lalg_basic_oct_m::lalg_gemm_cn Interface Reference

The same as above but with (Hermitian) transpose of A. More...

Detailed Description

The same as above but with (Hermitian) transpose of A.

Definition at line 292 of file lalg_basic.F90.

Private Member Functions
subroutine	gemm_cn_1_2 (m, n, k, alpha, a, b, beta, c)
	The same as above but with (Hermitian) transpose of a. Note, in this also works when a and b are real. More...
subroutine	gemm_cn_1_4 (m, n, k, alpha, a, b, beta, c)
	The same as above but with (Hermitian) transpose of a. Note, in this also works when a and b are real. More...
subroutine	gemm_cn_2_2 (m1, m2, n1, n2, k, alpha, a, b, beta, c)
subroutine	gemm_cn_2_4 (m1, m2, n1, n2, k, alpha, a, b, beta, c)
subroutine	gemm_cn_1_1 (m, n, k, alpha, a, b, beta, c)
	The same as above but with (Hermitian) transpose of a. Note, in this also works when a and b are real. More...
subroutine	gemm_cn_1_3 (m, n, k, alpha, a, b, beta, c)
	The same as above but with (Hermitian) transpose of a. Note, in this also works when a and b are real. More...
subroutine	gemm_cn_2_1 (m1, m2, n1, n2, k, alpha, a, b, beta, c)
subroutine	gemm_cn_2_3 (m1, m2, n1, n2, k, alpha, a, b, beta, c)

Member Function/Subroutine Documentation

gemm_cn_1_2()

subroutine lalg_basic_oct_m::lalg_gemm_cn::gemm_cn_1_2 ( integer, intent(in)  m, integer, intent(in)  n, integer, intent(in)  k, real(real64), intent(in)  alpha, real(real64), dimension(:,:), intent(in), contiguous  a, real(real64), dimension(:,:), intent(in), contiguous  b, real(real64), intent(in)  beta, real(real64), dimension(:,:), intent(inout), contiguous  c  )

private

The same as above but with (Hermitian) transpose of a. Note, in this also works when a and b are real.

Parameters

[in]	a	a(k, m)
[in]	b	b(k, n)
[in,out]	c	c(m, n)

Definition at line 1036 of file lalg_basic.F90.

gemm_cn_1_4()

subroutine lalg_basic_oct_m::lalg_gemm_cn::gemm_cn_1_4 ( integer, intent(in)  m, integer, intent(in)  n, integer, intent(in)  k, complex(real64), intent(in)  alpha, complex(real64), dimension(:,:), intent(in), contiguous  a, complex(real64), dimension(:,:), intent(in), contiguous  b, complex(real64), intent(in)  beta, complex(real64), dimension(:,:), intent(inout), contiguous  c  )

private

The same as above but with (Hermitian) transpose of a. Note, in this also works when a and b are real.

Parameters

[in]	a	a(k, m)
[in]	b	b(k, n)
[in,out]	c	c(m, n)

Definition at line 2005 of file lalg_basic.F90.

gemm_cn_2_2()

subroutine lalg_basic_oct_m::lalg_gemm_cn::gemm_cn_2_2 ( integer, intent(in)  m1, integer, intent(in)  m2, integer, intent(in)  n1, integer, intent(in)  n2, integer, intent(in)  k, real(real64), intent(in)  alpha, real(real64), dimension(:, :, :), intent(in), contiguous  a, real(real64), dimension(:, :, :), intent(in), contiguous  b, real(real64), intent(in)  beta, real(real64), dimension(:, :), intent(inout), contiguous  c  )

private

Parameters

[in]	a	a(k, m2, m1)
[in]	b	b(k, n2, n1)
[in,out]	c	c(m1*m2, n1*n2)

Definition at line 1057 of file lalg_basic.F90.

gemm_cn_2_4()

subroutine lalg_basic_oct_m::lalg_gemm_cn::gemm_cn_2_4 ( integer, intent(in)  m1, integer, intent(in)  m2, integer, intent(in)  n1, integer, intent(in)  n2, integer, intent(in)  k, complex(real64), intent(in)  alpha, complex(real64), dimension(:, :, :), intent(in), contiguous  a, complex(real64), dimension(:, :, :), intent(in), contiguous  b, complex(real64), intent(in)  beta, complex(real64), dimension(:, :), intent(inout), contiguous  c  )

private

Parameters

[in]	a	a(k, m2, m1)
[in]	b	b(k, n2, n1)
[in,out]	c	c(m1*m2, n1*n2)

Definition at line 2026 of file lalg_basic.F90.

gemm_cn_1_1()

subroutine lalg_basic_oct_m::lalg_gemm_cn::gemm_cn_1_1 ( integer, intent(in)  m, integer, intent(in)  n, integer, intent(in)  k, real(real32), intent(in)  alpha, real(real32), dimension(:,:), intent(in), contiguous  a, real(real32), dimension(:,:), intent(in), contiguous  b, real(real32), intent(in)  beta, real(real32), dimension(:,:), intent(inout), contiguous  c  )

private

The same as above but with (Hermitian) transpose of a. Note, in this also works when a and b are real.

Parameters

[in]	a	a(k, m)
[in]	b	b(k, n)
[in,out]	c	c(m, n)

Definition at line 2838 of file lalg_basic.F90.

gemm_cn_1_3()

subroutine lalg_basic_oct_m::lalg_gemm_cn::gemm_cn_1_3 ( integer, intent(in)  m, integer, intent(in)  n, integer, intent(in)  k, complex(real32), intent(in)  alpha, complex(real32), dimension(:,:), intent(in), contiguous  a, complex(real32), dimension(:,:), intent(in), contiguous  b, complex(real32), intent(in)  beta, complex(real32), dimension(:,:), intent(inout), contiguous  c  )

private

The same as above but with (Hermitian) transpose of a. Note, in this also works when a and b are real.

Parameters

[in]	a	a(k, m)
[in]	b	b(k, n)
[in,out]	c	c(m, n)

Definition at line 3807 of file lalg_basic.F90.

gemm_cn_2_1()

subroutine lalg_basic_oct_m::lalg_gemm_cn::gemm_cn_2_1 ( integer, intent(in)  m1, integer, intent(in)  m2, integer, intent(in)  n1, integer, intent(in)  n2, integer, intent(in)  k, real(real32), intent(in)  alpha, real(real32), dimension(:, :, :), intent(in), contiguous  a, real(real32), dimension(:, :, :), intent(in), contiguous  b, real(real32), intent(in)  beta, real(real32), dimension(:, :), intent(inout), contiguous  c  )

private

Parameters

[in]	a	a(k, m2, m1)
[in]	b	b(k, n2, n1)
[in,out]	c	c(m1*m2, n1*n2)

Definition at line 2859 of file lalg_basic.F90.

gemm_cn_2_3()

subroutine lalg_basic_oct_m::lalg_gemm_cn::gemm_cn_2_3 ( integer, intent(in)  m1, integer, intent(in)  m2, integer, intent(in)  n1, integer, intent(in)  n2, integer, intent(in)  k, complex(real32), intent(in)  alpha, complex(real32), dimension(:, :, :), intent(in), contiguous  a, complex(real32), dimension(:, :, :), intent(in), contiguous  b, complex(real32), intent(in)  beta, complex(real32), dimension(:, :), intent(inout), contiguous  c  )

private

Parameters

[in]	a	a(k, m2, m1)
[in]	b	b(k, n2, n1)
[in,out]	c	c(m1*m2, n1*n2)

Definition at line 3828 of file lalg_basic.F90.

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The documentation for this interface was generated from the following file:

• math/lalg_basic.F90