Início: 25/03/2022 17:00
Término: 25/03/2022 18:00
Palestrante: Claudio Gorodski (USP)
E-mail do Palestrante: claudio.gorodski@usp.br
Resumo: We will explain our proof of the existence of $epsilon>0$ such that every quotient of the unit sphere $S^n$ ($ngeq2$) by a isometric group action has diameter zero or at least $epsilon$. The novelty is the independence of $epsilon$ from~$n$. The classification of finite simple groups is used in the proof. (Joint work with C. Lange, A. Lytchak and R. A. E. Mendes.)