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Function Description

This section describes all function families of KML_BLAS-like extensions.

Function Family

Data Type

Description

?axpby

s, d, c, z

Performs vector scaling and addition.

?axpyc

c, z

Computes the conjugate of vector x and then performs vector scaling and addition.

?gemm3m

c, z

Computes the product of a general complex matrix and a matrix.

?omatcopy

s, d, c, z

Performs out-of-space matrix transposition or copy scaling, and stores the result to another address space.

?imatcopy

s, d, c, z

Performs in-place matrix transposition or copy scaling, and stores the result to original address space.

?omatadd

s, d, c, z

Performs scaling and sum of two matrices including their out-of-place transposition/copying.

?imatadd

s, d, c, z

Performs scaling and sum of two matrices including their in-place transposition/copying.

?omatsub

s, d, c, z

Performs scaling and subtraction of two matrices including their out-of-place transposition/copying.

?imatsub

s, d, c, z

Performs scaling and subtraction of two matrices including their in-place transposition/copying.

?omatmul

s, d, c, z

Performs scaling and multiplication of two matrices including their out-of-place transposition/copying.

?imatmul

s, d, c, z

Performs scaling and multiplication of two matrices including their in-place transposition/copying.

?omatdiv

s, d, c, z

Performs scaling and division of two matrices including their out-of-place transposition/copying.

?imatdiv

s, d, c, z

Performs scaling and division of two matrices including their in-place transposition/copying.

?gemm_pack_get_size

s, d, c, z, b

Returns the number of bytes required to store the packed matrix.

?gemm_pack

s, d, c, z, b

Performs the pack operation on a matrix and stores it in the allocated buffer.

?gemm_compute

s, d, c, z, b

Performs general matrix multiplication on the packed A/B matrix.

?gemm_batch

s, d, c, z, h, b

Computes the product of general matrices and a matrix in batches.

gemm_batch_?8?8s32

int8

Computes the product of general matrices and a matrix in batches.