31.01.2011. ob 10:00 Seminarska soba v Galebu
Predavatelj: dr. Jiangtao Shi (School of Mathematical Sciences, Peking University, China)
Title: On an inverse problem to Frobenius’s theorem
Abstract: Let G be a finite group and e a positive integer dividing |G|, the order of G.
Denoting Le(G) = {x \in G| xe = 1}, Frobenius proved that |Le(G)| = ke for a
positive integer k ≥ 1. In this talk, we give a complete classification of finite groups
G with |Le(G)| ≤ 2e for every e dividing |G|.
SLIDES FROM THE TALK ARE AVAILABLE HERE: DOWNLOAD!
