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Gaussian rationals `fmpqi`

Open rburing opened this issue 11 months ago • 1 comments

FLINT has an implementation of Gaussian integers in fmpzi, but not Gaussian rationals which would presumably be called fmpqi .

Consider e.g. a differential operator with rational polynomial coefficients, and wanting a basis of solutions at a given Gaussian rational; then one might want to shift the operator, etc.

rburing avatar Jan 16 '25 16:01 rburing

I think I will do this later today.

It's worth noting that nf_elem is already optimized for $\mathbb{Q}(i)$ but I agree having at least a basic standalone interface for fmpqi would be nice!

fredrik-johansson avatar Jan 27 '25 10:01 fredrik-johansson