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Ofer Shwartz (Weizmann) Convergence along the cutting-sequences of the geodesic flow | Einstein Institute of Mathematics

Ofer Shwartz (Weizmann) Convergence along the cutting-sequences of the geodesic flow

Date: 
Tue, 25/12/201814:15-15:15
Location: 
Ross 70
The geodesic flow on a normal cover of a compact hyperbolic surface admits a "random walk" on the group of decks transformations $G$. In this talk, I'll provide some recent results which connect this walk to the geometric properties of the cover and $G$.