Speaker
Matevž Miščič
(IMFM, FMF)
Description
We prove diameter bounds for finite simple Lie
algebras that parallel Babai’s conjecture for finite simple groups. Specifically,
we show that any nonabelian finite simple Lie algebra g over F_p has diameter
O((log |g|)^D) for D ≈ 3.21 with respect to any generating set.
Author
Matevž Miščič
(IMFM, FMF)
