On geodesics in Riemannian surfaces with negative curvature
This is a past event.
Thursday, August 29 at 3:45pm to 4:45pm
DM - Deuxieme Maison, 409A
11200 SW 8th ST 33199, Deuxieme Maison, Miami, Florida 33199
Speaker: Prof. Jose Manuel Rodriguez Garcia from Univ. Carlos III Madrid
In this work we give a lower bound for the visual Hausdorff dimension of the geodesics escaping through different ends of Riemannian surfaces with pinched negative curvature. This allows us to show that in any Riemannian surface with pinched negative curvature and infinite area there is a large set of geodesics escaping to infinity.