activity
20152023
most citedNumerical semigroups on compound sequences

15 citations · 16 across the 4 of their papers we have counts for

collaborators

6 papers

math.DS2023

Tipping in a Low-Dimensional Model of a Tropical Cyclone

Katherine Slyman, John A. Gemmer, Nicholas K. Corak +2

A presumed impact of global climate change is the increase in frequency and intensity of tropical cyclones. Due to the possible destruction that occurs when tropical cyclones make…

math.DS2021

Bifurcation to instability through the lens of the Maslov index

Paul Cornwell, Christopher K. R. T. Jones, Claire Kiers

The Maslov index is a powerful tool for assessing the stability of solitary waves. Although it is difficult to calculate in general, a framework for doing so was recently establish…

math.DS2019

Rate-induced Tipping in Discrete-time Dynamical Systems

Claire Kiers

We develop a definition of rate-induced tipping (R-tipping) in discrete-time dynamical systems (maps) and prove results giving conditions under which R-tipping will or will not hap…

math.DS2018★ 1 cited

On Conditions for Rate-induced Tipping in Multi-Dimensional Dynamical Systems

Claire Kiers, Christopher K. R. T. Jones

The possibility of rate-induced tipping (R-tipping) away from an attracting fixed point has been thoroughly explored in 1-dimensional systems. In these systems, it is impossible to…

math.CO2016

On the Long-Repetition-Free 2-Colorability of Trees

Joseph Antonides, Claire Kiers, Nicole Yamzon

A word is a if is of length at least 3; a word is -- if contains no sub-word that is a…

math.AC2015★ 15 cited

Numerical semigroups on compound sequences

Claire Kiers, Christopher O'Neill, Vadim Ponomarenko

We generalize the geometric sequence to allow the copies of (resp. ) to all be different. We call the sequence $\{a_1a_2a_3\cdots…