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20122021
most citedReversible Maps and Products of Involutions in Groups of IETS

3 citations · 5 across the 4 of their papers we have counts for

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math.DS2020

Uniqueness of minimal unstable lamination for discretized Anosov flows

Nancy Guelman, Santiago Martinchich

We consider the class of partially hyperbolic diffeomorphisms obtained as the discretization of topological Anosov flows. We show uniqueness of minimal unstable laminati…

math.DS20193 cited

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…

math.DS2017

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…

math.DS20121 cited

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…

math.DS2012

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.