@@ -591,10 +591,10 @@ LinearAlgebra.eigvals!(A::SymmetricTridiagonalFactorization; tol = eps(real(elty
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LinearAlgebra. eigvals! (A:: SymTridiagonal ; tol = eps (real (eltype (A))), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby) =
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_eigvals! (A; tol, sortby)
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- LinearAlgebra. eigvals! (A:: Hermitian ; tol = eps (real (eltype (A))), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby) =
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+ LinearAlgebra. eigvals! (A:: Hermitian ; tol = eps (real (eltype (A))), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby, alg = nothing ) =
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_eigvals! (A; tol, sortby)
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- LinearAlgebra. eigvals! (A:: Symmetric{<:Real} ; tol = eps (eltype (A)), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby) =
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+ LinearAlgebra. eigvals! (A:: Symmetric{<:Real} ; tol = eps (eltype (A)), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby, alg = nothing ) =
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_eigvals! (A; tol, sortby)
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_eigen! (A:: SymmetricTridiagonalFactorization ; tol = eps (real (eltype (A))), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby) =
@@ -633,10 +633,10 @@ LinearAlgebra.eigen!(A::SymmetricTridiagonalFactorization; tol = eps(real(eltype
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LinearAlgebra. eigen! (A:: SymTridiagonal ; tol = eps (real (eltype (A))), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby) =
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_eigen! (A; tol, sortby)
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- LinearAlgebra. eigen! (A:: Hermitian ; tol = eps (real (eltype (A))), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby) =
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+ LinearAlgebra. eigen! (A:: Hermitian ; tol = eps (real (eltype (A))), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby, alg = nothing ) =
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_eigen! (A; tol, sortby)
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- LinearAlgebra. eigen! (A:: Symmetric{<:Real} ; tol = eps (eltype (A)), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby) =
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+ LinearAlgebra. eigen! (A:: Symmetric{<:Real} ; tol = eps (eltype (A)), sortby:: Union{Function,Nothing} = LinearAlgebra. eigsortby, alg = nothing ) =
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_eigen! (A; tol, sortby)
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