activity
20092026
most citedIntegration in superspace using distribution theory

32 citations · 306 across the 68 of their papers we have counts for

collaborators

83 papers

math.RT2026

A subcategory with remarkable homological properties via actions of tensor categories

Kevin Coulembier, Edmund Heng

By equipping the category of modules over a finite dimensional algebra with the action of a finite tensor category , we introduce a subcategory $\mathcal…

math.RT2026

The Benson--Etingof--Ostrik conjecture for finite tensor categories

Kevin Coulembier, Johannes Flake

We prove that every finite symmetric tensor category over an algebraically closed field of positive characteristic admits a symmetric tensor functor to a higher Verlinde category.…

math.CT2026

Another counterexample to the Nerves of Steel Conjecture

Kevin Coulembier

In [B2] Balmer introduced the homological spectrum of a rigid tensor-triangulated category, and had the ``nerves of steel'' not to conjecture that it was in bijection with the prim…

math.RT2026

Maximal ideals in the finitary symmetric group algebra in characteristic two

Kevin Coulembier

In 1996, Baranov and Kleshchev classified maximal ideals in the finitary symmetric group algebra over fields of characteristic not 2. The corresponding question in characteristic~2…

math.RT2026

Absolutely flat algebras in tensor categories

Kevin Coulembier, Alexander Sherman

We study the relation between semisimple algebras, artinian simple algebras, and artinian absolutely flat algebras in ind-completions of tensor categories (rigid abelian monoidal c…

math.RT2026

Growth in affine Hecke categories

Kevin Coulembier, Jensen O'Sullivan, Daniel Tubbenhauer

This paper studies the asymptotic growth of tensor powers in affine Hecke categories, or equivalently of powers of Kazhdan--Lusztig basis elements in affine Hecke algebras. We prov…