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Assert domain compatibility in conversions #193

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Feb 20, 2023
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6 changes: 6 additions & 0 deletions src/Spaces/Jacobi/JacobiOperators.jl
Original file line number Diff line number Diff line change
Expand Up @@ -227,12 +227,14 @@ end
# Assume m is compatible

function Conversion(A::PolynomialSpace,B::Jacobi)
@assert domain(A) == domain(B)
J = Jacobi(A)
J == B ? ConcreteConversion(A,B) :
ConversionWrapper(TimesOperator(Conversion(J,B),Conversion(A,J)))
end

function Conversion(A::Jacobi,B::PolynomialSpace)
@assert domain(A) == domain(B)
J = Jacobi(B)
J == A ? ConcreteConversion(A,B) :
ConversionWrapper(TimesOperator(Conversion(J,B),Conversion(A,J)))
Expand All @@ -242,6 +244,7 @@ isequalminhalf(x) = x == -0.5
isequalminhalf(@nospecialize ::Integer) = false

function Conversion(A::Jacobi,B::Chebyshev)
@assert domain(A) == domain(B)
if isequalminhalf(A.a) && isequalminhalf(A.b)
ConcreteConversion(A,B)
elseif A.a == A.b == 0
Expand All @@ -259,6 +262,7 @@ function Conversion(A::Jacobi,B::Chebyshev)
end

function Conversion(A::Chebyshev,B::Jacobi)
@assert domain(A) == domain(B)
if isequalminhalf(B.a) && isequalminhalf(B.b)
ConcreteConversion(A,B)
elseif B.a == B.b == 0
Expand All @@ -277,6 +281,7 @@ end


function Conversion(A::Jacobi,B::Ultraspherical)
@assert domain(A) == domain(B)
if isequalminhalf(A.a) && isequalminhalf(A.b)
ConversionWrapper(Conversion(Chebyshev(domain(A)),B)*
ConcreteConversion(A,Chebyshev(domain(A))))
Expand All @@ -297,6 +302,7 @@ function Conversion(A::Jacobi,B::Ultraspherical)
end

function Conversion(A::Ultraspherical,B::Jacobi)
@assert domain(A) == domain(B)
if isequalminhalf(B.a) && isequalminhalf(B.b)
ConversionWrapper(ConcreteConversion(Chebyshev(domain(A)),B)*
Conversion(A,Chebyshev(domain(A))))
Expand Down
6 changes: 3 additions & 3 deletions src/Spaces/Ultraspherical/UltrasphericalOperators.jl
Original file line number Diff line number Diff line change
Expand Up @@ -128,10 +128,10 @@ isequalhalf(x) = x == 0.5
isequalhalf(::Integer) = false

function Conversion(A::Chebyshev, B::Ultraspherical)
@assert domain(A) == domain(B)
mB = order(B)
d=domain(A)
dB = domain(B)
d == dB || throw(ArgumentError("domains must be identical"))
if isequalhalf(mB) || mB == 1
return ConcreteConversion(A,B)
elseif (isinteger(mB) || isapproxinteger_addhalf(mB)) && mB > 0
Expand All @@ -147,6 +147,7 @@ function Conversion(A::Chebyshev, B::Ultraspherical)
end

function Conversion(A::Ultraspherical,B::Chebyshev)
@assert domain(A) == domain(B)
if isequalhalf(order(A)) && domain(A) == domain(B)
return ConcreteConversion(A,B)
end
Expand All @@ -158,10 +159,9 @@ maxspace_rule(A::Ultraspherical,B::Chebyshev) = A


function Conversion(A::Ultraspherical,B::Ultraspherical)
@assert domain(A) == domain(B)
a=order(A); b=order(B)
d=domain(A)
dB = domain(B)
d == dB || throw(ArgumentError("domains must be identical"))
if b==a
return ConversionWrapper(Operator(I,A))
elseif isapproxinteger(b-a) || isapproxinteger_addhalf(b-a)
Expand Down