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PandaRoot
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AbsHMatrix implementation for one-dimensional MeasurementOnPlane and RKTrackRep parameterization. More...
#include <HMatrixPhi.h>
Public Member Functions | |
HMatrixPhi (double phi=0) | |
const TMatrixD & | getMatrix () const |
Get the actual matrix representation. More... | |
TVectorD | Hv (const TVectorD &v) const |
H*v. More... | |
TMatrixD | MHt (const TMatrixDSym &M) const |
M*H^t. More... | |
TMatrixD | MHt (const TMatrixD &M) const |
void | HMHt (TMatrixDSym &M) const |
similarity: H*M*H^t More... | |
virtual HMatrixPhi * | clone () const |
virtual bool | isEqual (const AbsHMatrix &other) const |
virtual void | Print (const Option_t *="") const |
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AbsHMatrix () | |
virtual | ~AbsHMatrix () |
bool | operator== (const AbsHMatrix &other) const |
bool | operator!= (const AbsHMatrix &other) const |
Public Attributes | |
ClassDef(HMatrixPhi, 1) private double | cosPhi_ |
double | sinPhi_ |
Additional Inherited Members | |
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AbsHMatrix (const AbsHMatrix &o) | |
AbsHMatrix & | operator= (const AbsHMatrix &) |
AbsHMatrix implementation for one-dimensional MeasurementOnPlane and RKTrackRep parameterization.
For one dimensional measurements which are rotated by phi against U of the DetPlane H = (0, 0, 0, cos(phi), sin(phi))
Definition at line 36 of file HMatrixPhi.h.
genfit::HMatrixPhi::HMatrixPhi | ( | double | phi = 0 | ) |
Referenced by clone().
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inlinevirtual |
Implements genfit::AbsHMatrix.
Definition at line 50 of file HMatrixPhi.h.
References HMatrixPhi(), isEqual(), and Print().
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Get the actual matrix representation.
Implements genfit::AbsHMatrix.
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similarity: H*M*H^t
Reimplemented from genfit::AbsHMatrix.
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H*v.
Reimplemented from genfit::AbsHMatrix.
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virtual |
Implements genfit::AbsHMatrix.
Referenced by clone().
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M*H^t.
Reimplemented from genfit::AbsHMatrix.
Reimplemented from genfit::AbsHMatrix.
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Reimplemented from genfit::AbsHMatrix.
Referenced by clone().
ClassDef (HMatrixPhi, 1) private double genfit::HMatrixPhi::cosPhi_ |
Definition at line 56 of file HMatrixPhi.h.
double genfit::HMatrixPhi::sinPhi_ |
Definition at line 62 of file HMatrixPhi.h.