papers

Publications (6)

math.CT2026

Cofibrant generation of pure monomorphisms in presheaf categories

Sean Cox, Jonathan Feigert, Mark Kamsma +2

We characterise when the pure monomorphisms in a presheaf category are cofibrantly generated in terms of the category . In particular, when…

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.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…

math.LO2026

On the abstract elementary class of acts with pure embeddings

Jonathan Feigert, Daniel Herden, Marcos Mazari-Armida

We study the abstract elementary class of acts with pure embeddings. In particular, we show that stability and superstability in this class can be characterized in terms of the mon…

physics.atom-ph2020

Rubidium Isotope Shift Measurement using Noisy Lasers

Theodore J. Bucci, Jonathan Feigert, Michael Crescimanno +2

Data students collect from the typical advanced undergraduate laboratory on Saturated Absorption Spectroscopy (SAS) of rubidium can be used to measure the isotope shift and thus le…

math.CO2021

Filtering cohomology of ordinary and Lagrangian Grassmannians

The 2020 Polymath Jr. REU "q-binomials, the Grassmannian group", : +31

This paper studies, for a positive integer , the subalgebra of the cohomology ring of the complex Grassmannians generated by the elements of degree at most . We build in two…