Dynamical models for some torus homeomorphisms
arXiv:1302.6954
Abstract
It is well known that the rotation number of a circle homeomorphism defined by H. Poincaré allows to completely understand the dynamics of such a map from the topological point of view. In this paper, we collect some results concerning the existence of topological dynamical models associated to rotation sets of homeomorphisms of $\T^2$.
Memoir of the congress "Taller de vinculación: Mat. Mex. Jóv. en el Mundo" held in CIMAT (México), in august of 2012