activity
20122026
most citedEntropy of homeomorphisms on unimodal inverse limit spaces

4 citations · 6 across the 7 of their papers we have counts for

collaborators

7 papers

math.DS2026

Speedups of linearly recurrent subshifts

Henk Bruin

A speedup, like a time change in discrete time dynamics, is a way of moving faster through the orbits of a dynamical system. Linearly recurrence is a stronger form of minimality fo…

math.DS2025

Rigidity and Toeplitz systems

Henk Bruin, Olena Karpel, Piotr Oprocha +1

The aim of this paper is to study measure-theoretical rigidity and partial rigidity for classes of Cantor dynamical systems including Toeplitz systems and enumeration systems. We u…

math.DS2024★ 2 cited

On some aspects of local thermodynamical formalism

Andrzej Bis, Henk Bruin

In 2007, Ye \& Zhang introduced a version of local topological entropy. Since their entropy function is, as we show under mild conditions, constant for topologically transitive dyn…

math.DS2024

Skew-product systems over infinite interval exchange transformations

Henk Bruin, Olga Lukina

We study the ergodic properties (recurrence, discrepancy, diffusion coefficients and ergodicity itself) of a class of -extensions over infinite interval exchange transfo…

math.DS2023

Interval Translation Maps with Weakly Mixing Attractors

Henk Bruin, Silvia Radinger

We study linear recurrence and weak mixing of a two-parameter family of interval translation maps for the subset of parameter space where has a Cantor attractor…

math.DS2023

Translation algorithms for graph covers

Jan Boroński, Henk Bruin, Przemysław Kucharski

Graph covers are a way to describe continuous maps (and homeomorphisms) of a Cantor set, more generally than e.g.\ Bratteli-Vershik systems. Every continuous map on a zero-dimensio…

math.DS2012★ 4 cited

Entropy of homeomorphisms on unimodal inverse limit spaces

Henk Bruin, Sonja Stimac

We prove that every self-homeomorphism on the inverse limit space of the tent map with slope has topological entropy $\htop(h) =…