@@ -709,9 +709,9 @@ function __bibimul!(C, A, B::Bidiagonal, _add)
709709 Al = _diag (A, - 1 )
710710 Ad = _diag (A, 0 )
711711 Au = _diag (A, 1 )
712- Bd = _diag (B, 0 )
712+ Bd = B . dv
713713 if B. uplo == ' U'
714- Bu = _diag (B, 1 )
714+ Bu = B . ev
715715 @inbounds begin
716716 for j in 3 : n- 2
717717 Aj₋2j₋1 = Au[j- 2 ]
@@ -730,7 +730,7 @@ function __bibimul!(C, A, B::Bidiagonal, _add)
730730 end
731731 end
732732 else # B.uplo == 'L'
733- Bl = _diag (B, - 1 )
733+ Bl = B . ev
734734 @inbounds begin
735735 for j in 3 : n- 2
736736 Aj₋1j = Au[j- 1 ]
@@ -756,9 +756,9 @@ function __bibimul!(C, A::Bidiagonal, B, _add)
756756 Bl = _diag (B, - 1 )
757757 Bd = _diag (B, 0 )
758758 Bu = _diag (B, 1 )
759- Ad = _diag (A, 0 )
759+ Ad = A . dv
760760 if A. uplo == ' U'
761- Au = _diag (A, 1 )
761+ Au = A . ev
762762 @inbounds begin
763763 for j in 3 : n- 2
764764 Aj₋2j₋1 = Au[j- 2 ]
@@ -778,7 +778,7 @@ function __bibimul!(C, A::Bidiagonal, B, _add)
778778 end
779779 end
780780 else # A.uplo == 'L'
781- Al = _diag (A, - 1 )
781+ Al = A . ev
782782 @inbounds begin
783783 for j in 3 : n- 2
784784 Aj₋1j₋1 = Ad[j- 1 ]
@@ -802,11 +802,11 @@ function __bibimul!(C, A::Bidiagonal, B, _add)
802802end
803803function __bibimul! (C, A:: Bidiagonal , B:: Bidiagonal , _add)
804804 n = size (A,1 )
805- Ad = _diag (A, 0 )
806- Bd = _diag (B, 0 )
805+ Ad = A . dv
806+ Bd = B . dv
807807 if A. uplo == ' U' && B. uplo == ' U'
808- Au = _diag (A, 1 )
809- Bu = _diag (B, 1 )
808+ Au = A . ev
809+ Bu = B . ev
810810 @inbounds begin
811811 for j in 3 : n- 2
812812 Aj₋2j₋1 = Au[j- 2 ]
@@ -822,8 +822,8 @@ function __bibimul!(C, A::Bidiagonal, B::Bidiagonal, _add)
822822 end
823823 end
824824 elseif A. uplo == ' U' && B. uplo == ' L'
825- Au = _diag (A, 1 )
826- Bl = _diag (B, - 1 )
825+ Au = A . ev
826+ Bl = B . ev
827827 @inbounds begin
828828 for j in 3 : n- 2
829829 Aj₋1j = Au[j- 1 ]
@@ -839,8 +839,8 @@ function __bibimul!(C, A::Bidiagonal, B::Bidiagonal, _add)
839839 end
840840 end
841841 elseif A. uplo == ' L' && B. uplo == ' U'
842- Al = _diag (A, - 1 )
843- Bu = _diag (B, 1 )
842+ Al = A . ev
843+ Bu = B . ev
844844 @inbounds begin
845845 for j in 3 : n- 2
846846 Aj₋1j₋1 = Ad[j- 1 ]
@@ -856,8 +856,8 @@ function __bibimul!(C, A::Bidiagonal, B::Bidiagonal, _add)
856856 end
857857 end
858858 else # A.uplo == 'L' && B.uplo == 'L'
859- Al = _diag (A, - 1 )
860- Bl = _diag (B, - 1 )
859+ Al = A . ev
860+ Bl = B . ev
861861 @inbounds begin
862862 for j in 3 : n- 2
863863 Ajj = Ad[j]
0 commit comments