Mean Topological Dimension for topological dynamical systems

Room FC1.005
Friday, 23 March, 2018 - 11:30

In this talk we intend to present the denition of mean topological dimension for a topological dynamical system. It is a topological invariant which was introduced by M. Gromov and exploited by some authors. This invariant enables one to assign a meaningful quantity to a dynamical system of infinite topological entropy. Also is possible to obtain a kind of variational principle as we intend to show.

Speaker: 

Fagner Bernardini Rodrigues

Institution: 

Universidade Federal do Rio Grande do Sul, Brasil