A formula for the local metric pressure

This talk starts with a generalization of the formula of Brin and Katok concerning the local metric entropy. The new formula provides a simple proof of the fact that invariant weak-Gibbs probability measures are equilibrium states. It also clarifies the role of the topological pressure on the standard definition of Gibbs property. This is a joint work with Sebastián Pérez.

Date and Venue

Start Date
FC1. 031


Maria Carvalho

Speaker's Institution

Universidade do Porto


Dynamical Systems