = theResonance->getResonanceName();
incohResTypAmp_.push_back(resonanceName);
incohResPairAmp_.push_back(resPairAmpInt);
// Increment the number of resonance amplitudes we have so far
++nIncohAmp_;
// Finally, add the resonance object to the internal array
sigIncohResonances_.push_back(theResonance);
std::cout<<"INFO in LauIsobarDynamics::addIncohResonance : Successfully added incoherent resonance. Total number of incoherent resonances so far = "<<nIncohAmp_<<std::endl;
return theResonance;
}
void LauIsobarDynamics::defineKMatrixPropagator(const TString& propName, const TString& paramFileName, Int_t resPairAmpInt,
Int_t nChannels, Int_t nPoles, Int_t rowIndex)
{
// Define the K-matrix propagator. The resPairAmpInt integer specifies which mass combination should be used
// for the invariant mass-squared variable "s". The pole masses and coupling constants are defined in the
// paramFileName parameter file.
// The number of channels and poles are defined by the nChannels and nPoles integers, respectively.
// The integer rowIndex specifies which row of the propagator should be used when
// summing over all amplitude channels: S-wave will be the first row, so rowIndex = 1.
// Check that the rowIndex is valid
if (rowIndex < 1 || rowIndex > nChannels) {
std::cerr << "ERROR in LauIsobarDynamics::defineKMatrixPropagator. The rowIndex, which is set to "
<< rowIndex << ", must be between 1 and the number of channels "
<< nChannels << std::endl;
gSystem->Exit(EXIT_FAILURE);
}
TString propagatorName(propName), parameterFile(paramFileName);
LauKMatrixPropagator* thePropagator = LauKMatrixPropFactory::getInstance()->getPropagator(propagatorName, parameterFile,
resPairAmpInt, nChannels,
nPoles, rowIndex);
kMatrixPropagators_[propagatorName] = thePropagator;
}
void LauIsobarDynamics::addKMatrixProdPole(const TString& poleName, const TString& propName, Int_t poleIndex)
{
// Add a K-matrix production pole term, using the K-matrix propagator given by the propName.
// Here, poleIndex is the integer specifying the pole number.
// First, find the K-matrix propagator.
KMPropMap::iterator mapIter = kMatrixPropagators_.find(propName);
if (mapIter != kMatrixPropagators_.end()) {
LauKMatrixPropagator* thePropagator = mapIter->second;
// Make sure the pole index is valid
Int_t nPoles = thePropagator->getNPoles();
if (poleIndex < 1 || poleIndex > nPoles) {
std::cerr<<"ERROR in LauIsobarDynamics::addKMatrixProdPole : The pole index "<<poleIndex
<<" is not between 1 and "<<nPoles<<". Not adding production pole "<<poleName
<<" for K-matrix propagator "<<propName<<std::endl;
return;
}
// Now add the K-matrix production pole amplitude to the vector of LauAbsResonance pointers.
Int_t resPairAmpInt = thePropagator->getResPairAmpInt();
LauAbsResonance* prodPole = new LauKMatrixProdPole(poleName, poleIndex, resPairAmpInt, thePropagator, daughters_);
resTypAmp_.push_back(poleName);
resPairAmp_.push_back(resPairAmpInt);
nAmp_++;
sigResonances_.push_back(prodPole);
// Also store the propName-poleName pair for calculating total fit fractions later on
// (avoiding the need to use dynamic casts to check which resonances are of the K-matrix type)
kMatrixPropSet_[poleName] = propName;
std::cout<<"INFO in LauIsobarDynamics::addKMatrixProdPole : Successfully added K-matrix production pole term. Total number of resonances so far = "<<nAmp_<<std::endl;
} else {
std::cerr<<"ERROR in LauIsobarDynamics::addKMatrixProdPole : The propagator of the name "<<propName
<<" could not be found for the production pole "<<poleName<<std::endl;
}
}
void LauIsobarDynamics::addKMatrixProdSVP(const TString& SVPName, const TString& propName, Int_t channelIndex)
{
// Add a K-matrix production "slowly-varying part" (SVP) term, using the K-matrix propagator
// given by the propName. Here, channelIndex is the integer specifying the channel number.
// First, find the K-matrix propagator.
KMPropMap::iterator mapIter = kMatrixPropagators_.find(propName);
if (mapIter != kMatrixPropagators_.end()) {
LauKMatrixPropagator* thePropagator = mapIter->second;
// Make sure the channel index is valid
Int_t nChannels = thePropagator->getNChannels();
if (channelIndex < 1 || channelIndex > nChannels) {
std::cerr<<"ERROR in LauIsobarDynamics::addKMatrixProdSVP : The channel index "<<channelIndex
<<" is not between 1 and "<<nChannels<<". Not adding production slowly-varying part "<<SVPName
<<" for K-matrix propagator "<<propName<<std::endl;
return;
}
// Now add the K-matrix production SVP amplitude to the vector of LauAbsResonance pointers.
Int_t resPairAmpInt = thePropagator->getResPairAmpInt();
LauAbsResonance* prodSVP = new LauKMatrixProdSVP(SVPName, channelIndex, resPairAmpInt, thePropagator, daughters_);
resTypAmp_.push_back(SVPName);
resPairAmp_.push_back(resPairAmpInt);
++nAmp_;
sigResonances_.push_back(prodSVP);
// Also store the SVPName-propName pair for calculating total fit fractions later on
// (avoiding the need to use dynamic casts to check which resonances are of the K-matrix type)
kMatrixPropSet_[SVPName] = propName;
std::cout<<"INFO in LauIsobarDynamics::addKMatrixProdSVP : Successfully added K-matrix production slowly-varying (SVP) term. Total number of resonances so far = "<<nAmp_<<std::endl;
} else {
std::cerr<<"ERROR in LauIsobarDynamics::addKMatrixProdSVP : The propagator of the name "<<propName
<<" could not be found for the production slowly-varying part "<<SVPName<<std::endl;
}
}
LauAbsResonance* LauIsobarDynamics::findResonance(const TString& name)
{
TString testName(name);
testName.ToLower();
LauAbsResonance* theResonance(0);
for (std::vector<LauAbsResonance*>::iterator iter=sigResonances_.begin(); iter!=sigResonances_.end(); ++iter) {
theResonance = (*iter);
if (theResonance != 0) {
TString resString = theResonance->getResonanceName();
resString.ToLower();
if (resString.BeginsWith(testName, TString::kExact)) {
return theResonance;
}
}
}
for (std::vector<LauAbsIncohRes*>::iterator iter=sigIncohResonances_.begin(); iter!=sigIncohResonances_.end(); ++iter) {
theResonance = (*iter);
if (theResonance != 0) {
TString resString = theResonance->getResonanceName();
resString.ToLower();
if (resString.BeginsWith(testName, TString::kExact)) {
return theResonance;
}
}
}
std::cerr<<"ERROR in LauIsobarDynamics::findResonance : Couldn't find resonance \""<<name<<"\" in the model."<<std::endl;
return 0;
}
const LauAbsResonance* LauIsobarDynamics::findResonance(const TString& name) const
{
TString testName(name);
testName.ToLower();
const LauAbsResonance* theResonance(0);
for (std::vector<LauAbsResonance*>::const_iterator iter=sigResonances_.begin(); iter!=sigResonances_.end(); ++iter) {
theResonance = (*iter);
if (theResonance != 0) {
TString resString = theResonance->getResonanceName();
resString.ToLower();
if (resString.BeginsWith(testName, TString::kExact)) {
return theResonance;
}
}
}
for (std::vector<LauAbsIncohRes*>::const_iterator iter=sigIncohResonances_.begin(); iter!=sigIncohResonances_.end(); ++iter) {
theResonance = (*iter);
if (theResonance != 0) {
TString resString = theResonance->getResonanceName();
resString.ToLower();
if (resString.BeginsWith(testName, TString::kExact)) {
return theResonance;
}
}
}
std::cerr<<"ERROR in LauIsobarDynamics::findResonance : Couldn't find resonance \""<<name<<"\" in the model."<<std::endl;
return 0;
}
void LauIsobarDynamics::removeCharge(TString& string) const
{
Ssiz_t index = string.Index("+");
if (index != -1) {
string.Remove(index,1);
}
index = string.Index("-");
if (index != -1) {
string.Remove(index,1);
}
}
void LauIsobarDynamics::calcDPNormalisation()
{
if (!normalizationSchemeDone_) {
this->calcDPNormalisationScheme();
}
for (std::vector<LauDPPartialIntegralInfo*>::iterator it = dpPartialIntegralInfo_.begin(); it != dpPartialIntegralInfo_.end(); ++it)
{
this->calcDPPartialIntegral( *it );
}
for (UInt_t i = 0; i < nAmp_+nIncohAmp_; ++i) {
fNorm_[i] = 0.0;
if (fSqSum_[i] > 0.0) {fNorm_[i] = TMath::Sqrt(1.0/(fSqSum_[i]));}
}
}
void LauIsobarDynamics::calcDPNormalisationScheme()
{
if ( ! dpPartialIntegralInfo_.empty() ) {
std::cerr<<"ERROR in LauIsobarDynamics::calcDPNormalisationScheme : Scheme already stored!"<<std::endl;
return;
}
// The precision for the Gauss-Legendre weights
const Double_t precision(1e-6);
// Get the rectangle that encloses the DP
Double_t minm13 = kinematics_->getm13Min();
Double_t maxm13 = kinematics_->getm13Max();
Double_t minm23 = kinematics_->getm23Min();
Double_t maxm23 = kinematics_->getm23Max();
Double_t minm12 = kinematics_->getm12Min();
Double_t maxm12 = kinematics_->getm12Max();
// Find out whether we have narrow resonances in the DP (defined here as width < 20 MeV).
