MatrixRoutines.h File Reference

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Functions
TDSPMatrix *	Transform (TDSPMatrix *A, TDSPMatrix *X, TDSPMatrix *result=NULL)
	Global Routines and matlab-equivalents.
TDSPMatrix *	AdjointTransform (TDSPMatrix *A, TDSPMatrix *X, TDSPMatrix *result=NULL)
TDSPVector *	Affine (TDSPMatrix *A, TDSPVector *x, TDSPVector *b=NULL, TDSPVector *result=NULL)
TDSPMatrix *	UnitMatrix (Int_t nrows, Int_t ncols=0, TComplex diag=1.0)
TDSPMatrix *	FlatMatrix (Int_t nrows, Int_t ncols=0, TComplex fil=1.0)
TDSPMatrix *	ZeroMatrix (Int_t nrows, Int_t ncols=0)
TDSPMatrix *	Zeros (Int_t nrows, Int_t ncols=0)
TDSPMatrix *	Ones (Int_t nrows, Int_t ncols=0)
TComplex	Det (TDSPMatrix *a)
TDSPMatrix *	RowStack (TDSPVector *, Int_t n, TDSPMatrix *result=NULL)
TDSPMatrix *	ColumnStack (TDSPVector *, Int_t n, TDSPMatrix *result=NULL)
	stack the vector as rows of a matrix
TDSPMatrix *	ConvMatrix (TDSPVector *, Int_t m=0, Int_t n=0, TDSPMatrix *result=NULL, Bool_t cyclic=kTRUE, Int_t Offset=0)
	stack the vector as columns of a matrix
TDSPMatrix *	ConvMatrix (TDSPMatrix *, Int_t m=0, Int_t n=0, TDSPMatrix *result=NULL, Bool_t cyclic=kTRUE, Int_t mOffset=0, Int_t nOffset=0)
TDSPMatrix *	Toeplitz (TDSPVector *, Int_t m=0, Int_t n=0, TDSPMatrix *result=NULL, Bool_t cyclic=kTRUE)
TDSPMatrix *	RandNC (UInt_t M, UInt_t N, Double_t sigma=1.)

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Function Documentation

TDSPMatrix* AdjointTransform (  TDSPMatrix *  A, TDSPMatrix *  X, TDSPMatrix *  result = NULL )  [inline]

Definition at line 24 of file MatrixRoutines.h. References TDSPMatrix::AdjointTransform(). { return A->AdjointTransform(X,result);};

TDSPVector* Affine (  TDSPMatrix *  A, TDSPVector *  x, TDSPVector *  b = NULL, TDSPVector *  result = NULL )

TDSPMatrix* ColumnStack (  TDSPVector *  , Int_t  n, TDSPMatrix *  result = NULL )

stack the vector as rows of a matrix

TDSPMatrix* ConvMatrix (  TDSPMatrix *  , Int_t  m = 0, Int_t  n = 0, TDSPMatrix *  result = NULL, Bool_t  cyclic = kTRUE, Int_t  mOffset = 0, Int_t  nOffset = 0 )

TDSPMatrix* ConvMatrix (  TDSPVector *  , Int_t  m = 0, Int_t  n = 0, TDSPMatrix *  result = NULL, Bool_t  cyclic = kTRUE, Int_t  Offset = 0 )

stack the vector as columns of a matrix

TComplex Det (  TDSPMatrix *  a  )  [inline]

Definition at line 31 of file MatrixRoutines.h. References TDSPMatrix::Det(). { return a->Det();};

TDSPMatrix* FlatMatrix (  Int_t  nrows, Int_t  ncols = 0, TComplex  fil = 1.0 )

Referenced by Ones(), and ZeroMatrix().

TDSPMatrix* Ones (  Int_t  nrows, Int_t  ncols = 0 )  [inline]

Definition at line 30 of file MatrixRoutines.h. References FlatMatrix(). {return FlatMatrix(nrows,ncols,1.0);}

TDSPMatrix* RandNC (  UInt_t  M, UInt_t  N, Double_t  sigma = 1. )

TDSPMatrix* RowStack (  TDSPVector *  , Int_t  n, TDSPMatrix *  result = NULL )

TDSPMatrix* Toeplitz (  TDSPVector *  , Int_t  m = 0, Int_t  n = 0, TDSPMatrix *  result = NULL, Bool_t  cyclic = kTRUE )

TDSPMatrix* Transform (  TDSPMatrix *  A, TDSPMatrix *  X, TDSPMatrix *  result = NULL )  [inline]

Global Routines and matlab-equivalents. TDSP ******************************************************************* MatrixRoutines.h - description ------------------- begin : Mon Feb 18 2002 copyright : (C) 2002 by Peter Jung email : jung@hhi.de Definition at line 23 of file MatrixRoutines.h. References TDSPMatrix::Transform(). { return A->Transform(X,result);};

TDSPMatrix* UnitMatrix (  Int_t  nrows, Int_t  ncols = 0, TComplex  diag = 1.0 )

TDSPMatrix* ZeroMatrix (  Int_t  nrows, Int_t  ncols = 0 )  [inline]

Definition at line 28 of file MatrixRoutines.h. References FlatMatrix(). Referenced by Zeros(). {return FlatMatrix(nrows,ncols,0.0);}

TDSPMatrix* Zeros (  Int_t  nrows, Int_t  ncols = 0 )  [inline]

Definition at line 29 of file MatrixRoutines.h. References ZeroMatrix(). {return ZeroMatrix(nrows,ncols);};

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