MCF_Dia_cabsmax MCD_Dia_cabsmax MCE_Dia_cabsmax
FunctionFind the complex number of largest magnitude along the diagonal of a square matrix
Syntax C/C++#include <MCFstd.h>
fComplex MCF_Dia_cabsmax( cfMatrix MA, ui len );
C++ MatObj#include <OptiVec.h>

complex<T> matrix<complex<T>>::Dia_cabsmax( const matrix<complex<T> >& MA );
Pascal/Delphiuses MCFstd;

function MCF_Dia_cabsmax( MA:cfMatrix; len:UIntSize ): fComplex;

Alternative syntax:
procedure MCF_Dia_cabsmax( var Max:fComplex; MA:cfMatrix; len:UIntSize );
CUDA function C/C++#include <cudaMCFstd.h>
int cudaMCF_Dia_cabsmax( fComplex *h_RetVal, cfMatrix d_MA, ui len );
int cusdMCF_Dia_cabsmax( fComplex *d_RetVal, cfMatrix d_MA, ui len );
fComplex MCFcu_Dia_cabsmax( cfMatrix h_MA, ui len );
CUDA function Pascal/Delphiuses MCFstd;
function cudaMCF_Dia_cabsmax( var h_RetVal:fComplex; d_MA:cfMatrix; len:UIntSize ): IntBool;
function cusdMCF_Dia_cabsmax( d_RetVal:PfComplex; d_MA:cfMatrix; len:UIntSize ): IntBool;
function MCFcu_Dia_cabsmax( h_MA:cfMatrix; len:UIntSize ): fComplex;

Alternative syntax for the complex types:
procedure MCFcu_Dia_cabsmax( var h_RetVal:fComplex; h_MA:cfMatrix; len:UIntSize );
DescriptionThe complex number of largest magnitude, sqrt(Re2+Im2), is found.
See alsoMCF_Dia_cabsmin,   MCF_Dia_absmax,   MCF_Dia_maxReIm,   MCF_Rows_cabsmax,   chapter 7

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