We study bifurcations in area-preserving maps with homoclinic tangencies. We consider $C^r$-smooth m

Coupled cell systems are dynamical systems which respect the structure of a network. In an homogeneo

We consider point processes of rare events that keep record of the number of extreme occurrences on

I will present quantitative equidistribution results for the action of Abelian subgroups of the (2g

The celebrated Birkhoff's ergodic theorem asserts that from a probabilistic viewpoint the times ave

In this talk we intend to present the denition of mean topological dimension for a topological dyna

A nonhyperbolic ergodic measure is an ergodic invariant measure with one Lyapunov exponent equal zer

In this seminar we shall introduce the Conley index of an isolated invarant set of a flow on a local

The stability of heteroclinic cycles may be obtained from the value of the local stability index alo

TBA