std::multimap<Double_t,Double_t> m13NarrowRes;
std::multimap<Double_t,Double_t> m23NarrowRes;
std::multimap<Double_t,Double_t> m12NarrowRes;
for ( std::vector<LauAbsResonance*>::const_iterator iter = sigResonances_.begin(); iter != sigResonances_.end(); ++iter ) {
Double_t width = (*iter)->getWidth();
- if ( width > 0.020 || width == 0.0 ) { continue; }
+ if ( width > narrowWidth_ || width == 0.0 ) { continue; }
Double_t mass = (*iter)->getMass();
Int_t pair = (*iter)->getPairInt();
TString name = (*iter)->getResonanceName();
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Found narrow resonance: "<<name<<", mass = "<<mass<<", width = "<<width<<", pair int = "<<pair<<std::endl;
if ( pair == 1 ) {
if ( mass < minm23 || mass > maxm23 ){ continue; }
m23NarrowRes.insert( std::make_pair(width,mass) );
} else if ( pair == 2 ) {
if ( mass < minm13 || mass > maxm13 ){ continue; }
m13NarrowRes.insert( std::make_pair(width,mass) );
} else if ( pair == 3 ) {
if ( mass < minm12 || mass > maxm12 ){ continue; }
m12NarrowRes.insert( std::make_pair(width,mass) );
} else {
std::cerr<<"WARNING in LauIsobarDynamics::calcDPNormalisationScheme : strange pair integer, "<<pair<<", for resonance \""<<(*iter)->getResonanceName()<<std::endl;
}
}
for ( std::vector<LauAbsIncohRes*>::const_iterator iter = sigIncohResonances_.begin(); iter != sigIncohResonances_.end(); ++iter ) {
Double_t width = (*iter)->getWidth();
if ( width > narrowWidth_ || width == 0.0 ) { continue; }
Double_t mass = (*iter)->getMass();
Int_t pair = (*iter)->getPairInt();
TString name = (*iter)->getResonanceName();
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Found narrow resonance: "<<name<<", mass = "<<mass<<", width = "<<width<<", pair int = "<<pair<<std::endl;
if ( pair == 1 ) {
if ( mass < minm23 || mass > maxm23 ){ continue; }
m23NarrowRes.insert( std::make_pair(width,mass) );
} else if ( pair == 2 ) {
if ( mass < minm13 || mass > maxm13 ){ continue; }
m13NarrowRes.insert( std::make_pair(width,mass) );
} else if ( pair == 3 ) {
if ( mass < minm12 || mass > maxm12 ){ continue; }
m12NarrowRes.insert( std::make_pair(width,mass) );
} else {
std::cerr<<"WARNING in LauIsobarDynamics::calcDPNormalisationScheme : strange pair integer, "<<pair<<", for resonance \""<<(*iter)->getResonanceName()<<std::endl;
}
}
// Find the narrowest resonance in each mass pairing
const Bool_t e12 = m12NarrowRes.empty();
const Bool_t e13 = m13NarrowRes.empty();
const Bool_t e23 = m23NarrowRes.empty();
//const UInt_t s12 = e12 ? 0 : m12NarrowRes.size();
const UInt_t s13 = e13 ? 0 : m13NarrowRes.size();
const UInt_t s23 = e23 ? 0 : m23NarrowRes.size();
const Double_t w12 = e12 ? DBL_MAX : m12NarrowRes.begin()->first / binningFactor_;
const Double_t w13 = e13 ? DBL_MAX : m13NarrowRes.begin()->first / binningFactor_;
const Double_t w23 = e23 ? DBL_MAX : m23NarrowRes.begin()->first / binningFactor_;
// Start off with default bin width (5 MeV)
Double_t m13BinWidth = m13BinWidth_;
Double_t m23BinWidth = m23BinWidth_;
// Depending on how many narrow resonances we have and where they
// are we adopt different approaches
if ( e12 && e13 && e23 ) {
// If we have no narrow resonances just integrate the whole
// DP with the standard bin widths
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : No narrow resonances found, integrating over whole Dalitz plot..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else if ( ! e12 ) {
// If we have a narrow resonance on the diagonal then we'll
// have to just use a narrow bin width over the whole DP
// (a factor 10 larger than if we were doing this in a small region)
m13BinWidth = m23BinWidth = 10.0*TMath::Min( w12, TMath::Min( w13, w23 ) );
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : One or more narrow resonances found in m12, integrating over whole Dalitz plot with bin width of "<<m13BinWidth<<" GeV/c2..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else if ( s13==1 && e23 ) {
// We have a single narrow resonance in m13
// Divide the plot into 3 regions: the resonance band and
// the two areas either side.
Double_t mass = m13NarrowRes.begin()->second;
Double_t width = m13NarrowRes.begin()->first;
Double_t resMin = mass - 5.0*width;
Double_t resMax = mass + 5.0*width;
// if the resonance is close to threshold just go from
// threshold to resMax, otherwise treat threshold to resMin
// as a separate region
if ( resMin < (minm13+50.0*m13BinWidth_) ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : One narrow resonance found in m13, close to threshold, dividing Dalitz plot into two regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax, maxm13, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : One narrow resonance found in m13, dividing Dalitz plot into three regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMin, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax, maxm13, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMin, resMax, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
}
} else if ( s13==2 && e23 ) {
// We have a two narrow resonances in m13
// Divide the plot into 5 regions: the resonance bands,
// the two areas either side and the area in between.
std::multimap<Double_t,Double_t> massordered;
for ( std::map<Double_t,Double_t>::const_iterator iter = m13NarrowRes.begin(); iter != m13NarrowRes.end(); ++iter ) {
massordered.insert( std::make_pair( iter->second, iter->first ) );
}
Double_t res1Mass = massordered.begin()->first;
Double_t res1Width = massordered.begin()->second;
Double_t res1Min = res1Mass - 5.0*res1Width;
Double_t res1Max = res1Mass + 5.0*res1Width;
Double_t res2Mass = (++(massordered.begin()))->first;
Double_t res2Width = (++(massordered.begin()))->second;
Double_t res2Min = res2Mass - 5.0*res2Width;
Double_t res2Max = res2Mass + 5.0*res2Width;
// if the resonance is close to threshold just go from
// threshold to resMax, otherwise treat threshold to resMin
// as a separate region
if ( res1Min < (minm13+50.0*m13BinWidth_) ) {
if ( res1Max > res2Min ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Two narrow resonances found in m13, both close to threshold, dividing Dalitz plot into two regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(res2Max, maxm13, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = TMath::Min(res1Width,res2Width)/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, res2Max, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Two narrow resonances found in m13, one close to threshold, dividing Dalitz plot into four regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(res1Max, res2Min, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(res2Max, maxm13, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = res1Width/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, res1Max, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = res2Width/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(res2Min, res2Max, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
}
} else {
if ( res1Max > res2Min ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Two narrow resonances found close together in m13, dividing Dalitz plot into three regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, res1Min, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(res2Max, maxm13, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = TMath::Min(res1Width,res2Width)/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(res1Min, res2Max, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Two narrow resonances found in m13, dividing Dalitz plot into five regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, res1Min, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(res1Max, res2Min, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(res2Max, maxm13, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = res1Width/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(res1Min, res1Max, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = res2Width/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(res2Min, res2Max, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
}
}
} else if ( s23==1 && e13 ) {
// We have a single narrow resonance in m23
// Divide the plot into 3 regions: the resonance band and
// the two areas either side.
