Felix Gerick

Okay, I just found out it is fixed if a complex return type for the function is defined: ```julia f(x::Float64,y::Float64)::ComplexF64 = x*cos(y) Fun(f,Chebyshev() ⊗ Laurent()) ``` works! Still it would...

Is there any chance this will get fixed eventually? I tried to get this up and running, but `MultivariatePolynomials.jl` (and `TypedPolynomials.jl`) are too complex for me since they're combined with...

I assumed that it must be due to no terms in the polynomial. It came a bit of a surprise, because ```typeof(a*x^0-a)``` gives ```Polynomial{Sym,Term{Sym,Monomial{(x,),1}},Array{Term{Sym,Monomial{(x,),1}},1}}```, a very clearly defined type!

is there anything that keeps #144 from being merged?

I agree with the integer overflow check! For point 2): Can you point me to an implementation in a commonly used Julia code that does this? I'm not aware of...

I had a little weekend project to see what is possible with `MathLink.jl`. I have managed to parse most of the rules to `@rule integrate(...)`. The project is available here:...

This might be related: I have just learned that `import magic` fails in python `v3.12`, because numpy switched from `distutils` to `meson`. It all works fine on `v3.11`. An error...

I think the problem here is the syntax, because the construction of the matrix is character dependent (sensitive to blanks, i don't know the right name for this). I think...

I see, I guess I didn't check BIGMUDI4k.1. The error seems to be slightly smaller for BIGMUDIh.1. I'll try to figure out if these are cubic spline coefficients.

Yes I've been in touch with Patrick Arneitz and he told me these are evaluations of the model. He also sent me the actual spline coefficients. Perhaps I can make...