Oberseminar Differentialgeometrie: Ricardo Mendes, Köln, Vortrag: Diameter of quotients of the sphere by isometric group actions

Montag, 05.11.2018 16:15 im Raum SR4
Mathematik und Informatik

(Joint with C. Gorodski, C. Lange, A. Lytchak) We show the existence of C>0 such that, for all n>1 and every closed non-transitive subgroup G of O(n+1), the diameter of the quotient of the unit sphere S^n by G is larger than C. The novelty is that C is independent of the dimension n. The classification of finite simple groups is used in the proof.

Angelegt am Donnerstag, 02.08.2018 09:05 von shupp_01
Geändert am Montag, 22.10.2018 10:01 von shupp_01
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