Display Abstract
Title Rotation Sets for Maps of Tori
Name Sonja Stimac
Country Croatia
Email sonja@math.hr
Co-Author(s) Tobias Oertel-J\"ager, TU Dresden, Germany and Alejandro Passeggi, Universidad de la Rep\'ublica, Uruguay
Submit Time 2014-02-26 09:01:02
Session
Special Session 7: Topological and combinatorial dynamics
Contents
In this talk I will recall the notion of the rotation number of an orientation preserving homeomorphism of a circle and generalizations to many-dimensional cases. Then I will focus on the rotation sets of homeomorphisms of the two-dimensional torus onto itself isotopic to the identity and discus some properties and open problems. Finally I will show constructions of certain minimal sets of some of these homeomorphisms which rotation sets have very interesting properties.
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