Double_t mass = m23NarrowRes.begin()->second;
Double_t width = m23NarrowRes.begin()->first;
Double_t resMin = mass - 5.0*width;
Double_t resMax = mass + 5.0*width;
// if the resonance is close to threshold just go from
// threshold to resMax, otherwise treat threshold to resMin
// as a separate region
if ( resMin < (minm23+50.0*m23BinWidth_) ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : One narrow resonance found in m23, close to threshold, dividing Dalitz plot into two regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, resMax, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, minm23, resMax, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : One narrow resonance found in m23, dividing Dalitz plot into three regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, minm23, resMin, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, resMax, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, resMin, resMax, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
}
} else if ( s23==2 && e13 ) {
// We have a two narrow resonances in m23
// Divide the plot into 5 regions: the resonance bands,
// the two areas either side and the area in between.
std::multimap<Double_t,Double_t> massordered;
for ( std::map<Double_t,Double_t>::const_iterator iter = m23NarrowRes.begin(); iter != m23NarrowRes.end(); ++iter ) {
massordered.insert( std::make_pair( iter->second, iter->first ) );
}
Double_t res1Mass = massordered.begin()->first;
Double_t res1Width = massordered.begin()->second;
Double_t res1Min = res1Mass - 5.0*res1Width;
Double_t res1Max = res1Mass + 5.0*res1Width;
Double_t res2Mass = (++(massordered.begin()))->first;
Double_t res2Width = (++(massordered.begin()))->second;
Double_t res2Min = res2Mass - 5.0*res2Width;
Double_t res2Max = res2Mass + 5.0*res2Width;
// if the resonance is close to threshold just go from
// threshold to resMax, otherwise treat threshold to resMin
// as a separate region
if ( res1Min < (minm23+50.0*m23BinWidth_) ) {
if ( res1Max > res2Min ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Two narrow resonances found in m23, both close to threshold, dividing Dalitz plot into two regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, res2Max, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m23BinWidth = TMath::Min(res1Width,res2Width)/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, minm23, res2Max, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Two narrow resonances found in m23, one close to threshold, dividing Dalitz plot into four regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, res1Max, res2Min, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, res2Max, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m23BinWidth = res1Width/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, minm23, res1Max, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m23BinWidth = res2Width/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, res2Min, res2Max, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
}
} else {
if ( res1Max > res2Min ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Two narrow resonances found close together in m23, dividing Dalitz plot into three regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, minm23, res1Min, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, res2Max, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m23BinWidth = TMath::Min(res1Width,res2Width)/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, res1Min, res2Max, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Two narrow resonances found in m23, dividing Dalitz plot into five regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, minm23, res1Min, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, res1Max, res2Min, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, res2Max, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m23BinWidth = res1Width/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, res1Min, res1Max, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m23BinWidth = res2Width/100.0;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, res2Min, res2Max, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
}
}
} else if ( s13==1 && s23==1 ) {
// We have a single narrow resonance in both m13 and m23
// Divide the plot into 9 regions: the point where the
// resonance bands cross, the four other parts of the bands
// and the four remaining areas of the DP.
Double_t mass23 = m23NarrowRes.begin()->second;
Double_t width23 = m23NarrowRes.begin()->first;
Double_t resMin23 = mass23 - 5.0*width23;
Double_t resMax23 = mass23 + 5.0*width23;
Double_t mass13 = m13NarrowRes.begin()->second;
Double_t width13 = m13NarrowRes.begin()->first;
Double_t resMin13 = mass13 - 5.0*width13;
Double_t resMax13 = mass13 + 5.0*width13;
// if either resonance is close to threshold just go from
// threshold to resMax, otherwise treat threshold to resMin
// as a separate region
if ( resMin13 < (minm13+50.0*m13BinWidth_) && resMin23 < (minm23+50.0*m23BinWidth_) ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : One narrow resonance found in m13 and one in m23, both close to threshold, dividing Dalitz plot into four regions..."<<std::endl;
m13BinWidth = m13BinWidth_;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = m13BinWidth_;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else if ( resMin13 < (minm13+50.0*m13BinWidth_) ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : One narrow resonance found in m13, close to threshold, and one in m23, not close to threshold, dividing Dalitz plot into six regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, minm23, resMin23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = m13BinWidth_;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMin23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, minm23, resMin23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, resMin23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else if ( resMin23 < (minm23+50.0*m23BinWidth_) ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : One narrow resonance found in m23, close to threshold, and one in m13, not close to threshold, dividing Dalitz plot into six regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMin13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = m13BinWidth_;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMin13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMin13, resMax13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMin13, resMax13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : One narrow resonance found in both m13 and m23, neither close to threshold, dividing Dalitz plot into nine regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMin13, minm23, resMin23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMin13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, minm23, resMin23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = m13BinWidth_;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMin13, resMin23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMin23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMin13, resMax13, minm23, resMin23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMin13, resMax13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMin13, resMax13, resMin23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
}
} else if ( e23 && s13>1 ) {
// We have multiple narrow resonances in m13 only.
// Divide the plot into 2 regions: threshold to the most
// massive of the narrow resonances, and the rest
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Multiple narrow resonances found in m13, dividing Dalitz plot into two regions..."<<std::endl;
Double_t mass = 0.0;
Double_t width = 0.0;
for ( std::map<Double_t,Double_t>::const_iterator iter = m13NarrowRes.begin(); iter != m13NarrowRes.end(); ++iter ) {
if ( mass < iter->second ) {
mass = iter->second;
width = iter->first;
}
}
Double_t resMax = mass + 5.0*width;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax, maxm13, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax, minm23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else if ( e13 && s23>1 ) {
// We have multiple narrow resonances in m23 only.
// Divide the plot into 2 regions: threshold to the most
// massive of the narrow resonances, and the rest
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Multiple narrow resonances found in m23, dividing Dalitz plot into two regions..."<<std::endl;
Double_t mass = 0.0;
Double_t width = 0.0;
for ( std::map<Double_t,Double_t>::const_iterator iter = m23NarrowRes.begin(); iter != m23NarrowRes.end(); ++iter ) {
if ( mass < iter->second ) {
mass = iter->second;
width = iter->first;
}
}
Double_t resMax = mass + 5.0*width;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, resMax, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, maxm13, minm23, resMax, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else if ( s13==1 && s23>1 ) {
// We've got a single narrow resonance in m13 and multiple
// narrow resonances in m23. Divide the plot into 6 regions.
Double_t mass23 = 0.0;
Double_t width23 = 0.0;
for ( std::map<Double_t,Double_t>::const_iterator iter = m23NarrowRes.begin(); iter != m23NarrowRes.end(); ++iter ) {
if ( mass23 < iter->second ) {
mass23 = iter->second;
width23 = iter->first;
}
}
Double_t resMax23 = mass23 + 5.0*width23;
Double_t mass13 = m13NarrowRes.begin()->second;
Double_t width13 = m13NarrowRes.begin()->first;
Double_t resMin13 = mass13 - 5.0*width13;
Double_t resMax13 = mass13 + 5.0*width13;
// if the m13 resonance is close to threshold just go from
// threshold to resMax, otherwise treat threshold to resMin
// as a separate region
if ( resMin13 < (minm13+50.0*m13BinWidth_) ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Multiple narrow resonances found in m23 and one in m13, close to threshold, dividing Dalitz plot into four regions..."<<std::endl;
m13BinWidth = m13BinWidth_;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = m13BinWidth_;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Multiple narrow resonances found in m23 and one in m13, not close to threshold, dividing Dalitz plot into six regions..."<<std::endl;
m13BinWidth = m13BinWidth_;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMin13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = m13BinWidth_;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMin13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMin13, resMax13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMin13, resMax13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
}
} else if ( s13>1 && s23==1 ) {
// We've got a single narrow resonance in m23 and multiple
// narrow resonances in m13. Divide the plot into 6 regions.
