activity
19942023
most citedEquilibrium states for potentials with $\supϕ- \infϕ< \htop(f)$

37 citations · 143 across the 45 of their papers we have counts for

collaborators

57 papers

math.DS2023

Mixing rates of the geometrical neutral Lorenz model

Henk Bruin, Hector Homero Canales Farias

The aim of this paper is to obtain polynomial decay of correlations of a Lorenz-like flow where the hyperbolic saddle at the origin is replaced by a neutral saddle. To do that, we…

math.DS2023

Hetero-dimensional baker maps and Dyck shifts

Henk Bruin, Werner Petti

We give piecewise affine maps on the unit cube whose symbolic representation is the Dyck shift. This leads to a different way of verifying the chaotic nature of this system, includ…

math.PR2021

Lorentz gas with small scatterers

Péter Bálint, Henk Bruin, Dalia Terhesiu

We prove limit laws for infinite horizon planar periodic Lorentz gases when, as time tends to infinity, the scatterer size may also tend to zero simultaneously at a suffici…

math.DS2021

On co--porosity of the parameters with dense critical orbits for skew tent maps and matching on generalized -transformations

Henk Bruin, Gabriella Keszthelyi

We prove that the critical point and the point have dense orbits for Lebesgue-a.e., parameter pairs in the two-parameter skew-tent family and generalised -transformations. A…

math.DS2021

Rotated Odometers and Actions on Rooted Trees

Henk Bruin, Olga Lukina

A rotated odometer is an infinite interval exchange transformation (IET) obtained as a composition of the von Neumann-Kakutani map and a finite IET of intervals of equal length. In…

math.DS2021

Rotated Odometers

Henk Bruin, Olga Lukina

We describe the infinite interval exchange transformations, called the rotated odometers, that are obtained as compositions of finite interval exchange transformations and the von…