Dynamics of unipotent frame flows on hyperbolic manifolds.

ABSTRACT: Joint work with B. Schapira. After explaining the geometry of the objects, we give another proof of a theorem of A. Mohammadi and H. Oh about the ergodicity of the Burger-Roblin measure for Kleinian groups of high enough critical exponents, and relate it with a topological counterpart.

Posted on May 5, 2020 in Dynamical Systems, Seminars