@@ -698,9 +698,9 @@ function __bibimul!(C, A, B::Bidiagonal, _add)
698698 Al = _diag (A, - 1 )
699699 Ad = _diag (A, 0 )
700700 Au = _diag (A, 1 )
701- Bd = _diag (B, 0 )
701+ Bd = B . dv
702702 if B. uplo == ' U'
703- Bu = _diag (B, 1 )
703+ Bu = B . ev
704704 @inbounds begin
705705 for j in 3 : n- 2
706706 Aj₋2j₋1 = Au[j- 2 ]
@@ -719,7 +719,7 @@ function __bibimul!(C, A, B::Bidiagonal, _add)
719719 end
720720 end
721721 else # B.uplo == 'L'
722- Bl = _diag (B, - 1 )
722+ Bl = B . ev
723723 @inbounds begin
724724 for j in 3 : n- 2
725725 Aj₋1j = Au[j- 1 ]
@@ -745,9 +745,9 @@ function __bibimul!(C, A::Bidiagonal, B, _add)
745745 Bl = _diag (B, - 1 )
746746 Bd = _diag (B, 0 )
747747 Bu = _diag (B, 1 )
748- Ad = _diag (A, 0 )
748+ Ad = A . dv
749749 if A. uplo == ' U'
750- Au = _diag (A, 1 )
750+ Au = A . ev
751751 @inbounds begin
752752 for j in 3 : n- 2
753753 Aj₋2j₋1 = Au[j- 2 ]
@@ -767,7 +767,7 @@ function __bibimul!(C, A::Bidiagonal, B, _add)
767767 end
768768 end
769769 else # A.uplo == 'L'
770- Al = _diag (A, - 1 )
770+ Al = A . ev
771771 @inbounds begin
772772 for j in 3 : n- 2
773773 Aj₋1j₋1 = Ad[j- 1 ]
@@ -791,11 +791,11 @@ function __bibimul!(C, A::Bidiagonal, B, _add)
791791end
792792function __bibimul! (C, A:: Bidiagonal , B:: Bidiagonal , _add)
793793 n = size (A,1 )
794- Ad = _diag (A, 0 )
795- Bd = _diag (B, 0 )
794+ Ad = A . dv
795+ Bd = B . dv
796796 if A. uplo == ' U' && B. uplo == ' U'
797- Au = _diag (A, 1 )
798- Bu = _diag (B, 1 )
797+ Au = A . ev
798+ Bu = B . ev
799799 @inbounds begin
800800 for j in 3 : n- 2
801801 Aj₋2j₋1 = Au[j- 2 ]
@@ -811,8 +811,8 @@ function __bibimul!(C, A::Bidiagonal, B::Bidiagonal, _add)
811811 end
812812 end
813813 elseif A. uplo == ' U' && B. uplo == ' L'
814- Au = _diag (A, 1 )
815- Bl = _diag (B, - 1 )
814+ Au = A . ev
815+ Bl = B . ev
816816 @inbounds begin
817817 for j in 3 : n- 2
818818 Aj₋1j = Au[j- 1 ]
@@ -828,8 +828,8 @@ function __bibimul!(C, A::Bidiagonal, B::Bidiagonal, _add)
828828 end
829829 end
830830 elseif A. uplo == ' L' && B. uplo == ' U'
831- Al = _diag (A, - 1 )
832- Bu = _diag (B, 1 )
831+ Al = A . ev
832+ Bu = B . ev
833833 @inbounds begin
834834 for j in 3 : n- 2
835835 Aj₋1j₋1 = Ad[j- 1 ]
@@ -845,8 +845,8 @@ function __bibimul!(C, A::Bidiagonal, B::Bidiagonal, _add)
845845 end
846846 end
847847 else # A.uplo == 'L' && B.uplo == 'L'
848- Al = _diag (A, - 1 )
849- Bl = _diag (B, - 1 )
848+ Al = A . ev
849+ Bl = B . ev
850850 @inbounds begin
851851 for j in 3 : n- 2
852852 Ajj = Ad[j]
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