Open hongyi-zhao opened 1 year ago
Dear @hongyi-zhao , Any Coxeter graph can be fed to CoxIter. Now, if you want to get meaningful results out of this, the specified group needs to be an hyperbolic Coxeter group. The reason for that is that CoxIter relies on fundamental results around hyperbolic Coxeter groups (see https://www.cambridge.org/core/journals/lms-journal-of-computation-and-mathematics/article/coxiter-computing-invariants-of-hyperbolic-coxeter-groups/A117FD150E108CACCACF9EF00C61A23C). Best, Raf
Thank you very much for your reply and explanations. My other related puzzles:
Best,
Rafael
3. Please note that CoxIterGAP is slightly outdated and would benefit from some love before being used again.
It really hasn't been updated in years. Don't you have plans to update it?
- Please note that CoxIterGAP is slightly outdated and would benefit from some love before being used again.
It really hasn't been updated in years. Don't you have plans to update it?
Not really, and for several reasons. First, I am not in academia anymore and everything I do around CoxIter is on my free time. Second, I never had the impression that CoxIterGAP was really used, which diminish my motivation to invest time there. Also, both CoxIter and CoxIterGAP are open source, which means that anyone can improve them by submitting pull requests :) I may consider updating CoxIterGAP if I get evidence that it is used.
Hi here,
I noticed some examples of line groups given here, as shown below:
I'm not sure whether it's possible for me to create these one-/two-/three-dimensional line groups with the help of CoxIter package based on the
Orbifold/Schönflies/Conway/Coxeter
notations given above?Also see the related discussion here.
Any tips will be appreciated.
Regards, Zhao