Talk page

Title:
A multiplicative ergodic theorem for mapping class groups

Speaker:
Camille Horbez

Abstract:
Oseledets's multiplicative ergodic theorem describes the growth of vectors in R^N under linear ergodic cocycles. I will report on joint work with Anders Karlsson in which we establish an analogous result for mapping class groups of surfaces, describing the various growth rates for the lengths of curves on a hyperbolic surface S under ergodic cocycles of mapping classes of S

Link:
https://www.msri.org/workshops/771/schedules/21482

Workshop:
MSRI- Geometry of mapping class groups and Out(Fn)