Closed geodesics on certain surfaces
Pierre Vidotto (Nantes)
January 26, 2016
Let S be a surface with negative curvature. Denote by N (R) the number
of closed geodesics on S with length smaller than R. We will investigate an
equivalent to N (R) for certain surfaces S whose Bowen-Margulis measure is
infinite. We will first define all notions used through the talk and then give
ideas of the proof.