19 citations · 23 across the 3 of their papers we have counts for
3 papers
math.DS2013★ 19 cited
On annular maps of the torus and sublinear diffusion
Pablo Dávalos
There is a classification by Misiurewicz and Ziemian of elements in Homeo by their rotation set , according to wether is a point, a segment or a set with n…
math.DS2013
Dynamical models for some torus homeomorphisms
Pablo Dávalos
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…
math.DS2011★ 4 cited
On torus homeomorphisms whose rotation set is an interval
Pablo Dávalos
We prove that for a torus homeomorphism isotopic to the identity and with a lift whose rotation set is an interval, either every rational point in the rotation set is realized by a…