RecoVertex/VertexPrimitives/interface/LinearizedTrackState.h - master - githubmirror/cmssw

RecoVertex/VertexPrimitives/interface/LinearizedTrackState.h
140 строк5 KB
Ivan Razumov
[clang][cpp20] Fixed ambiguous-reversed-operator for LinearizedTrackState
22 июл 2024, 12:54
22 июл 2024, 12:5478bfd41
#ifndef LinearizedTrackState_H
#define LinearizedTrackState_H

//#include "CommonReco/CommonVertex/interface/ImpactPointMeasurement.h"

#include "DataFormats/GeometrySurface/interface/ReferenceCounted.h"
#include "DataFormats/GeometryVector/interface/GlobalPoint.h"
#include "DataFormats/TrajectoryState/interface/TrackCharge.h"
#include "TrackingTools/TransientTrack/interface/TransientTrack.h"

#define SMATRIX_USE_CONSTEXPR
#include "Math/SMatrix.h"

#include "RecoVertex/VertexPrimitives/interface/RefittedTrackState.h"
#include <vector>

/**
 *
 *  Abstract base class for all kind of linearizedtrack like objects.
 *  Calculates and stores the ImpactPointMeasurement of the
 *  impact point (point of closest approach in 3D) to the
 *  given linearization point.
 *  (see V.Karimaki, HIP-1997-77 / EXP)
 *
 *  Computes the parameters of the trajectory at the transverse
 *  point of closest approach (in the global transverse plane) to
 *  the linearization point, and the jacobiam matrices.
 *  (see R.Fruehwirth et al. Data Analysis Techniques in HEP Experiments
 *  Second Edition, Cambridge University Press 2000, or
 *  R.Fruehwirth et al. Vertex reconstruction and track bundling at the LEP
 *  collider using robust algorithms. Computer Physics Communications 96
 *  (1996) 189-208).
 */

template <unsigned int N>
class LinearizedTrackState : public ReferenceCounted {
public:
  typedef ROOT::Math::SVector<double, N> AlgebraicVectorN;
  typedef ROOT::Math::SVector<double, N - 2> AlgebraicVectorM;
  typedef ROOT::Math::SMatrix<double, N, 3, ROOT::Math::MatRepStd<double, N, 3> > AlgebraicMatrixN3;
  typedef ROOT::Math::SMatrix<double, N, N - 2, ROOT::Math::MatRepStd<double, N, N - 2> > AlgebraicMatrixNM;
  typedef ROOT::Math::SMatrix<double, N - 2, 3, ROOT::Math::MatRepStd<double, N - 2, 3> > AlgebraicMatrixM3;
  typedef ROOT::Math::SMatrix<double, N, N, ROOT::Math::MatRepSym<double, N> > AlgebraicSymMatrixNN;
  typedef ROOT::Math::SMatrix<double, N - 2, N - 2, ROOT::Math::MatRepSym<double, N - 2> > AlgebraicSymMatrixMM;
  typedef ROOT::Math::SMatrix<double, N + 1, N + 1, ROOT::Math::MatRepSym<double, N + 1> > AlgebraicSymMatrixOO;

  typedef ReferenceCountingPointer<RefittedTrackState<N> > RefCountedRefittedTrackState;

  ~LinearizedTrackState() override {}

  /**
   * Returns a new linearized state with respect to a new linearization point.
   * A new object of the same type is returned, without change to the existing one.
   */
  virtual ReferenceCountingPointer<LinearizedTrackState<N> > stateWithNewLinearizationPoint(
      const GlobalPoint& newLP) const = 0;

  /** Access methods
   */
  virtual const GlobalPoint& linearizationPoint() const = 0;

  /** Method returning the constant term of the Taylor expansion
   *  of the measurement equation
   */
  virtual const AlgebraicVectorN& constantTerm() const = 0;

  /** Method returning the Position Jacobian from the Taylor expansion
   *  (Matrix A)
   */
  virtual const AlgebraicMatrixN3& positionJacobian() const = 0;

  /** Method returning the Momentum Jacobian from the Taylor expansion
   *  (Matrix B)
   */
  virtual const AlgebraicMatrixNM& momentumJacobian() const = 0;

  /** Method returning the parameters of the Taylor expansion
   */
  virtual const AlgebraicVectorN& parametersFromExpansion() const = 0;

  /** Method returning the parameters of the track state at the
   *  linearization point.
   */
  virtual AlgebraicVectorN predictedStateParameters() const = 0;

  /** Method returning the momentum part of the parameters of the track state
   *  at the linearization point.
   */
  virtual AlgebraicVectorM predictedStateMomentumParameters() const = 0;

  /** Method returning the weight matrix of the track state at the
   *  linearization point.
   * The error variable is 0 in case of success.
   */
  virtual AlgebraicSymMatrixNN predictedStateWeight(int& error) const = 0;

  /** Method returning the momentum covariance matrix of the track state at the
   *  transverse impact point.
   */
  virtual AlgebraicSymMatrixMM predictedStateMomentumError() const = 0;

  /** Method returning the covariance matrix of the track state at the
   *  linearization point.
   */
  virtual AlgebraicSymMatrixNN predictedStateError() const = 0;

  virtual bool hasError() const = 0;

  virtual TrackCharge charge() const = 0;

  /** Method returning the impact point measurement
   */
  //   virtual ImpactPointMeasurement impactPointMeasurement() const = 0;

  virtual bool operator==(const LinearizedTrackState<N>& other) const = 0;

  /** Creates the correct refitted state according to the results of the
   *  track refit.
   */
  virtual RefCountedRefittedTrackState createRefittedTrackState(const GlobalPoint& vertexPosition,
                                                                const AlgebraicVectorM& vectorParameters,
                                                                const AlgebraicSymMatrixOO& covarianceMatrix) const = 0;

  /** Method returning the parameters of the Taylor expansion evaluated with the
   *  refitted state.
   */
  virtual AlgebraicVectorN refittedParamFromEquation(const RefCountedRefittedTrackState& theRefittedState) const = 0;

  virtual inline void checkParameters(AlgebraicVectorN& parameters) const {}

  virtual double weightInMixture() const = 0;

  virtual std::vector<ReferenceCountingPointer<LinearizedTrackState<N> > > components() const = 0;

  virtual reco::TransientTrack track() const = 0;

  virtual bool isValid() const { return true; }
};

#endif