Double_t mass13 = 0.0;
Double_t width13 = 0.0;
for ( std::map<Double_t,Double_t>::const_iterator iter = m13NarrowRes.begin(); iter != m13NarrowRes.end(); ++iter ) {
if ( mass13 < iter->second ) {
mass13 = iter->second;
width13 = iter->first;
}
}
Double_t resMax13 = mass13 + 5.0*width13;
Double_t mass23 = m23NarrowRes.begin()->second;
Double_t width23 = m23NarrowRes.begin()->first;
Double_t resMin23 = mass23 - 5.0*width23;
Double_t resMax23 = mass23 + 5.0*width23;
// if the m23 resonance is close to threshold just go from
// threshold to resMax, otherwise treat threshold to resMin
// as a separate region
if ( resMin23 < (minm23+50.0*m23BinWidth_) ) {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Multiple narrow resonances found in m13 and one in m23, close to threshold, dividing Dalitz plot into four regions..."<<std::endl;
m13BinWidth = m13BinWidth_;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = m13BinWidth_;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
} else {
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Multiple narrow resonances found in m13 and one in m23, not close to threshold, dividing Dalitz plot into six regions..."<<std::endl;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, minm23, resMin23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = m13BinWidth_;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMin23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, minm23, resMin23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, resMin23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
}
} else {
// We've got multiple narrow resonances in both m13 and m23.
// Divide the plot into 4 regions.
std::cout<<"INFO in LauIsobarDynamics::calcDPNormalisationScheme : Multiple narrow resonances found in both m13 and m23, dividing Dalitz plot into four regions..."<<std::endl;
Double_t mass13 = 0.0;
Double_t width13 = 0.0;
for ( std::map<Double_t,Double_t>::const_iterator iter = m13NarrowRes.begin(); iter != m13NarrowRes.end(); ++iter ) {
if ( mass13 < iter->second ) {
mass13 = iter->second;
width13 = iter->first;
}
}
Double_t resMax13 = mass13 + 5.0*width13;
Double_t mass23 = 0.0;
Double_t width23 = 0.0;
for ( std::map<Double_t,Double_t>::const_iterator iter = m23NarrowRes.begin(); iter != m23NarrowRes.end(); ++iter ) {
if ( mass23 < iter->second ) {
mass23 = iter->second;
width23 = iter->first;
}
}
Double_t resMax23 = mass23 + 5.0*width23;
m13BinWidth = m13BinWidth_;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = m13BinWidth_;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(resMax13, maxm13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = m23BinWidth_;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, resMax23, maxm23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
m13BinWidth = w13;
m23BinWidth = w23;
dpPartialIntegralInfo_.push_back(new LauDPPartialIntegralInfo(minm13, resMax13, minm23, resMax23, m13BinWidth, m23BinWidth, precision, nAmp_, nIncohAmp_));
}
normalizationSchemeDone_ = kTRUE;
}
void LauIsobarDynamics::setIntegralBinWidths(const Double_t m13BinWidth, const Double_t m23BinWidth)
{
// Specify whether we're going to use Gauss-Legendre integration to calculate the normalisation
// integrals, and the bin widths we require for the m13 and m23 axes. Note that the integration
// is done over m13, m23 space, with the appropriate Jacobian applied, and not m13^2, m23^2 space.
// The default bin widths in m13 and m23 space are 5 MeV.
m13BinWidth_ = m13BinWidth;
m23BinWidth_ = m23BinWidth;
}
void LauIsobarDynamics::calcDPPartialIntegral(LauDPPartialIntegralInfo* intInfo)
{
// Calculate the integrals for all parts of the amplitude in the given region of the DP
const UInt_t nm13Points = intInfo->getnm13Points();
const UInt_t nm23Points = intInfo->getnm23Points();
//Double_t dpArea(0.0);
for (UInt_t i = 0; i < nm13Points; ++i) {
const Double_t m13 = intInfo->getM13Value(i);
const Double_t m13Sq = m13*m13;
for (UInt_t j = 0; j < nm23Points; ++j) {
const Double_t m23 = intInfo->getM23Value(j);
const Double_t m23Sq = m23*m23;
const Double_t weight = intInfo->getWeight(i,j);
// Calculate the integral contributions for each resonance.
// Only resonances within the DP area contribute.
// This also calculates the total DP area as a check.
Bool_t withinDP = kinematics_->withinDPLimits(m13Sq, m23Sq);
if (withinDP == kTRUE) {
kinematics_->updateKinematics(m13Sq, m23Sq);
this->calculateAmplitudes(intInfo, i, j);
this->addGridPointToIntegrals(weight);
// Increment total DP area
//dpArea += weight;
}
} // j weights loop
} // i weights loop
// Print out DP area to check whether we have a sensible output
//std::cout<<" : dpArea = "<<dpArea<<std::endl;
}
void LauIsobarDynamics::calculateAmplitudes( LauDPPartialIntegralInfo* intInfo, const UInt_t m13Point, const UInt_t m23Point )
{
const std::set<UInt_t>::const_iterator intEnd = integralsToBeCalculated_.end();
for (UInt_t iAmp = 0; iAmp < nAmp_; ++iAmp) {
if ( integralsToBeCalculated_.find(iAmp) != intEnd ) {
// Calculate the dynamics for this resonance
this->resAmp(iAmp);
// Store the new value in the integration info object
intInfo->storeAmplitude( m13Point, m23Point, iAmp, ff_[iAmp] );
} else {
// Retrieve the cached value of the amplitude
ff_[iAmp] = intInfo->getAmplitude( m13Point, m23Point, iAmp );
}
}
for (UInt_t iAmp = 0; iAmp < nIncohAmp_; ++iAmp) {
if ( integralsToBeCalculated_.find(iAmp+nAmp_) != intEnd ) {
// Calculate the dynamics for this resonance
this->incohResAmp(iAmp);
// Store the new value in the integration info object
intInfo->storeIntensity( m13Point, m23Point, iAmp, incohInten_[iAmp] );
} else {
// Retrieve the cached value of the amplitude
incohInten_[iAmp] = intInfo->getIntensity( m13Point, m23Point, iAmp );
}
}
// If we haven't cached the data, then we need to find out the efficiency.
eff_ = this->retrieveEfficiency();
intInfo->storeEfficiency( m13Point, m23Point, eff_ );
}
void LauIsobarDynamics::calculateAmplitudes()
{
std::set<UInt_t>::const_iterator iter = integralsToBeCalculated_.begin();
const std::set<UInt_t>::const_iterator intEnd = integralsToBeCalculated_.end();
for ( ; iter != intEnd; ++iter) {
// Calculate the dynamics for this resonance
if(*iter < nAmp_) {
this->resAmp(*iter);
} else {
this->incohResAmp(*iter-nAmp_);
}
}
// If we haven't cached the data, then we need to find out the efficiency.
eff_ = this->retrieveEfficiency();
}
void LauIsobarDynamics::calcTotalAmp(const Bool_t useEff)
{
// Reset the total amplitude to zero
totAmp_.zero();
// Loop over all signal amplitudes
LauComplex ATerm;
for (UInt_t i = 0; i < nAmp_; ++i) {
// Get the partial complex amplitude - (mag, phase)*(resonance dynamics)
ATerm = Amp_[i]*ff_[i];
// Scale this contribution by its relative normalisation w.r.t. the whole dynamics
ATerm.rescale(fNorm_[i]);
// Add this partial amplitude to the sum
totAmp_ += ATerm;
} // Loop over amplitudes
// |Sum of partial amplitudes|^2
ASq_ = totAmp_.abs2();
for (UInt_t i = 0; i < nIncohAmp_; ++i) {
// Get the partial complex amplitude - (mag, phase)
ATerm = Amp_[i+nAmp_];
// Scale this contribution by its relative normalisation w.r.t. the whole dynamics
ATerm.rescale(fNorm_[i+nAmp_]);
// Add this partial amplitude to the sum
ASq_ += ATerm.abs2()*incohInten_[i];
}
// Apply the efficiency correction for this event.
// Multiply the amplitude squared sum by the DP efficiency
if ( useEff ) {
ASq_ *= eff_;
}
}
void LauIsobarDynamics::addGridPointToIntegrals(const Double_t weight)
{
// Combine the Gauss-Legendre weight with the efficiency
const Double_t effWeight = eff_*weight;
LauComplex fifjEffSumTerm;
LauComplex fifjSumTerm;
// Calculates the half-matrix of amplitude-squared and interference
// terms (dynamical part only)
// Add the values at this point on the integration grid to the sums
// (one weighted only by the integration weights, one also weighted by
// the efficiency)
for (UInt_t i = 0; i < nAmp_; ++i) {
// Add the dynamical amplitude squared for this resonance.
