activity
20242026
collaborators

5 papers

math.CO2026

Chaotic and periodic behavior of jeu de taquin on infinite Young tableaux

Daniel Herden, Markus Hunziker, Jonathan Meddaugh +9

Young tableaux are fundamental objects in algebraic combinatorics and representation theory, with operations such as promotion and jeu de taquin playing a central role in their str…

math.CO2025

Chromatic numbers with open and nonzero local modular constraints

Daniel Herden, Jonathan Meddaugh, Mark R. Sepanski +9

In this paper, we explore chromatic numbers subject to various local modular constraints. For fixed , we consider proper integer colorings of a graph for which the closed an…

math.DS2025

Shadowing With Small Diameter Sets Of Bounded Cardinality

Jonathan Meddaugh, Elyssa Stephens

We examine dynamical systems with the property that pseudo-orbits can be traced by small diameter sets with bounded cardinality. In particular, we show that mixing sofic subshifts…

math.CO2025

Chromatic numbers with closed local modular constraints

Daniel Herden, Jonathan Meddaugh, Mark R. Sepanski +9

Generalizing the notion of odd-sum colorings, a -labeling of a graph is called a closed coloring with remainder if the closed neighborhood label sum of ea…

math.CO2024

Robinson-Schensted shapes arising from cycle decompositions

Martha Du Preez, William Q. Erickson, Jonathan Feigert +5

In the symmetric group , each element has an associated cycle type , a partition of that identifies the conjugacy class of . The Robinson-Schensted (RS) corre…