Drew D. Ash

2 citations · 2 across the 3 of their papers we have counts for

collaborators

3 papers

math.DS2022

Topological Speedups For Minimal Cantor Systems

Drew D. Ash, Nicholas Ormes

In this paper we study speedups of dynamical systems in the topological category. Specifically, we characterize when one minimal homeomorphism on a Cantor space is the speedup of a…

math.DS2016

Bounded Topological Speedups

Lori Alvin, Drew D. Ash, Nicholas S. Ormes

This paper explores the range of bounded speedups in the topological category. Bounded speedups represent both a strengthening of topological speedups as defined in [A 16] and a ge…

math.DS2016★ 2 cited

Topological Speedups

Drew D. Ash

Given a dynamical system $(X, T)$ one can define a speedup of $(X, T)$ as another dynamical system conjugate to $S : X \to X$ where $S (x) = T^{p (x)} (x)$ for some function $p:X\rig…