Double_t fSqVal = ff_[i].abs2();
fSqSum_[i] += fSqVal*weight;
fSqEffSum_[i] += fSqVal*effWeight;
for (UInt_t j = i; j < nAmp_; ++j) {
fifjEffSumTerm = fifjSumTerm = ff_[i]*ff_[j].conj();
fifjEffSumTerm.rescale(effWeight);
fifjEffSum_[i][j] += fifjEffSumTerm;
fifjSumTerm.rescale(weight);
fifjSum_[i][j] += fifjSumTerm;
}
}
for (UInt_t i = 0; i < nIncohAmp_; ++i) {
// Add the dynamical amplitude squared for this resonance.
Double_t fSqVal = incohInten_[i];
fSqSum_[i+nAmp_] += fSqVal*weight;
fSqEffSum_[i+nAmp_] += fSqVal*effWeight;
}
}
void LauIsobarDynamics::resAmp(const UInt_t index)
{
// Routine to calculate the resonance dynamics (amplitude)
// using the appropriate Breit-Wigner/Form Factors.
if ( index >= nAmp_ ) {
std::cerr<<"ERROR in LauIsobarDynamics::resAmp : index = "<<index<<" is not within the range 0 to "<<nAmp_-1<<std::endl;
return;
}
// Get the signal resonance from the stored vector
LauAbsResonance* sigResonance = sigResonances_[index];
if (sigResonance == 0) {
std::cerr<<"ERROR in LauIsobarDynamics::resAmp : Couldn't retrieve valid resonance with index = "<<index<<std::endl;
ff_[index] = LauComplex(0.0, 0.0);
return;
}
ff_[index] = sigResonance->amplitude(kinematics_);
// If we have a symmetrical Dalitz plot, flip the m_13^2 and m_23^2
// variables, recalculate the dynamics, and combine both contributions.
if (symmetricalDP_ == kTRUE) {
kinematics_->flipAndUpdateKinematics();
ff_[index] += sigResonance->amplitude(kinematics_);
// Flip the m_13^2 and m_23^2 variables back to their original values
kinematics_->flipAndUpdateKinematics();
}
// If we have a fully symmetric DP we need to calculate the amplitude at 6 points
else if (fullySymmetricDP_ == kTRUE) {
// rotate and evaluate
kinematics_->rotateAndUpdateKinematics();
ff_[index] += sigResonance->amplitude(kinematics_);
// rotate and evaluate
kinematics_->rotateAndUpdateKinematics();
ff_[index] += sigResonance->amplitude(kinematics_);
// rotate, flip and evaluate
kinematics_->rotateAndUpdateKinematics();
kinematics_->flipAndUpdateKinematics();
ff_[index] += sigResonance->amplitude(kinematics_);
// rotate and evaluate
kinematics_->rotateAndUpdateKinematics();
ff_[index] += sigResonance->amplitude(kinematics_);
// rotate and evaluate
kinematics_->rotateAndUpdateKinematics();
ff_[index] += sigResonance->amplitude(kinematics_);
// rotate and flip to get us back to where we started
kinematics_->rotateAndUpdateKinematics();
kinematics_->flipAndUpdateKinematics();
}
}
void LauIsobarDynamics::incohResAmp(const UInt_t index)
{
// Routine to calculate the resonance dynamics (amplitude)
// using the appropriate Breit-Wigner/Form Factors.
if ( index >= nIncohAmp_ ) {
std::cerr<<"ERROR in LauIsobarDynamics::incohResAmp : index = "<<index<<" is not within the range 0 to "<<nIncohAmp_-1<<std::endl;
return;
}
// Get the signal resonance from the stored vector
LauAbsIncohRes* sigResonance = sigIncohResonances_[index];
if (sigResonance == 0) {
std::cerr<<"ERROR in LauIsobarDynamics::incohResAmp : Couldn't retrieve valid incoherent resonance with index = "<<index<<std::endl;
incohInten_[index] = 0.0;
return;
}
LauComplex ff = sigResonance->amplitude(kinematics_);
incohInten_[index] = sigResonance->intensityFactor(kinematics_)*ff.abs2();
// If we have a symmetrical Dalitz plot, flip the m_13^2 and m_23^2
// variables, recalculate the dynamics, and combine both contributions.
if (symmetricalDP_ == kTRUE) {
kinematics_->flipAndUpdateKinematics();
ff = sigResonance->amplitude(kinematics_);
incohInten_[index] += sigResonance->intensityFactor(kinematics_)*ff.abs2();
// Flip the m_13^2 and m_23^2 variables back to their original values
kinematics_->flipAndUpdateKinematics();
}
// If we have a fully symmetric DP we need to calculate the amplitude at 6 points
else if (fullySymmetricDP_ == kTRUE) {
// rotate and evaluate
kinematics_->rotateAndUpdateKinematics();
ff = sigResonance->amplitude(kinematics_);
incohInten_[index] += sigResonance->intensityFactor(kinematics_)*ff.abs2();
// rotate and evaluate
kinematics_->rotateAndUpdateKinematics();
ff = sigResonance->amplitude(kinematics_);
incohInten_[index] += sigResonance->intensityFactor(kinematics_)*ff.abs2();
// rotate, flip and evaluate
kinematics_->rotateAndUpdateKinematics();
kinematics_->flipAndUpdateKinematics();
ff = sigResonance->amplitude(kinematics_);
incohInten_[index] += sigResonance->intensityFactor(kinematics_)*ff.abs2();
// rotate and evaluate
kinematics_->rotateAndUpdateKinematics();
ff = sigResonance->amplitude(kinematics_);
incohInten_[index] += sigResonance->intensityFactor(kinematics_)*ff.abs2();
// rotate and evaluate
kinematics_->rotateAndUpdateKinematics();
ff = sigResonance->amplitude(kinematics_);
incohInten_[index] += sigResonance->intensityFactor(kinematics_)*ff.abs2();
// rotate and flip to get us back to where we started
kinematics_->rotateAndUpdateKinematics();
kinematics_->flipAndUpdateKinematics();
}
}
void LauIsobarDynamics::setFFTerm(const UInt_t index, const Double_t realPart, const Double_t imagPart)
{
// Function to set the internal ff term (normally calculated using resAmp(index).
if ( index >= nAmp_ ) {
std::cerr<<"ERROR in LauIsobarDynamics::setFFTerm : index = "<<index<<" is not within the range 0 to "<<nAmp_-1<<std::endl;
return;
}
ff_[index].setRealImagPart( realPart, imagPart );
}
void LauIsobarDynamics::setIncohIntenTerm(const UInt_t index, const Double_t value)
{
// Function to set the internal incoherent intensity term (normally calculated using incohResAmp(index).
