@@ -711,9 +711,9 @@ function __bibimul!(C, A, B::Bidiagonal, _add)
711711 Al = _diag (A, - 1 )
712712 Ad = _diag (A, 0 )
713713 Au = _diag (A, 1 )
714- Bd = _diag (B, 0 )
714+ Bd = B . dv
715715 if B. uplo == ' U'
716- Bu = _diag (B, 1 )
716+ Bu = B . ev
717717 @inbounds begin
718718 for j in 3 : n- 2
719719 Aj₋2j₋1 = Au[j- 2 ]
@@ -732,7 +732,7 @@ function __bibimul!(C, A, B::Bidiagonal, _add)
732732 end
733733 end
734734 else # B.uplo == 'L'
735- Bl = _diag (B, - 1 )
735+ Bl = B . ev
736736 @inbounds begin
737737 for j in 3 : n- 2
738738 Aj₋1j = Au[j- 1 ]
@@ -758,9 +758,9 @@ function __bibimul!(C, A::Bidiagonal, B, _add)
758758 Bl = _diag (B, - 1 )
759759 Bd = _diag (B, 0 )
760760 Bu = _diag (B, 1 )
761- Ad = _diag (A, 0 )
761+ Ad = A . dv
762762 if A. uplo == ' U'
763- Au = _diag (A, 1 )
763+ Au = A . ev
764764 @inbounds begin
765765 for j in 3 : n- 2
766766 Aj₋2j₋1 = Au[j- 2 ]
@@ -780,7 +780,7 @@ function __bibimul!(C, A::Bidiagonal, B, _add)
780780 end
781781 end
782782 else # A.uplo == 'L'
783- Al = _diag (A, - 1 )
783+ Al = A . ev
784784 @inbounds begin
785785 for j in 3 : n- 2
786786 Aj₋1j₋1 = Ad[j- 1 ]
@@ -804,11 +804,11 @@ function __bibimul!(C, A::Bidiagonal, B, _add)
804804end
805805function __bibimul! (C, A:: Bidiagonal , B:: Bidiagonal , _add)
806806 n = size (A,1 )
807- Ad = _diag (A, 0 )
808- Bd = _diag (B, 0 )
807+ Ad = A . dv
808+ Bd = B . dv
809809 if A. uplo == ' U' && B. uplo == ' U'
810- Au = _diag (A, 1 )
811- Bu = _diag (B, 1 )
810+ Au = A . ev
811+ Bu = B . ev
812812 @inbounds begin
813813 for j in 3 : n- 2
814814 Aj₋2j₋1 = Au[j- 2 ]
@@ -824,8 +824,8 @@ function __bibimul!(C, A::Bidiagonal, B::Bidiagonal, _add)
824824 end
825825 end
826826 elseif A. uplo == ' U' && B. uplo == ' L'
827- Au = _diag (A, 1 )
828- Bl = _diag (B, - 1 )
827+ Au = A . ev
828+ Bl = B . ev
829829 @inbounds begin
830830 for j in 3 : n- 2
831831 Aj₋1j = Au[j- 1 ]
@@ -841,8 +841,8 @@ function __bibimul!(C, A::Bidiagonal, B::Bidiagonal, _add)
841841 end
842842 end
843843 elseif A. uplo == ' L' && B. uplo == ' U'
844- Al = _diag (A, - 1 )
845- Bu = _diag (B, 1 )
844+ Al = A . ev
845+ Bu = B . ev
846846 @inbounds begin
847847 for j in 3 : n- 2
848848 Aj₋1j₋1 = Ad[j- 1 ]
@@ -858,8 +858,8 @@ function __bibimul!(C, A::Bidiagonal, B::Bidiagonal, _add)
858858 end
859859 end
860860 else # A.uplo == 'L' && B.uplo == 'L'
861- Al = _diag (A, - 1 )
862- Bl = _diag (B, - 1 )
861+ Al = A . ev
862+ Bl = B . ev
863863 @inbounds begin
864864 for j in 3 : n- 2
865865 Ajj = Ad[j]
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