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Inference in normalized space multiplication #194

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Feb 20, 2023
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2 changes: 1 addition & 1 deletion src/Spaces/Jacobi/JacobiOperators.jl
Original file line number Diff line number Diff line change
Expand Up @@ -178,7 +178,7 @@ function Conversion(L::Jacobi,M::Jacobi)
end
end

throw(ArgumentError("please implement $A → $B"))
throw(ArgumentError("please implement $L → $M"))
end

bandwidths(::ConcreteConversion{<:Jacobi,<:Jacobi}) = (0,1)
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13 changes: 6 additions & 7 deletions src/Spaces/PolynomialSpace.jl
Original file line number Diff line number Diff line change
Expand Up @@ -486,17 +486,16 @@ end

function Multiplication(f::Fun{<:PolynomialSpace}, sp::NormalizedPolynomialSpace)
unnorm_sp = canonicalspace(sp)
O = Conversion(unnorm_sp,sp) *
Multiplication(f,unnorm_sp) * Conversion(sp, unnorm_sp)
O = ConcreteConversion(unnorm_sp,sp) *
Multiplication(f,unnorm_sp) * ConcreteConversion(sp, unnorm_sp)
MultiplicationWrapper(f, O, sp)
end

function Multiplication(f::Fun{ <: NormalizedPolynomialSpace}, sp::PolynomialSpace)
Multiplication(Conversion(space(f), canonicalspace(f))*f, sp)
function Multiplication(f::Fun{<:NormalizedPolynomialSpace}, sp::PolynomialSpace)
Multiplication(ConcreteConversion(space(f), canonicalspace(f))*f, sp)
end

function Multiplication(f::Fun{U},sp::NormalizedPolynomialSpace) where U <: NormalizedPolynomialSpace
csp = canonicalspace(f)
fc = Conversion(space(f), csp)*f
function Multiplication(f::Fun{<:NormalizedPolynomialSpace}, sp::NormalizedPolynomialSpace)
fc = ConcreteConversion(space(f), canonicalspace(f))*f
Multiplication(fc, sp)
end
7 changes: 7 additions & 0 deletions test/JacobiTest.jl
Original file line number Diff line number Diff line change
Expand Up @@ -297,6 +297,13 @@ using Static
M = @inferred Multiplication(Fun(L), NormalizedPolynomialSpace(L))
@test M * Fun(NormalizedLegendre()) ≈ Fun(x->x^2, NormalizedLegendre())
end

M1 = @inferred Multiplication(Fun(Legendre()), NormalizedLegendre())
@test M1 * Fun(x->x^4, NormalizedLegendre()) ≈ Fun(x->x^5, NormalizedLegendre())
M2 = @inferred Multiplication(Fun(NormalizedLegendre()), Legendre())
@test M2 * Fun(x->x^4, Legendre()) ≈ Fun(x->x^5, Legendre())
M3 = @inferred Multiplication(Fun(NormalizedLegendre()), NormalizedLegendre())
@test M3 * Fun(x->x^4, NormalizedLegendre()) ≈ Fun(x->x^5, NormalizedLegendre())
end

@testset "Jacobi integrate and sum" begin
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