if ( index >= nIncohAmp_ ) {
std::cerr<<"ERROR in LauIsobarDynamics::setFFTerm : index = "<<index<<" is not within the range 0 to "<<nIncohAmp_-1<<std::endl;
return;
}
incohInten_[index] = value;
}
void LauIsobarDynamics::calcExtraInfo(const Bool_t init)
{
// This method calculates the fit fractions, mean efficiency and total DP rate
Double_t fifjEffTot(0.0), fifjTot(0.0);
UInt_t i, j;
for (i = 0; i < nAmp_; i++) {
// Calculate the diagonal terms
TString name = "A"; name += i; name += "Sq_FitFrac";
fitFrac_[i][i].name(name);
name += "EffUnCorr";
fitFracEffUnCorr_[i][i].name(name);
Double_t fifjSumReal = fifjSum_[i][i].re();
Double_t sumTerm = Amp_[i].abs2()*fifjSumReal*fNorm_[i]*fNorm_[i];
fifjTot += sumTerm;
Double_t fifjEffSumReal = fifjEffSum_[i][i].re();
Double_t sumEffTerm = Amp_[i].abs2()*fifjEffSumReal*fNorm_[i]*fNorm_[i];
fifjEffTot += sumEffTerm;
fitFrac_[i][i] = sumTerm;
fitFracEffUnCorr_[i][i] = sumEffTerm;
}
for (i = 0; i < nAmp_; i++) {
for (j = i+1; j < nAmp_+nIncohAmp_; j++) {
// Calculate the cross-terms
TString name = "A"; name += i; name += "A"; name += j; name += "_FitFrac";
fitFrac_[i][j].name(name);
name += "EffUnCorr";
fitFracEffUnCorr_[i][j].name(name);
if(j >= nAmp_) {
//Set off-diagonal incoherent terms to zero
fitFrac_[i][j] = 0.;
fitFracEffUnCorr_[i][j] = 0.;
continue;
}
LauComplex AmpjConj = Amp_[j].conj();
LauComplex AmpTerm = Amp_[i]*AmpjConj;
Double_t crossTerm = 2.0*(AmpTerm*fifjSum_[i][j]).re()*fNorm_[i]*fNorm_[j];
fifjTot += crossTerm;
Double_t crossEffTerm = 2.0*(AmpTerm*fifjEffSum_[i][j]).re()*fNorm_[i]*fNorm_[j];
fifjEffTot += crossEffTerm;
fitFrac_[i][j] = crossTerm;
fitFracEffUnCorr_[i][j] = crossEffTerm;
}
}
for (i = nAmp_; i < nAmp_+nIncohAmp_; i++) {
// Calculate the incoherent terms
TString name = "A"; name += i; name += "Sq_FitFrac";
fitFrac_[i][i].name(name);
name += "EffUnCorr";
fitFracEffUnCorr_[i][i].name(name);
Double_t sumTerm = Amp_[i].abs2()*fSqSum_[i]*fNorm_[i]*fNorm_[i];
fifjTot += sumTerm;
Double_t sumEffTerm = Amp_[i].abs2()*fSqEffSum_[i]*fNorm_[i]*fNorm_[i];
fifjEffTot += sumEffTerm;
fitFrac_[i][i] = sumTerm;
fitFracEffUnCorr_[i][i] = sumEffTerm;
}
for (i = nAmp_; i < nAmp_+nIncohAmp_; i++) {
for (j = i+1; j < nAmp_+nIncohAmp_; j++) {
//Set off-diagonal incoherent terms to zero
TString name = "A"; name += i; name += "A"; name += j; name += "_FitFrac";
fitFrac_[i][j].name(name);
name += "EffUnCorr";
fitFracEffUnCorr_[i][j].name(name);
fitFrac_[i][j] = 0.;
fitFracEffUnCorr_[i][j] = 0.;
}
}
if (TMath::Abs(fifjTot) > 1e-10) {
meanDPEff_ = fifjEffTot/fifjTot;
if (init) {
meanDPEff_.genValue( meanDPEff_.value() );
meanDPEff_.initValue( meanDPEff_.value() );
}
}
DPRate_ = fifjTot;
if (init) {
DPRate_.genValue( DPRate_.value() );
DPRate_.initValue( DPRate_.value() );
}
// Now divide the fitFraction sums by the overall integral
for (i = 0; i < nAmp_+nIncohAmp_; i++) {
for (j = i; j < nAmp_+nIncohAmp_; j++) {
// Get the actual fractions by dividing by the total DP rate
fitFrac_[i][j] /= fifjTot;
fitFracEffUnCorr_[i][j] /= fifjEffTot;
if (init) {
fitFrac_[i][j].genValue( fitFrac_[i][j].value() );
fitFrac_[i][j].initValue( fitFrac_[i][j].value() );
fitFracEffUnCorr_[i][j].genValue( fitFracEffUnCorr_[i][j].value() );
fitFracEffUnCorr_[i][j].initValue( fitFracEffUnCorr_[i][j].value() );
}
}
}
// Work out total fit fraction over all K-matrix components (for each propagator)
KMPropMap::iterator mapIter;
Int_t propInt(0);
for (mapIter = kMatrixPropagators_.begin(); mapIter != kMatrixPropagators_.end(); ++mapIter) {
LauKMatrixPropagator* thePropagator = mapIter->second;
TString propName = thePropagator->getName();
// Now loop over all resonances and find those which are K-matrix components for this propagator
Double_t kMatrixTotFitFrac(0.0);
for (i = 0; i < nAmp_; i++) {
Bool_t gotKMRes1 = this->gotKMatrixMatch(i, propName);
if (gotKMRes1 == kFALSE) {continue;}
Double_t fifjSumReal = fifjSum_[i][i].re();
Double_t sumTerm = Amp_[i].abs2()*fifjSumReal*fNorm_[i]*fNorm_[i];
//Double_t fifjEffSumReal = fifjEffSum_[i][i].re();
//Double_t sumEffTerm = Amp_[i].abs2()*fifjEffSumReal*fNorm_[i]*fNorm_[i];
kMatrixTotFitFrac += sumTerm;
for (j = i+1; j < nAmp_; j++) {
Bool_t gotKMRes2 = this->gotKMatrixMatch(j, propName);
if (gotKMRes2 == kFALSE) {continue;}
LauComplex AmpjConj = Amp_[j].conj();
LauComplex AmpTerm = Amp_[i]*AmpjConj;
Double_t crossTerm = 2.0*(AmpTerm*fifjSum_[i][j]).re()*fNorm_[i]*fNorm_[j];
//Double_t crossEffTerm = 2.0*(AmpTerm*fifjEffSum_[i][j]).re()*fNorm_[i]*fNorm_[j];
kMatrixTotFitFrac += crossTerm;
}
}
kMatrixTotFitFrac /= fifjTot;
TString parName("KMatrixTotFF_"); parName += propInt;
extraParameters_[propInt].name( parName );
extraParameters_[propInt] = kMatrixTotFitFrac;
if (init) {
extraParameters_[propInt].genValue(kMatrixTotFitFrac);
extraParameters_[propInt].initValue(kMatrixTotFitFrac);
}
std::cout<<"INFO in LauIsobarDynamics::calcExtraInfo : Total K-matrix fit fraction for propagator "<<propName<<" is "<<kMatrixTotFitFrac<<std::endl;
++propInt;
}
}
Bool_t LauIsobarDynamics::gotKMatrixMatch(UInt_t resAmpInt, const TString& propName) const
{
Bool_t gotMatch(kFALSE);
if (resAmpInt >= nAmp_) {return kFALSE;}
const LauAbsResonance* theResonance = sigResonances_[resAmpInt];
if (theResonance == 0) {return kFALSE;}
Int_t resModelInt = theResonance->getResonanceModel();
if (resModelInt == LauAbsResonance::KMatrix) {
TString resName = theResonance->getResonanceName();
KMStringMap::const_iterator kMPropSetIter = kMatrixPropSet_.find(resName);
if (kMPropSetIter != kMatrixPropSet_.end()) {
TString kmPropString = kMPropSetIter->second;
if (kmPropString == propName) {gotMatch = kTRUE;}
}
}
return gotMatch;
}
Double_t LauIsobarDynamics::calcSigDPNorm()
{
// Calculate the normalisation for the log-likelihood function.
DPNorm_ = 0.0;
for (UInt_t i = 0; i < nAmp_; i++) {
// fifjEffSum is the contribution from the term involving the resonance
// dynamics (f_i for resonance i) and the efficiency term.
Double_t fifjEffSumReal = fifjEffSum_[i][i].re();
// We need to normalise this contribution w.r.t. the complete dynamics in the DP.
// Hence we scale by the fNorm_i factor (squared), which is calculated by the
// initialise() function, when the normalisation integrals are calculated and cached.
// We also include the complex amplitude squared to get the total normalisation
// contribution from this resonance.
DPNorm_ += Amp_[i].abs2()*fifjEffSumReal*fNorm_[i]*fNorm_[i];
}
// We now come to the cross-terms (between resonances i and j) in the normalisation.
for (UInt_t i = 0; i < nAmp_; i++) {
for (UInt_t j = i+1; j < nAmp_; j++) {
LauComplex AmpjConj = Amp_[j].conj();
LauComplex AmpTerm = Amp_[i]*AmpjConj;
// Again, fifjEffSum is the contribution from the term involving the resonance
// dynamics (f_i*f_j_conjugate) and the efficiency cross term.
// Also include the relative normalisation between these two resonances w.r.t. the
// total DP dynamical structure (fNorm_i and fNorm_j) and the complex
// amplitude squared (mag,phase) part.
DPNorm_ += 2.0*(AmpTerm*fifjEffSum_[i][j]).re()*fNorm_[i]*fNorm_[j];
}
}
for (UInt_t i = 0; i < nIncohAmp_; i++) {
DPNorm_ += Amp_[i+nAmp_].abs2()*fSqEffSum_[i+nAmp_]*fNorm_[i+nAmp_]*fNorm_[i+nAmp_];
}
return DPNorm_;
}
Bool_t LauIsobarDynamics::generate()
{
// Routine to generate a signal event according to the Dalitz plot
// model we have defined.
