3 citations · 4 across the 3 of their papers we have counts for
4 papers
Reversible Maps and Products of Involutions in Groups of IETS
Nancy Guelman, Isabelle Liousse
An element of a group is reversible if it is conjugated in to its own inverse; when the conjugating map is an involution, is called strongly reversible. We describe…
Any Baumslag-Solitar action on surfaces with a pseudo-Anosov element has a finite orbit
Nancy Guelman, Isabelle Liousse
We consider homeomorphims generating a faithful -action on a closed surface , that is, , for some . According to \cite{GL}, after rep…
A characterization of annularity for area-preserving toral homeomorphisms
Nancy Guelman, Andres Koropecki, Fabio Armando Tal
We prove that if an area-preserving homeomorphism of the torus in the homotopy class of the identity has a rotation set which is a nondegenerate vertical segment containing the ori…
Smooth Conjugacy classes of circle diffeomorphisms with irrational rotation number
Christian Bonatti, Nancy Guelman
In this paper we prove the -density of every -conjugacy class in the closed subset of diffeomorphisms of the circle with a given irrational rotation number.