Equilibrium states for partially hyperbolic diffeomorphisms with hyperbolic linear part

Published 25 Apr 2016 in math.DS | (1604.07220v1)

Abstract: We address the problem of existence and uniqueness (finite- ness) of ergodic equilibrium states for a natural class of partially hyperbolic dynamics homotopic to Anosov. We propose to study the disintegration of equilibrium states along central foliation as a tool to develop the theory of equilibrium states for partially hyperbolic dynamics.

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