// We need to make sure to calculate everything for every resonance
integralsToBeCalculated_.clear();
for ( UInt_t i(0); i < nAmp_+nIncohAmp_; ++i ) {
integralsToBeCalculated_.insert(i);
}
nSigGenLoop_ = 0;
Bool_t generatedSig(kFALSE);
while (generatedSig == kFALSE && nSigGenLoop_ < iterationsMax_) {
// Generates uniform DP phase-space distribution
Double_t m13Sq(0.0), m23Sq(0.0);
kinematics_->genFlatPhaseSpace(m13Sq, m23Sq);
// If we're in a symmetrical DP then we should only generate events in one half
// TODO - what do we do for fully symmetric?
if ( symmetricalDP_ && !fullySymmetricDP_ && m13Sq > m23Sq ) {
Double_t tmpSq = m13Sq;
m13Sq = m23Sq;
m23Sq = tmpSq;
}
// Calculate the amplitudes and total amplitude for the given DP point
this->calcLikelihoodInfo(m13Sq, m23Sq);
// Throw the random number and check it against the ratio of ASq and the accept/reject ceiling
const Double_t randNo = LauRandom::randomFun()->Rndm();
if (randNo > ASq_/aSqMaxSet_) {
++nSigGenLoop_;
} else {
generatedSig = kTRUE;
nSigGenLoop_ = 0;
// Keep a note of the maximum ASq that we've found
if (ASq_ > aSqMaxVar_) {aSqMaxVar_ = ASq_;}
}
} // while loop
// Check that all is well with the generation
Bool_t sigGenOK(kTRUE);
if (GenOK != this->checkToyMC(kTRUE,kFALSE)) {
sigGenOK = kFALSE;
}
return sigGenOK;
}
LauIsobarDynamics::ToyMCStatus LauIsobarDynamics::checkToyMC(Bool_t printErrorMessages, Bool_t printInfoMessages)
{
// Check whether we have generated the toy MC OK.
ToyMCStatus ok(GenOK);
if (nSigGenLoop_ >= iterationsMax_) {
// Exceeded maximum allowed iterations - the generation is too inefficient
if (printErrorMessages) {
std::cerr<<"WARNING in LauIsobarDynamics::checkToyMC : More than "<<iterationsMax_<<" iterations performed and no event accepted."<<std::endl;
}
if ( aSqMaxSet_ > 1.01 * aSqMaxVar_ ) {
if (printErrorMessages) {
std::cerr<<" : |A|^2 maximum was set to "<<aSqMaxSet_<<" but this appears to be too high."<<std::endl;
std::cerr<<" : Maximum value of |A|^2 found so far = "<<aSqMaxVar_<<std::endl;
std::cerr<<" : The value of |A|^2 maximum will be decreased and the generation restarted."<<std::endl;
}
aSqMaxSet_ = 1.01 * aSqMaxVar_;
std::cout<<"INFO in LauIsobarDynamics::checkToyMC : |A|^2 max reset to "<<aSqMaxSet_<<std::endl;
ok = MaxIterError;
} else {
if (printErrorMessages) {
std::cerr<<" : |A|^2 maximum was set to "<<aSqMaxSet_<<", which seems to be correct for the given model."<<std::endl;
std::cerr<<" : However, the generation is very inefficient - please check your model."<<std::endl;
std::cerr<<" : The maximum number of iterations will be increased and the generation restarted."<<std::endl;
}
iterationsMax_ *= 2;
std::cout<<"INFO in LauIsobarDynamics::checkToyMC : max number of iterations reset to "<<iterationsMax_<<std::endl;
ok = MaxIterError;
}
} else if (aSqMaxVar_ > aSqMaxSet_) {
// Found a value of ASq higher than the accept/reject ceiling - the generation is biased
if (printErrorMessages) {
std::cerr<<"WARNING in LauIsobarDynamics::checkToyMC : |A|^2 maximum was set to "<<aSqMaxSet_<<" but a value exceeding this was found: "<<aSqMaxVar_<<std::endl;
std::cerr<<" : Run was invalid, as any generated MC will be biased, according to the accept/reject method!"<<std::endl;
std::cerr<<" : The value of |A|^2 maximum be reset to be > "<<aSqMaxVar_<<" and the generation restarted."<<std::endl;
}
aSqMaxSet_ = 1.01 * aSqMaxVar_;
std::cout<<"INFO in LauIsobarDynamics::checkToyMC : |A|^2 max reset to "<<aSqMaxSet_<<std::endl;
ok = ASqMaxError;
} else if (printInfoMessages) {
std::cout<<"INFO in LauIsobarDynamics::checkToyMC : aSqMaxSet = "<<aSqMaxSet_<<" and aSqMaxVar = "<<aSqMaxVar_<<std::endl;
}
return ok;
}
void LauIsobarDynamics::setDataEventNo(UInt_t iEvt)
{
// Retrieve the data for event iEvt
if (data_.size() > iEvt) {
currentEvent_ = data_[iEvt];
} else {
std::cerr<<"ERROR in LauIsobarDynamics::setDataEventNo : Event index too large: "<<iEvt<<" >= "<<data_.size()<<"."<<std::endl;
}
m13Sq_ = currentEvent_->retrievem13Sq();
m23Sq_ = currentEvent_->retrievem23Sq();
mPrime_ = currentEvent_->retrievemPrime();
thPrime_ = currentEvent_->retrievethPrime();
tagCat_ = currentEvent_->retrieveTagCat();
eff_ = currentEvent_->retrieveEff();
scfFraction_ = currentEvent_->retrieveScfFraction(); // These two are necessary, even though the dynamics don't actually use scfFraction_ or jacobian_,
jacobian_ = currentEvent_->retrieveJacobian(); // since this is at the heart of the caching mechanism.
}
void LauIsobarDynamics::calcLikelihoodInfo(const UInt_t iEvt)
{
// Calculate the likelihood and associated info
// for the given event using cached information
evtLike_ = 0.0;
// retrieve the cached dynamics from the tree:
// realAmp, imagAmp for each resonance plus efficiency, scf fraction and jacobian
this->setDataEventNo(iEvt);
// use realAmp and imagAmp to create the resonance amplitudes
const std::vector<Double_t>& realAmp = currentEvent_->retrieveRealAmp();
const std::vector<Double_t>& imagAmp = currentEvent_->retrieveImagAmp();
const std::vector<Double_t>& incohInten = currentEvent_->retrieveIncohIntensities();
for (UInt_t i = 0; i < nAmp_; i++) {
this->setFFTerm(i, realAmp[i], imagAmp[i]);
}
for (UInt_t i = 0; i < nIncohAmp_; i++) {
this->setIncohIntenTerm(i, incohInten[i]);
}
// Update the dynamics - calculates totAmp_ and then ASq_ = totAmp_.abs2() * eff_
// All calculated using cached information on the individual amplitudes and efficiency.
this->calcTotalAmp(kTRUE);
// Calculate the normalised matrix element squared value
if (DPNorm_ > 1e-10) {
evtLike_ = ASq_/DPNorm_;
}
}
void LauIsobarDynamics::calcLikelihoodInfo(const Double_t m13Sq, const Double_t m23Sq)
{
this->calcLikelihoodInfo(m13Sq, m23Sq, -1);
}
void LauIsobarDynamics::calcLikelihoodInfo(const Double_t m13Sq, const Double_t m23Sq, const Int_t tagCat)
{
// Calculate the likelihood and associated info
// for the given point in the Dalitz plot
// Also retrieves the SCF fraction in the bin where the event lies (done
// here to cache it along with the the rest of the DP quantities, like eff)
// The jacobian for the square DP is calculated here for the same reason.
