1 citations · 1 across the 2 of their papers we have counts for
4 papers
Conditions implying annular chaos
Alejandro Passeggi, Fabio Armando Tal
This work investigates topological chaos for homeomorphisms of the open annulus, introducing a new set of sufficient conditions based on points with distinct rotation numbers and t…
Fully chaotic conservative models for some torus homeomorphisms
Alejo GarcÃa-Sassi, Fábio Armando Tal
We study homotopic-to-the-identity torus homeomorphisms, whose rotation set has nonempty interior. We prove that any such map is monotonically semiconjugate to a homeomorphism that…
Rotation sets for random compositions of $\T$ homeomorphisms
Catalina Freijo, Fabio Tal
We study cocycles of homeomorphisms of $\T$ in the isotopy class of the identity over shift spaces, using as a tool a novel definition of rotation sets inspired in the classical wo…
Conditions Implying Annular Chaos: Quantitative results and Computer Assisted Proofs
M. J. CapiÅski, M. Gröger, A. Passeggi +1
We derive quantitative sufficient conditions for rotational chaos and diffusion in annular homeomorphisms, building on the topological criteria established in [31]. These condition…