1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.DS2026★ 1 cited
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…
math.DS2026
Annular Chaos for Non-Wandering Homeomorphisms
Alejandro Passeggi, Favio Pirán
We study topological conditions ensuring the presence of rotational chaos for non-wandering or area-preserving annular homeomorphisms. Compared to previous criteria, our main resul…
math.DS2025
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…