evtLike_ = 0.0;
// update the kinematics for the specified DP point
kinematics_->updateKinematics(m13Sq, m23Sq);
// calculate the jacobian and the scfFraction to cache them later
scfFraction_ = this->retrieveScfFraction(tagCat);
if (kinematics_->squareDP() == kTRUE) {
jacobian_ = kinematics_->calcSqDPJacobian();
}
// calculate the ff_ terms and retrieves eff_ from the efficiency model
this->calculateAmplitudes();
// then calculate totAmp_ and finally ASq_ = totAmp_.abs2() * eff_
this->calcTotalAmp(kTRUE);
// Calculate the normalised matrix element squared value
if (DPNorm_ > 1e-10) {
evtLike_ = ASq_/DPNorm_;
}
}
void LauIsobarDynamics::modifyDataTree()
{
if ( recalcNormalisation_ == kFALSE ) {
return;
}
const UInt_t nEvents = data_.size();
std::set<UInt_t>::const_iterator iter = integralsToBeCalculated_.begin();
const std::set<UInt_t>::const_iterator intEnd = integralsToBeCalculated_.end();
for (UInt_t iEvt = 0; iEvt < nEvents; ++iEvt) {
currentEvent_ = data_[iEvt];
std::vector<Double_t>& realAmp = currentEvent_->retrieveRealAmp();
std::vector<Double_t>& imagAmp = currentEvent_->retrieveImagAmp();
std::vector<Double_t>& incohInten = currentEvent_->retrieveIncohIntensities();
const Double_t m13Sq = currentEvent_->retrievem13Sq();
const Double_t m23Sq = currentEvent_->retrievem23Sq();
const Int_t tagCat = currentEvent_->retrieveTagCat();
this->calcLikelihoodInfo(m13Sq, m23Sq, tagCat);
for ( iter = integralsToBeCalculated_.begin(); iter != intEnd; ++iter) {
const UInt_t i = *iter;
if(*iter < nAmp_) {
realAmp[i] = ff_[i].re();
imagAmp[i] = ff_[i].im();
} else {
incohInten[i-nAmp_] = incohInten_[i-nAmp_];
}
}
}
}
void LauIsobarDynamics::fillDataTree(const LauFitDataTree& inputFitTree)
{
// In LauFitDataTree, the first two variables should always be m13^2 and m23^2.
// Other variables follow thus: charge/flavour tag prob, etc.
// Since this is the first caching, we need to make sure to calculate everything for every resonance
integralsToBeCalculated_.clear();
for ( UInt_t i(0); i < nAmp_+nIncohAmp_; ++i ) {
integralsToBeCalculated_.insert(i);
}
UInt_t nBranches = inputFitTree.nBranches();
if (nBranches < 2) {
std::cerr<<"ERROR in LauIsobarDynamics::fillDataTree : Expecting at least 2 variables " <<"in input data tree, but there are "<<nBranches<<"!\n";
std::cerr<<" : Make sure you have the right number of variables in your input data file!"<<std::endl;
gSystem->Exit(EXIT_FAILURE);
}
// Data structure that will cache the variables required to
// calculate the signal likelihood for this experiment
for ( std::vector<LauCacheData*>::iterator iter = data_.begin(); iter != data_.end(); ++iter ) {
delete (*iter);
}
data_.clear();
Double_t m13Sq(0.0), m23Sq(0.0);
Double_t mPrime(0.0), thPrime(0.0);
Int_t tagCat(-1);
std::vector<Double_t> realAmp(nAmp_), imagAmp(nAmp_);
Double_t eff(0.0), scfFraction(0.0), jacobian(0.0);
UInt_t nEvents = inputFitTree.nEvents() + inputFitTree.nFakeEvents();
data_.reserve(nEvents);
for (UInt_t iEvt = 0; iEvt < nEvents; ++iEvt) {
const LauFitData& dataValues = inputFitTree.getData(iEvt);
LauFitData::const_iterator iter = dataValues.find("m13Sq");
m13Sq = iter->second;
iter = dataValues.find("m23Sq");
m23Sq = iter->second;
// is there more than one tagging category?
// if so then we need to know the category from the data
if (scfFractionModel_.size()>1) {
iter = dataValues.find("tagCat");
tagCat = static_cast<Int_t>(iter->second);
}
// calculates the amplitudes and total amplitude for the given DP point
// tagging category not needed by dynamics, but to find out the scfFraction
this->calcLikelihoodInfo(m13Sq, m23Sq, tagCat);
// extract the real and imaginary parts of the ff_ terms for storage
for (UInt_t i = 0; i < nAmp_; i++) {
realAmp[i] = ff_[i].re();
imagAmp[i] = ff_[i].im();
}
if ( kinematics_->squareDP() ) {
mPrime = kinematics_->getmPrime();
thPrime = kinematics_->getThetaPrime();
}
eff = this->getEvtEff();
scfFraction = this->getEvtScfFraction();
jacobian = this->getEvtJacobian();
// store the data for each event in the list
data_.push_back( new LauCacheData() );
data_[iEvt]->storem13Sq(m13Sq);
data_[iEvt]->storem23Sq(m23Sq);
data_[iEvt]->storemPrime(mPrime);
data_[iEvt]->storethPrime(thPrime);
data_[iEvt]->storeTagCat(tagCat);
data_[iEvt]->storeEff(eff);
data_[iEvt]->storeScfFraction(scfFraction);
data_[iEvt]->storeJacobian(jacobian);
data_[iEvt]->storeRealAmp(realAmp);
data_[iEvt]->storeImagAmp(imagAmp);
data_[iEvt]->storeIncohIntensities(incohInten_);
}
}
Bool_t LauIsobarDynamics::gotReweightedEvent()
{
// Select the event (kinematics_) using an accept/reject method based on the
// ratio of the current value of ASq to the maximal value.
Bool_t accepted(kFALSE);
// calculate the ff_ terms and retrieves eff_ from the efficiency model
this->calculateAmplitudes();
// then calculate totAmp_ and finally ASq_ = totAmp_.abs2() (without the efficiency correction!)
this->calcTotalAmp(kFALSE);
// Compare the ASq value with the maximal value (set by the user)
if (LauRandom::randomFun()->Rndm() < ASq_/aSqMaxSet_) {
accepted = kTRUE;
}
if (ASq_ > aSqMaxVar_) {aSqMaxVar_ = ASq_;}
return accepted;
}
Double_t LauIsobarDynamics::getEventWeight()
{
// calculate the ff_ terms and retrieves eff_ from the efficiency model
this->calculateAmplitudes();
// then calculate totAmp_ and finally ASq_ = totAmp_.abs2() (without the efficiency correction!)
this->calcTotalAmp(kFALSE);
if (ASq_ > aSqMaxVar_) {aSqMaxVar_ = ASq_;}
// return the event weight = the value of the squared amplitude divided
// by the user-defined ceiling
return ASq_ / aSqMaxSet_;
}
void LauIsobarDynamics::updateCoeffs(const std::vector<LauComplex>& coeffs)
{
// Check that the number of coeffs is correct
if (coeffs.size() != this->getnTotAmp()) {
std::cerr << "ERROR in LauIsobarDynamics::updateCoeffs : Expected " << this->getnTotAmp() << " but got " << coeffs.size() << std::endl;
gSystem->Exit(EXIT_FAILURE);
}
// Now check if the coeffs have changed
Bool_t changed = (Amp_ != coeffs);
if (changed) {
// Copy the coeffs
Amp_ = coeffs;
}
// TODO should perhaps keep track of whether the resonance parameters have changed here and if none of those and none of the coeffs have changed then we don't need to update the norm
// Update the total normalisation for the signal likelihood
this->calcSigDPNorm();
}
Bool_t LauIsobarDynamics::hasResonance(const TString& resName) const
{
const LauAbsResonance* theRes = this->findResonance(resName);
if (theRes != 0) {
return kTRUE;
} else {
return kFALSE;
}
}
TString LauIsobarDynamics::getConjResName(const TString& resName) const
{
// Get the name of the charge conjugate resonance
TString conjName(resName);
Ssiz_t index1 = resName.Index("+");
Ssiz_t index2 = resName.Index("-");
if (index1 != -1) {
conjName.Replace(index1, 1, "-");
} else if (index2 != -1) {
conjName.Replace(index2, 1, "+");
}
return conjName;
}
Double_t LauIsobarDynamics::retrieveEfficiency()
{
Double_t eff(1.0);
if (effModel_ != 0) {
eff = effModel_->calcEfficiency(kinematics_);
}
return eff;
}
Double_t LauIsobarDynamics::retrieveScfFraction(Int_t tagCat)
{
Double_t scfFraction(0.0);
// scf model and eff model are exactly the same, functionally
// so we use an instance of LauAbsEffModel, and the method
// calcEfficiency actually calculates the scf fraction
if (tagCat == -1) {
if (!scfFractionModel_.empty()) {
scfFraction = scfFractionModel_[0]->calcEfficiency(kinematics_);
}
} else {
scfFraction = scfFractionModel_[tagCat]->calcEfficiency(kinematics_);
}
return scfFraction;
}

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