Claus Fieker

Just be very careful. - the tangle also involves the weired interaction between root(s) of polynomials and factor - the key reason for introducing this "monstrosity" was integer factorisation: the...

On Mon, Jun 05, 2023 at 04:26:15AM -0700, WimKlim wrote: > I get (Julia version v1.9.0 Windows 64-Bit, Hecke version 0.18.14) : > > julia> factor(12//35) > ERROR: StackOverflowError: >...

On Mon, Jun 05, 2023 at 06:26:08AM -0700, WimKlim wrote: > Thanks, factor(QQ(12//35), ZZ) works and is what I expect (ZZ (with negative exponents)) . > The Nemo version is...

On Tue, Apr 18, 2023 at 01:57:44AM -0700, hongyi-zhao wrote: > Of course, I know, this is not just a problem related to this package. But I really noticed the...

On Wed, Apr 19, 2023 at 05:42:16AM -0700, hongyi-zhao wrote: > @fieker Thank you for your tips and it works. But what should I do if I want several or...

As far as I understand this at this point the answer is: you'll have to produce a single image containing all packages you're interested in. Reason: loading a second package...

On Thu, Jun 29, 2023 at 02:02:47AM -0700, Matthias Zach wrote: > I had already mentioned this several times, but could never really reproduce the problem. Let me make another...

Can't this be handled by matrices or similar like in the monomial Case? Is there a canonical normal form for those orderings?

Can be solved quick and dirty or slow and thorough... So far no volounteers for either @wdecker , @jankoboehm

help?> Oscar.GModuleFromGap.natural_gmodule Returns Z[G] and a function f that, when applied to a G-module M will return a map representing the action of Z[G] on M: f(C) yields the extension...