ROOT::Math::Inverter< 0 > Class Reference

Inverter<0>.

In case of zero order, do nothing.

Author

T. Glebe

Definition at line 167 of file Dinv.h.

Static Public Member Functions
static int	DfactMatrix (MatRepStd< T, idim, idim > &rhs, T &det, unsigned int *work)
	LU Factorization method for inversion of general square matrices (see implementation in Math/MatrixInversion.icc).
static int	DfinvMatrix (MatRepStd< T, idim, idim > &rhs, unsigned int *work)
	LU inversion of general square matrices.
template<class MatrixRep>
static bool	Dinv (MatrixRep &)
static void	InvertBunchKaufman (MatRepSym< T, idim > &rhs, int &ifail)
	Bunch-Kaufman method for inversion of symmetric matrices.

#include <Math/Dinv.h>

Member Function Documentation

DfactMatrix()

int ROOT::Math::Inverter< idim, idim >::DfactMatrix ( MatRepStd< T, idim, idim > & rhs, T & det, unsigned int * work )

static

LU Factorization method for inversion of general square matrices (see implementation in Math/MatrixInversion.icc).

LU factorization : code originally from CERNLIB dfact routine and ported in C++ for CLHEP.

Definition at line 111 of file MatrixInversion.icc.

DfinvMatrix()

int ROOT::Math::Inverter< idim, idim >::DfinvMatrix ( MatRepStd< T, idim, idim > & rhs, unsigned int * ir )

static

LU inversion of general square matrices.

Inversion for General square matrices.

To be called after DFactMatrix (see implementation in Math/MatrixInversion.icc)

Code from dfinv routine from CERNLIB Assumed first the LU decomposition via DfactMatrix function

taken from CLHEP : L. Moneta May 2006

Definition at line 117 of file MatrixInversion.icc.

Dinv()

template<class MatrixRep>

bool ROOT::Math::Inverter< 0 >::Dinv ( MatrixRep & )

inlinestatic

Definition at line 171 of file Dinv.h.

InvertBunchKaufman()

void ROOT::Math::Inverter< idim, N >::InvertBunchKaufman ( MatRepSym< T, idim > & rhs, int & ifail )

static

Bunch-Kaufman method for inversion of symmetric matrices.

General Inversion for a symmetric matrix Bunch-Kaufman diagonal pivoting method It is described in J.R.

Bunch, L. Kaufman (1977). "Some Stable Methods for Calculating Inertia and Solving Symmetric Linear Systems", Math. Comp. 31, p. 162-179. or in Gene H. Golub, /Charles F. van Loan, "Matrix Computations" (the second edition has a bug.) and implemented in "lapack" Mario Stanke, 09/97

Definition at line 123 of file MatrixInversion.icc.

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The documentation for this class was generated from the following files:

• math/smatrix/inc/Math/Dinv.h
• math/smatrix/inc/Math/MatrixInversion.icc