Geodesic planes in hyperbolic 3-manifolds
Amir Mohammadi (UC San Diego)
Abstract: Let M be a hyperbolic 3-manifold, a geodesic plane in M is a totally geodesic immersion of the hyperbolic plane into M. In this talk we will give an overview of some results which highlight how geometric, topological, and arithmetic properties of M affect the behavior of geodesic planes in M. This talk is based on joint works with McMullen, Oh and Margulis.
dynamical systems
Audience: researchers in the topic
Bremen Online Dynamics Seminar
Series comments: Talks are approx. 55 min plus discussion. Talks are not recorded.
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Organizer: | Researchers from University of Bremen and Jacobs University Bremen |
Curator: | Anke Pohl* |
*contact for this listing |