Home | deutsch  |  Impressum  |  Data Protection  |  Sitemap  |  Intranet  |  KIT
Department of Mathematics

Karlsruhe Institute of Technology
D-76128 Karlsruhe
Germany
Tel.: +49 721 608-43800

Bounding lengths of closed geodesics on 3-manifolds with lower curvature bounds

Speaker: Vitali Kapovitch, Toronto
Place: Neuer Hörsaal
Time: 15.7.2014, 17:30
Invited by: Dr. Manuel Amann

Abstract

We prove that on a closed 3-manifold with $sec\ge k$ and $diam\le D$ the length of the shortest closed geodesic is $\le C(k,D)$.

This is joint work with R. Rotman.




Tea at 17:00 h in room 5C-01.1.