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#include <KinematicConstrainedVertexUpdator.h>
Public Member Functions | |
| KinematicConstrainedVertexUpdator () | |
| std::pair< std::pair < std::vector< KinematicState > , AlgebraicMatrix > , RefCountedKinematicVertex > | update (const AlgebraicVector &inState, const AlgebraicMatrix &inCov, std::vector< KinematicState > lStates, const GlobalPoint &lPoint, MultiTrackKinematicConstraint *cs) const |
| ~KinematicConstrainedVertexUpdator () | |
Private Attributes | |
| VertexKinematicConstraint * | vConstraint |
| KinematicVertexFactory * | vFactory |
Class caching the math part for KinematicConstrainedVertexFitter
Definition at line 13 of file KinematicConstrainedVertexUpdator.h.
| KinematicConstrainedVertexUpdator::KinematicConstrainedVertexUpdator | ( | ) |
Default constructor and destructor
Definition at line 4 of file KinematicConstrainedVertexUpdator.cc.
References vConstraint, and vFactory.
{
vFactory = new KinematicVertexFactory();
vConstraint = new VertexKinematicConstraint();
}
| KinematicConstrainedVertexUpdator::~KinematicConstrainedVertexUpdator | ( | ) |
Definition at line 10 of file KinematicConstrainedVertexUpdator.cc.
References vConstraint, and vFactory.
{
delete vFactory;
delete vConstraint;
}
| std::pair< std::pair< std::vector< KinematicState >, AlgebraicMatrix >, RefCountedKinematicVertex > KinematicConstrainedVertexUpdator::update | ( | const AlgebraicVector & | inState, |
| const AlgebraicMatrix & | inCov, | ||
| std::vector< KinematicState > | lStates, | ||
| const GlobalPoint & | lPoint, | ||
| MultiTrackKinematicConstraint * | cs | ||
| ) | const |
Method updating the states. Takes a vector of full parameters: (x,y,z,particle_1,...,particle_n), corresponding linearization point: vector of states and GlobalPoint, and constraint to be applied during the vertex fit. Returns refitted vector of 7n+3 parameters and corresponding covariance matrix, where n - number of tracks.
Definition at line 17 of file KinematicConstrainedVertexUpdator.cc.
References g, i, edm::detail::isnan(), j, LogDebug, MultiTrackKinematicConstraint::numberOfEquations(), MultiTrackKinematicConstraint::parametersDerivative(), VertexKinematicConstraint::parametersDerivative(), MultiTrackKinematicConstraint::positionDerivative(), VertexKinematicConstraint::positionDerivative(), VertexKinematicConstraint::value(), MultiTrackKinematicConstraint::value(), vConstraint, KinematicVertexFactory::vertex(), vFactory, PV3DBase< T, PVType, FrameType >::x(), PV3DBase< T, PVType, FrameType >::y(), and PV3DBase< T, PVType, FrameType >::z().
Referenced by KinematicConstrainedVertexFitter::fit().
{
const MagneticField* field=lStates.front().magneticField();
AlgebraicMatrix d_matrix = vConstraint->parametersDerivative(lStates, lPoint);
AlgebraicMatrix e_matrix = vConstraint->positionDerivative(lStates, lPoint);
AlgebraicVector val_s = vConstraint->value(lStates, lPoint);
int vSize = lStates.size();
//delta alpha
AlgebraicVector d_a(7*vSize + 3);
d_a(1) = lPoint.x();
d_a(2) = lPoint.y();
d_a(3) = lPoint.z();
int cst = 0;
for(std::vector<KinematicState>::const_iterator i = lStates.begin(); i != lStates.end(); i++)
{
AlgebraicVector lst_par = asHepVector<7>(i->kinematicParameters().vector());
for(int j = 1; j<lst_par.num_row()+1; j++)
{d_a(3+7*cst+j) = lst_par(j);}
cst++;
}
AlgebraicVector delta_alpha = inPar - d_a;
// cout<<"delta_alpha"<<delta_alpha<<endl;
//resulting matrix of derivatives and vector of values.
