Gonzalez Tokman Cecilia

Semi-invertible multiplicative ergodic theorems
Wednesday, June 15th, 11:40 am

Semi-invertible multiplicative ergodic theorems (SIMETs) provide the existence of an Oseledets splitting for
cocycles of non-invertible linear operators over invertible base. We present a constructive approach to
SIMETs, and give an application to Perron-Frobenius operators of random composition of maps. Joint work
with Anthony Quas.

Preprint: http://arxiv.org/abs/1105.5609