@@ -34,7 +34,7 @@ const StaticULT = Union{UpperTriangular{<:Any,<:StaticMatrix},LowerTriangular{<:
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for j = 1 : n
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for i = 1 : m
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ex = :(A. data[$ (LinearIndices (sa)[i, i])]* B[$ (LinearIndices (sb)[i, j])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for j = 1 : n
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for i = m: - 1 : 1
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ex = :(A. data[$ (LinearIndices (sa)[i, i])]' * B[$ (LinearIndices (sb)[i, j])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for j = 1 : n
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for i = m: - 1 : 1
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ex = :(transpose (A. data[$ (LinearIndices (sa)[i, i])])* B[$ (LinearIndices (sb)[i, j])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for j = 1 : n
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for i = m: - 1 : 1
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ex = :(A. data[$ (LinearIndices (sa)[i, i])]* B[$ (LinearIndices (sb)[i, j])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for j = 1 : n
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for i = 1 : m
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ex = :(A. data[$ (LinearIndices (sa)[i, i])]' * B[$ (LinearIndices (sb)[i, j])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for j = 1 : n
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for i = 1 : m
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ex = :(transpose (A. data[$ (LinearIndices (sa)[i, i])])* B[$ (LinearIndices (sb)[i, j])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for i = 1 : m
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for j = n: - 1 : 1
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ex = :(A[$ (LinearIndices (sa)[i, j])]* B[$ (LinearIndices (sb)[j, j])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for i = 1 : m
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for j = 1 : n
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ex = :(A[$ (LinearIndices (sa)[i, j])]* B[$ (LinearIndices (sb)[j, j])]' )
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for i = 1 : m
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for j = 1 : n
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ex = :(A[$ (LinearIndices (sa)[i, j])]* transpose (B[$ (LinearIndices (sb)[j, j])]))
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for i = 1 : m
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for j = 1 : n
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ex = :(A[$ (LinearIndices (sa)[i, j])]* B[$ (LinearIndices (sb)[j, j])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for i = 1 : m
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for j = n: - 1 : 1
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ex = :(A[$ (LinearIndices (sa)[i, j])]* B[$ (LinearIndices (sb)[j, j])]' )
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for i = 1 : m
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for j = n: - 1 : 1
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ex = :(A[$ (LinearIndices (sa)[i, j])]* transpose (B[$ (LinearIndices (sb)[j, j])]))
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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init = [:($ (X[i,j]) = B[$ (LinearIndices (sb)[i, j])]) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for k = 1 : n
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for j = m: - 1 : 1
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if k == 1
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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init = [:($ (X[i,j]) = B[$ (LinearIndices (sb)[i, j])]) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for k = 1 : n
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for j = 1 : m
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if k == 1
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for k = 1 : n
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for j = 1 : m
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ex = :(B[$ (LinearIndices (sb)[j, k])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for k = 1 : n
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for j = 1 : m
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ex = :(B[$ (LinearIndices (sb)[j, k])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for k = 1 : n
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for j = m: - 1 : 1
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ex = :(B[$ (LinearIndices (sb)[j, k])])
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : m, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for k = 1 : n
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for j = m: - 1 : 1
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ex = :(B[$ (LinearIndices (sb)[j, k])])
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TAB = promote_op (* , eltype (TA), eltype (TB))
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z = zero (TAB)
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- code = quote end
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+ code = Expr ( :block )
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for j = 1 : n
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for i = 1 : n
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if i > j
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TAB = promote_op (* , eltype (TA), eltype (TB))
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z = zero (TAB)
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- code = quote end
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+ code = Expr ( :block )
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for j = 1 : n
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for i = 1 : n
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if i < j
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : n, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for j = 1 : n
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for i = 1 : n
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k1 = max (i,j)
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X = [Symbol (" X_$(i) _$(j) " ) for i = 1 : n, j = 1 : n]
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- code = quote end
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+ code = Expr ( :block )
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for j = 1 : n
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for i = 1 : n
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ex = :(A. data[$ (LinearIndices (sa)[i,1 ])] * B. data[$ (LinearIndices (sb)[1 ,j])])
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