Uniform hyperbolicity for random maps with positive Lyapunov exponents

Abstract

We consider some general classes of random dynamical systems and show that a priori very weak nonuniform hyperbolicity conditions actually imply uniform hyperbolicity.

10 pages, final version. To appear in Proceedings of the AMS

References in corpus (2)

• Absolutely singular dynamical foliations
• Equilibrium States for Random Non-uniformly Expanding Maps