Robustly N-expansive surface diffeomorphisms

2015/04/12 by Artigue, Alfonso
#Dynamical Systems (math.DS) #FOS: Mathematics

paper · doi:10.48550/arxiv.1504.02976

Abstract

We give sufficient conditions for a diffeomorphism of a compact surface to be robustly N-expansive and cw-expansive in the C^r-topology. We give examples on the genus two surface showing that they need not to be Anosov diffeomorphisms. The examples are axiom A diffeomorphisms with tangencies at wandering points.

Related

• N-expansive homeomorphisms on surfaces
• Anomalous cw-expansive surface homeomorphisms
• New cw-expansive homeomorphisms of surfaces
• Partially Expansive Homeomorphisms
• Generic surface homeomorphisms are almost continuum-wise expansive