Department of Mathematics

Dr. Ksenia Fedosova, Universität Freiburg: "Selberg zeta function twisted by representations with non-expanding cusp monodromy"

Jul 02, 2019 from 02:15 PM to 03:45 PM

LMS 4 - Raum 312 - Diskussionsraum

Abstract:

To a hyperbolic surface and a finite-dimensional representation of its fundamental group, we associate a Selberg zeta function. The main goal of the talk is to show that under the condition that the representations have non-expanding cusp monodromy, the Selberg zeta function exists and admits a meromorphic extension to the whole complex plane. This is a joint work with Anke Pohl.

 

 

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