Presented By: Department of Mathematics
Topology Seminar
Tessellations from long geodesics on surfaces
I will talk about joint work of Athreya, Lalley, Wroten and myself. Given a hyperbolic surface S, a typical long geodesic arc will divide the surface into many polygons. We give statistics for the geometry of a typical tessellation. Along the way, we look at how very long geodesic arcs behave in very small balls on the surface.
Speaker(s): Jenya Sapir (SUNY Binghamton)
Speaker(s): Jenya Sapir (SUNY Binghamton)
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