module_ezmatmul Module Reference

Wrapper for the BLAS ( part of LAPACK) *gemm routines that perform matrix-matrix multiplication. These subroutines compute the operation: C = alpha * op(A) * op(B) + beta * C where op(A) and op(B) can be the transpose or the original matrices A and B. It validates the dimensions of the input matrices and provides default values for the scaling factors alpha and beta, as well as the transformation indicators transa and transb, if they are not supplied. More...

Data Types
interface	ezmatmul
	Wrapper for the BLAS ( part of LAPACK) *gemm routines that perform matrix-matrix multiplication. These subroutines compute the operation: C = alpha * op(A) * op(B) + beta * C where op(A) and op(B) can be the transpose or the original matrices A and B. It validates the dimensions of the input matrices and provides default values for the scaling factors alpha and beta, as well as the transformation indicators transa and transb, if they are not supplied. More...

Detailed Description

Wrapper for the BLAS ( part of LAPACK) *gemm routines that perform matrix-matrix multiplication. These subroutines compute the operation: C = alpha * op(A) * op(B) + beta * C where op(A) and op(B) can be the transpose or the original matrices A and B. It validates the dimensions of the input matrices and provides default values for the scaling factors alpha and beta, as well as the transformation indicators transa and transb, if they are not supplied.

Parameters

[in]	transa	(Optional, default = 'N') Specifies the operation applied to matrix A: 'N': No transpose 'T': Transpose 'C': Conjugate transpose
[in]	transb	(Optional, default = 'N') Specifies the operation applied to matrix B: 'N': No transpose 'T': Transpose 'C': Conjugate transpose
[in]	alpha	(Optional, default = 1) Scalar multiplier for op(A) * op(B).
[in]	beta	(Optional, default = 0) Scalar multiplier for C.
[in]	A	Input matrix A with dimensions matching the specified operation.
[in]	B	Input matrix B with dimensions matching the specified operation.
[in,out]	C	Matrix C. On input, the initial values of C. On output, the result of the matrix multiplication.

Note

If matrix dimensions are incompatible, an error message is printed, and the computation is skipped.