Kent B. Vashaw

activity

20182025

most citedOn the spectrum and support theory of a finite tensor category

7 citations · 13 across the 15 of their papers we have counts for

collaborators

Showing 2025Show all

4 papers · 1 filter

math.CT2025

Noncommutative tensor triangular geometry: modules, bimodules, and unipotent Hopf algebras

Øyvind Solberg, Kent B. Vashaw, Sarah Witherspoon

We initiate a program aimed at classifying thick ideals, Balmer spectra, and submodule categories of various stable categories of bimodules and modules for finite dimensional selfi…

math.RT2025

Non-negligible summands in tensor powers of some modular representations of finite $p$ -groups

Kent B. Vashaw, Justin Zhang

Let $p > 0$ be a prime, $G$ be a finite $p$ -group and $k$ be an algebraically closed field of characteristic $p$ . Dave Benson has conjectured that if $p = 2$ and $V$ is an odd-dime…

math.QA2025

Quantum-symmetric equivalence for superpotential algebras

Hongdi Huang, Van C. Nguyen, Kent B. Vashaw +2

We study superpotential algebras by introducing the notion of quantum-symmetric equivalence defined relatively to two fixed Hopf coactions. This concept relies on the non-vanishing…

math.CT2025

The homological spectrum for monoidal triangulated categories

Daniel K. Nakano, Kent B. Vashaw, Milen T. Yakimov

The authors develop a notion of homological prime spectrum for an arbitrary monoidal triangulated category, $C$ . Unlike the symmetric case due to Balmer, the homological…

Noncommutative tensor triangular geometry: modules, bimodules, and unipotent Hopf algebras

Non-negligible summands in tensor powers of some modular representations of finite p-groups

Quantum-symmetric equivalence for superpotential algebras

The homological spectrum for monoidal triangulated categories

Non-negligible summands in tensor powers of some modular representations of finite $p$ -groups