Thompson's conjecture on determination of simple group by its conjugacy class size set
This article is about a conjecture. View all conjectures and open problems
WARNING: POTENTIAL TERMINOLOGICAL CONFUSION: Please don't confuse this with Feit-Thompson conjecture
If are finite groups, such that the conjugacy class size set of is the same as that of , and such that is a Finite simple non-abelian group (?) while is a Centerless group (?), then and are isomorphic groups.
- On Thompson's conjecture by Guiyen Chen, Journal of Algebra, ISSN 00218693, Volume 218,Number 1, Page 184 - 193(Year 1996): WeblinkMore info
- Further reflections on Thompson's conjecture by Guiyen Chen, Journal of Algebra, ISSN 00218693, Volume 218,Number 1, Page 276 - 285(Year 1999): WeblinkMore info