Contribution
Speakers
- Sylvain CROVISIER
Description
The goal is to introduce and discuss the strong positive recurrence property for diffeomorphisms of a manifold.
I will show that every C-infinity surface diffeomorphism with positive topological entropy satisfies this property. The proof uses results presented by Jérôme Buzzi in his talk on the continuity of the entropy and exponents. Some consequences of this property will be discussed by O. Sarig later.