Francesc Mañosas

most citedCharacterization of the tree cycles with minimum positive entropy for any period

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.DS2026

Zero entropy cycles on trees: from Topology to Combinatorics and an application to star maps

D. Juher, F. Mañosas, D. Rojas

In this paper we give a fully combinatorial description of the zero entropy periodic patterns on trees. Unlike previously known characterizations of such patterns, our criterion is…

math.DS2023★ 1 cited

Characterization of the tree cycles with minimum positive entropy for any period

David Juher, Francesc Mañosas, David Rojas

Consider, for any integer $n \geq 3$ , the set $Pos_{n}$ of all $n$ -periodic tree patterns with positive topological entropy and the set $Irr_{n} \subset Pos_{n}$ of all $…

math.DS2023

Entropy stability and Milnor-Thurston invariants for Bowen-Series-like maps

Ll. Alsedà, D. Juher, J. Los +1

We define a family of discontinuous maps on the circle, called Bowen-Series-like maps, for geometric presentations of surface groups. The family has $2 N$ parameters, where $2 N$ is…