BlasL3HeR2K

Performs a Hermitian rank-2k update.

CU = alpha * A * B**H + alpha * B * A**H + beta*C  or

CU = alpha * A**H * B + alpha * B**H * A + beta*C

Method BlasL3HeR2K is applied to the general matrix A. General matrices A and B have size n-by-k if parameter trans='N', or k-by-n otherwise.

BLAS function HER2K.

Computing for type matrix<complex>

Computing for type matrix<complexf>

Parameters

trans

[in]  Value from the ENUM_BLAS_TRANS enumeration, which specifies the operation:

if transa= 'N', then CU = alpha * A * B**H + alpha * B * A**H + beta*C;

if transa= 'T', then CU = alpha * A**H * B + alpha * B**H * A + beta*C;

if transa= 'C', then CU = alpha * A**H * B + alpha * B**H * A + beta*C.

alpha

[in]  Scalar multiplier alpha.

B

[in]  General matrix B with the same size as of input matrix A.

beta

[in]  Scalar multiplier beta.

C

[in]  Hermitian matrix C of size n-by-n. It can be upper triangular or lower triangular matrix. Triangular matrices are assumed to be Hermitian.

CU

[out]  Updated matrix C.

Return Value

Return true if successful, otherwise false in case of an error.

ENUM_BLAS_TRANS

An enumeration defining the operation.