activity
20152026
most citedDirect Limits of Adèle Rings and Their Completions

3 citations · 4 across the 5 of their papers we have counts for

collaborators

6 papers

math.DS2026

The Specification Property on the Lelek Fan

Goran Erceg, James Kelly, Judy Kennedy +2

Recent work of Piotr Oprocha and his collaborators has provided a number of delicate examples of dynamical systems separating specification, shadowing, and periodic-point density,…

math.DS2021

Topological dynamics of Markov multi-maps of the interval

James P. Kelly, Kevin McGoff

We study Markov multi-maps of the interval from the point of view of topological dynamics. Specifically, we investigate whether they have various properties, including topological…

math.DS2019

Entropy conjugacy for Markov multi-maps of the interval

James P. Kelly, Kevin McGoff

We consider a class of Markov multi-maps on the unit interval. Any multi-map gives rise to a space of trajectories, which is a closed, shift-invariant subset of $[0,1…

math.DS2019

Linear operators with infinite entropy

Will Brian, James P. Kelly

We examine the chaotic behavior of certain continuous linear operators on infinite-dimensional Banach spaces, and provide several equivalent characterizations of when these operato…

math.NT2017★ 3 cited

Direct Limits of Adèle Rings and Their Completions

James P. Kelly, Charles L. Samuels

The adèle ring of a global field is a locally compact, metrizable topological ring which is complete with respect to any invariant metric on . For a…

math.DS2015★ 1 cited

Topological entropy on set-valued functions

James Kelly, Tim Tennant

Topological entropy is a widely studied indicator of chaos in topological dynamics. Here we give a generalized definition of topological entropy which may be applied to set-valued…