I have a group defined by G := Group((1,2,3),(1,2,4),(5,6,7),(5,6,8),(1,2)(5,6));. How can I compute the equivalence classes of elements in G (or a representative of each equivalence class) with respect to the equivalence relation a ~ b <=> there exist integers m,n such that a = c^n b c^m, where c is some fixed element of G?
Asked
Active
Viewed 85 times
0
Ben
- 470
- 1
- 6
- 18
-
Is this really a programming question? – Andreas Rejbrand Dec 29 '17 at 00:09
-
@AndreasRejbrand Yes. How is this not a programming question? – Ben Dec 29 '17 at 00:39
-
Downvoted? Please explain. – Ben Dec 29 '17 at 05:29
-
@AndreasRejbrand It is indeed a programming question about GAP (www.gap-system.org), but I suggest to migrate it to https://math.stackexchange.com/questions/tagged/gap where it will get more attention from GAP users. – Olexandr Konovalov Dec 30 '17 at 17:34