activity
20152025
most citedSpectral cocycle for substitution tilings

5 citations · 11 across the 7 of their papers we have counts for

collaborators

15 papers

math.DS2025

Non-local Dirichlet forms, Gibbs measures, and a cohomological Dirichlet principle for Cantor sets

Rodrigo Treviño

In this paper I study properties of the generators of non-local Dirichlet forms on ultrametric spaces which are the path space of simple stationary…

math.DS2023★ 1 cited

On transversal Hölder regularity for flat Wieler solenoids

Rodrigo Treviño

This paper studies various aspects of inverse limits of locally expanding affine linear maps on flat branched manifolds, which I call flat Wieler solenoids. Among the aspects studi…

math.OA2022

Bratteli diagrams, translation flows and their -algebras

Ian F. Putnam, Rodrigo Treviño

In [LT16], Kathryn Lindsey and the second author constructed a translation surface from a bi-infinite Bratteli diagram. We continue an investigation into these surfaces. The constr…

math.DS2022

Aperiodic and linearly repetitive Lorentz gases of finite horizon are not exponentially mixing

Rodrigo Treviño, Agnieszka Zelerowicz

We prove that aperiodic and linearly repetitive Lorentz gases with finite horizon are not mixing with exponential or stretched exponential speed in any dimension for any class of H…

math.DS2022★ 5 cited

Spectral cocycle for substitution tilings

Boris Solomyak, Rodrigo Treviño

The construction of spectral cocycle from the case of 1-dimensional substitution flows by Bufetov-Solomyak [arXiv:1802.04783] is extended to the setting of pseudo-self-similar tili…

math.DS2021★ 1 cited

Statistical properties of Lorentz gases on aperiodic tilings, Part 1

Rodrigo Treviño, Agnieszka Zelerowicz

We consider the Lorentz gas model of category A (that is, with no corners and of finite horizon) on aperiodic repetitive tilings of of finite local complexity. We sh…