VertexDistanceXY Class Reference

#include <VertexDistanceXY.h>

Inheritance diagram for VertexDistanceXY:

Public Member Functions
virtual VertexDistanceXY *	clone () const
virtual Measurement1D	signedDistance (const reco::Vertex &primVtx, const reco::Vertex &secVtx, const GlobalVector &momentum) const
	VertexDistanceXY ()
Public Member Functions inherited from VertexDistance
virtual float	compatibility (const reco::Vertex &, const reco::Vertex &) const
virtual float	compatibility (const VertexState &, const VertexState &) const
virtual float	compatibility (const reco::Vertex &, const VertexState &) const
virtual float	compatibility (const VertexState &, const reco::Vertex &) const
Measurement1D	distance (const reco::Vertex &, const reco::Vertex &) const
Measurement1D	distance (const VertexState &, const VertexState &) const
Measurement1D	distance (const reco::Vertex &, const VertexState &) const
Measurement1D	distance (const VertexState &, const reco::Vertex &) const
virtual	~VertexDistance ()

Private Member Functions
virtual float	compatibility (const GlobalPoint &vtx1Position, const GlobalError &vtx1PositionError, const GlobalPoint &vtx2Position, const GlobalError &vtx2PositionError) const
virtual Measurement1D	distance (const GlobalPoint &vtx1Position, const GlobalError &vtx1PositionError, const GlobalPoint &vtx2Position, const GlobalError &vtx2PositionError) const

Private Attributes
AlgebraicSymMatrix22	theNullMatrix

Additional Inherited Members

Detailed Description

Computes the distance between two vertices as the chi-squared formed with their positions in the transverse plane.

Definition at line 11 of file VertexDistanceXY.h.

Constructor & Destructor Documentation

VertexDistanceXY::VertexDistanceXY ( )

inline

Definition at line 15 of file VertexDistanceXY.h.

Referenced by clone().

{}

Member Function Documentation

virtual VertexDistanceXY* VertexDistanceXY::clone ( void  ) const

inlinevirtual

Implements VertexDistance.

Definition at line 29 of file VertexDistanceXY.h.

References VertexDistanceXY().

  {
    return new VertexDistanceXY(*this);
  }

float VertexDistanceXY::compatibility ( const GlobalPoint &  vtx1Position, const GlobalError &  vtx1PositionError, const GlobalPoint &  vtx2Position, const GlobalError &  vtx2PositionError  ) const

privatevirtual

Implements VertexDistance.

Definition at line 49 of file VertexDistanceXY.cc.

References mps_update::diff, relativeConstraints::error, Exception, GlobalErrorBase< T, ErrorWeightType >::matrix(), PV3DBase< T, PVType, FrameType >::x(), and PV3DBase< T, PVType, FrameType >::y().

{
  // error matrix of residuals
  AlgebraicSymMatrix33 err1 = vtx1PositionError.matrix();
  AlgebraicSymMatrix33 err2 = vtx2PositionError.matrix();
  AlgebraicSymMatrix22 error; 
  error[0][0] = err1[0][0] + err2[0][0];
  error[0][1] = err1[0][1] + err2[0][1];
  error[1][1] = err1[1][1] + err2[1][1];
  if (error == theNullMatrix) return FLT_MAX;

  // position residuals
  GlobalVector diff = vtx2Position - vtx1Position;
  AlgebraicVector2 vDiff;
  vDiff[0] = diff.x();
  vDiff[1] = diff.y();

  // Invert error matrix of residuals
  bool ifail = !error.Invert();
  if (ifail) {
    throw cms::Exception("VertexDistanceXY::matrix inversion problem");
  }

  return ROOT::Math::Similarity(error,vDiff);
}

Measurement1D VertexDistanceXY::distance ( const GlobalPoint &  vtx1Position, const GlobalError &  vtx1PositionError, const GlobalPoint &  vtx2Position, const GlobalError &  vtx2PositionError  ) const

privatevirtual

Implements VertexDistance.

Definition at line 25 of file VertexDistanceXY.cc.

References mps_update::diff, relativeConstraints::error, GlobalErrorBase< T, ErrorWeightType >::matrix(), funct::pow(), mathSSE::sqrt(), PV3DBase< T, PVType, FrameType >::x(), and PV3DBase< T, PVType, FrameType >::y().

Referenced by Onia2MuMuPAT::produce().

{
    AlgebraicSymMatrix33 error = vtx1PositionError.matrix()
      + vtx2PositionError.matrix();
    GlobalVector diff = vtx1Position - vtx2Position;
    AlgebraicVector3 vDiff;
    vDiff[0] = diff.x();
    vDiff[1] = diff.y();
    vDiff[2] = 0.;
    
    double dist=sqrt(pow(diff.x(),2)+pow(diff.y(),2));
    
    double err2 =  ROOT::Math::Similarity(error,vDiff);
    double err  = 0;
    if( dist != 0) err = sqrt(err2)/dist;
       
    return Measurement1D(dist,err);
}

Measurement1D VertexDistanceXY::signedDistance ( const reco::Vertex &  primVtx, const reco::Vertex &  secVtx, const GlobalVector &  momentum  ) const

virtual

The signed distance is computed using a vector from the primary to the secondary vertex and a given reference vector. The sign is determined by the scalar product of the x,y component of the vector connecting the vertices and the reference vector: if the scalar product is greater than zero, the sign is +1, else -1

Implements VertexDistance.

Definition at line 11 of file VertexDistanceXY.cc.

References mps_update::diff, HLT_25ns10e33_v2_cff::distance, Measurement1D::error(), reco::Vertex::position(), Measurement1D::value(), PV3DBase< T, PVType, FrameType >::x(), Basic3DVector< T >::x(), PV3DBase< T, PVType, FrameType >::y(), and Basic3DVector< T >::y().

{
  Measurement1D unsignedDistance = distance(vtx1, vtx2);
  Basic3DVector<float> diff = Basic3DVector<float> (vtx2.position()) - 
    Basic3DVector<float> (vtx1.position());
  if ((momentum.x()*diff.x() + momentum.y()*diff.y()) < 0 )
    return Measurement1D(-1.0*unsignedDistance.value(),unsignedDistance.error());
  return unsignedDistance;
}

Member Data Documentation

AlgebraicSymMatrix22 VertexDistanceXY::theNullMatrix

private

Definition at line 40 of file VertexDistanceXY.h.