Chaotic dynamical systems (6/6)

Chaotic dynamical systems (6/6)

In this last lecture I will introduce and study the notion of topological entropy associated with a dynamical system, and exhibit its connection with the Kolmogorov-Sinai entropy.
I will then focus on a specific type of system, namely differentiable systems with a hyperbolic behaviour (at least on part of phase space). We will see how hyperbolicity implies complexity (in the form of a positive topological entropy).

(Cour organisé en collaboration avec l’Ecole Doctorale de Physique de la Région Parisienne – ED 107)

IPhT

The event is finished.

Date

23 October 2009
Expired!

Time

10h00 – 0h00

Location

Salle Claude Itzykson, Bât. 774
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