//their size depends of number of tracks to analyze and number of
//additional constraints to apply
AlgebraicMatrix g;
AlgebraicVector val;
if(cs == 0)
{
//unconstrained vertex fitter case
g = AlgebraicMatrix(2*vSize,7*vSize+3,0);
val = AlgebraicVector(2*vSize);
//filling the derivative matrix
g.sub(1,1,e_matrix);
g.sub(1,4,d_matrix);
//filling the vector of values
val = val_s;
}else{
//constrained vertex fitter case
int n_eq =cs->numberOfEquations();
g = AlgebraicMatrix(n_eq + 2*vSize,7*vSize + 3,0);
val = AlgebraicVector(n_eq + 2*vSize);
AlgebraicMatrix n_x = cs->positionDerivative(lStates, lPoint);
AlgebraicMatrix n_alpha = cs->parametersDerivative(lStates, lPoint);
AlgebraicVector c_val = cs->value(lStates, lPoint);
//filling the derivative matrix
// cout<<"n_x:"<<n_x<<endl;
// cout<<"n_alpha"<<n_alpha<<endl;
g.sub(1,1,n_x);
g.sub(1,4,n_alpha);
g.sub(n_eq+1, 1, e_matrix);
g.sub(n_eq+1, 4, d_matrix);
//filling the vector of values
for(int i = 1;i< n_eq+1; i++)
{val(i) = c_val(i);}
for(int i = 1; i<(2*vSize+1); i++)
{val(i+n_eq) = val_s(i);}
}
//check for NaN
for(int i = 1; i<=val.num_row();++i) {
if (std::isnan(val(i))) {
LogDebug("KinematicConstrainedVertexUpdator")
<< "catched NaN.\n";
return std::pair<std::pair<std::vector<KinematicState>, AlgebraicMatrix>, RefCountedKinematicVertex >(
std::pair<std::vector<KinematicState>, AlgebraicMatrix>(std::vector<KinematicState>(), AlgebraicMatrix(1,0)),
RefCountedKinematicVertex());
}
}
//debug feature
AlgebraicSymMatrix in_cov_sym(7*vSize + 3,0);
for(int i = 1; i<7*vSize+4; ++i)
{
for(int j = 1; j<7*vSize+4; ++j)
{if(i<=j) in_cov_sym(i,j) = inCov(i,j);}
}
//debug code
AlgebraicSymMatrix v_g_sym = in_cov_sym.similarity(g);
int ifl1 = 0;
v_g_sym.invert(ifl1);
if(ifl1 !=0) {
LogDebug("KinematicConstrainedVertexFitter")
<< "Fit failed: unable to invert SYM gain matrix\n";
return std::pair<std::pair<std::vector<KinematicState>, AlgebraicMatrix>, RefCountedKinematicVertex >(
std::pair<std::vector<KinematicState>, AlgebraicMatrix>(std::vector<KinematicState>(), AlgebraicMatrix(1,0)),
RefCountedKinematicVertex());
}
// delta alpha is now valid!
//full math case now!
AlgebraicVector lambda = v_g_sym *(g*delta_alpha + val);
//final parameters
AlgebraicVector finPar = inPar - in_cov_sym * g.T() * lambda;
//covariance matrix business:
AlgebraicMatrix mFactor = in_cov_sym *(v_g_sym.similarityT(g))* in_cov_sym;
//refitted covariance
AlgebraicMatrix rCov = in_cov_sym - mFactor;
//symmetric covariance:
AlgebraicSymMatrix r_cov_sym(7*vSize+3,0);
for(int i = 1; i<7*vSize+4; ++i)
{
for(int j = 1; j<7*vSize+4; ++j)
{if(i<=j)r_cov_sym(i,j) = rCov(i,j);}
}
AlgebraicSymMatrix pCov = r_cov_sym.sub(1,3);
// chi2
AlgebraicVector chi = lambda.T()*(g*delta_alpha + val);
//this is ndf without significant prior
//vertex so -3 factor exists here
float ndf = 2*vSize - 3;
if(cs != 0){ndf += cs->numberOfEquations();}
//making resulting vertex
GlobalPoint vPos (finPar(1),finPar(2),finPar(3));
VertexState st(vPos,GlobalError( asSMatrix<3>(pCov)));
RefCountedKinematicVertex rVtx = vFactory->vertex(st,chi(1),ndf);
//making refitted states of Kinematic Particles
int i_int = 0;
std::vector<KinematicState> ns;
for(std::vector<KinematicState>::iterator i_st=lStates.begin(); i_st != lStates.end(); i_st++)
{
AlgebraicVector7 newPar;
for(int i =0; i<7; i++)
{newPar(i) = finPar(4 + i_int*7 + i);}
AlgebraicSymMatrix nCovariance = r_cov_sym.sub(4 + i_int*7, 10 + i_int*7);
TrackCharge chl = i_st->particleCharge();
KinematicParameters nrPar(newPar);
KinematicParametersError nrEr(asSMatrix<7>(nCovariance));
KinematicState newState(nrPar,nrEr,chl, field);
ns.push_back(newState);
i_int++;
}
std::pair<std::vector<KinematicState>, AlgebraicMatrix> ns_m(ns,rCov);
return std::pair<std::pair<std::vector<KinematicState>, AlgebraicMatrix>, RefCountedKinematicVertex >(ns_m,rVtx);
}
Definition at line 39 of file KinematicConstrainedVertexUpdator.h.
Referenced by KinematicConstrainedVertexUpdator(), update(), and ~KinematicConstrainedVertexUpdator().
Definition at line 38 of file KinematicConstrainedVertexUpdator.h.
Referenced by KinematicConstrainedVertexUpdator(), update(), and ~KinematicConstrainedVertexUpdator().
1.7.3