chakravala / AbstractTensors.jl
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@@ -197,11 +197,16 @@
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@inline Base.:\(a::A,b::B) where {A<:TensorAlgebra,B<:TensorAlgebra} = Base.inv(a)*b
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@inline Base.:\(a::UniformScaling,b::B) where B<:TensorAlgebra = Base.inv(Manifold(b)(a))*b
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@inline Base.:\(a::A,b::UniformScaling) where A<:TensorAlgebra = Base.inv(a)*Manifold(a)(b)
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@inline ⊗(a::A,b::B) where {A<:TensorAlgebra,B<:Real} = a*b
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@inline ⊗(a::A,b::B) where {A<:TensorAlgebra,B<:Complex} = a*b
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@inline ⊗(a::A,b::B) where {A<:Real,B<:TensorAlgebra} = a*b
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@inline ⊗(a::A,b::B) where {A<:Complex,B<:TensorAlgebra} = a*b
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Base.:∘(a::A,b::B) where {A<:TensorAlgebra,B<:TensorAlgebra} = contraction(a,b)
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for op ∈ (:(Base.:+),:(Base.:*))
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    @eval $op(t::T) where T<:TensorAlgebra = t
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end
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for op ∈ (:⊗,:⊙,:⊠,:¬,:⋆,:clifford,:basis,:complementleft,:complementlefthodge)
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for op ∈ (:⊙,:⊠,:¬,:⋆,:clifford,:basis,:complementleft,:complementlefthodge)
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    @eval function $op end
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end
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for op ∈ (:scalar,:involute,:even)
@@ -293,6 +298,7 @@
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signbit(x::Expr) = x.head == :call && x.args[1] == :-
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-(x) = Base.:-(x)
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-(x::Symbol) = :(-$x)
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@inline dot(x,y) = LinearAlgebra.dot(x,y)
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for op ∈ (:conj,:inv,:sqrt,:abs,:exp,:expm1,:log,:log1p,:sin,:cos,:sinh,:cosh,:signbit)
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    @eval @inline $op(z) = Base.$op(z)
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Project Totals (2 files) 7.60%