3 citations · 3 across the 2 of their papers we have counts for
3 papers
math.GR2025
Rotation sets and axes in the fine curve graph for torus homeomorphisms
Sebastian Hensel, Frédéric Le Roux
We expand the dictionary between the action of a torus homeomorphism on the fine curve graph and its rotation set. More precisely, we show that the fixed points at infinity of a lo…
math.DS2017★ 3 cited
Polynomial entropy of Brouwer homeomorphisms
Louis Hauseux, Frédéric Le Roux
We study the polynomial entropy of the wandering part of any invertible dynamical system on a compact metric space. As an application we compute the polynomial entropy of Brouwer h…
math.DS2017
Projective transformations of rotation sets
François Béguin, Sylvain Crovisier, Frédéric Le Roux
We give a new proof and extend a result of J. Kwapisz: whenever a set C is realized as the rotation set of some torus homeomorphism, the image of C under certain projective transfo…