This is very helpful guidance, thank you!

On Sunday, 30 March 2025 at 23:04:33 UTC+3 Oscar wrote:

> I'm not going to read a textbook to review the pull request. Please
> explain clearly on the pull request what the code does, where the
> algorithm comes from, why it is correct and whether it is reasonable
> from a performance perspective.
>
> Don't assume that anyone reviewing the pull request understands even
> what any of the relevant sympy functions does (I don't). I'm happy to
> review it but you will need to convince me that it is correct without
> me needing to spend any significant time going over that part of the
> codebase.
>
> On Sun, 30 Mar 2025 at 19:12, Voaides Negustor Robert
> <[email protected]> wrote:
> >
> > The algorithm in itself, as seen in the issue, is further detailed in 
> the handbook of computational group theory, from which I have done more 
> serious research.
> > So I think it should be correct.
> >
> > However, review is greatly appreciated.
> > On Saturday, 29 March 2025 at 15:04:16 UTC+2 Oscar wrote:
> >>
> >> The problem with that PR is that it is for a part of the codebase that
> >> is not known well by any of the regular sympy contributors. The code
> >> as implemented seems to come from the linked issue but there that code
> >> was shown by someone who was asking about it rather than making a
> >> clear claim that the code is correct.
> >>
> >> If anyone else on the mailing list here has experience with sympy's
> >> group theory functionality then it would be good if they can verify
> >> whether or not the code is correct.
> >>
> >> On Sun, 16 Mar 2025 at 16:41, Voaides Negustor Robert
> >> <[email protected]> wrote:
> >> >
> >> > Hello everyone,
> >> >
> >> > I’ve submitted a PR (#27730) adding functionality to 
> sympy.combinatorics, specfically for permutation groups, but it has gone 
> unnoticed. I couldn’t find a reviewer familiar with the module.
> >> >
> >> > If anyone can review it or point me to the right person, I’d really 
> appreciate it.
> >> >
> >> > Best,
> >> >
> >> > Robert
> >> >
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