@@ -106,10 +106,14 @@ LinearAlgebra.generic_trimatdiv!(
106106 isunitc, A, C === B ? C : copyto! (C, B))
107107
108108# GEMV
109-
109+ # legacy method
110+ LinearAlgebra. generic_matvecmul! (
111+ Y:: ROCVector , tA:: AbstractChar , A:: StridedROCMatrix , B:: StridedROCVector ,
112+ _add:: MulAddMul
113+ ) = LinearAlgebra. generic_matvecmul! (Y, tA, A, B, _add. alpha, _add. beta)
110114function LinearAlgebra. generic_matvecmul! (
111115 Y:: ROCVector , tA:: AbstractChar , A:: StridedROCMatrix , B:: StridedROCVector ,
112- _add :: MulAddMul ,
116+ alpha :: Number , beta :: Number ,
113117)
114118 mA, nA = tA == ' N' ? size (A) : reverse (size (A))
115119
@@ -122,7 +126,6 @@ function LinearAlgebra.generic_matvecmul!(
122126 nA == 0 && return rmul! (Y, 0 )
123127
124128 T = eltype (Y)
125- alpha, beta = _add. alpha, _add. beta
126129 if alpha isa Union{Bool,T} && beta isa Union{Bool,T}
127130 α, β = T (alpha), T (beta)
128131 if T <: ROCBLASFloat && eltype (A) == eltype (B) == T
@@ -135,19 +138,22 @@ function LinearAlgebra.generic_matvecmul!(
135138 end
136139 end
137140 end
138- LinearAlgebra. generic_matmatmul! (Y, tA, ' N' , A, B, MulAddMul ( alpha, beta) )
141+ LinearAlgebra. generic_matmatmul! (Y, tA, ' N' , A, B, alpha, beta)
139142end
140143
141144#
142145# BLAS 3
143146#
144-
145- function LinearAlgebra. generic_matmatmul! (
147+ # legacy method
148+ LinearAlgebra. generic_matmatmul! (
146149 C:: StridedROCVecOrMat , tA, tB, A:: StridedROCVecOrMat ,
147150 B:: StridedROCVecOrMat , _add:: MulAddMul ,
151+ ) = LinearAlgebra. generic_matmatmul! (C, tA, tB, A, B, _add. alpha, _add. beta)
152+ function LinearAlgebra. generic_matmatmul! (
153+ C:: StridedROCVecOrMat , tA, tB, A:: StridedROCVecOrMat ,
154+ B:: StridedROCVecOrMat , alpha:: Number , beta:: Number ,
148155)
149156 T = eltype (C)
150- alpha, beta = _add. alpha, _add. beta
151157 mA, nA = size (A, tA == ' N' ? 1 : 2 ), size (A, tA == ' N' ? 2 : 1 )
152158 mB, nB = size (B, tB == ' N' ? 1 : 2 ), size (B, tB == ' N' ? 2 : 1 )
153159
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