Hans Wenzl

collaborators

4 papers

math.RT2026

Semisimplicity Criteria for algebras with a Jones Basic Construction

Frederick M. Goodman, Hans Wenzl

We prove a semisimplicity criterion for a large class of algebras by a new method. This can be applied to Brauer, BMW, and $q$ -Brauer algebras.

math.QA2026

Reconstruction of tensor categories of type $G_{2}$

Lilit Martirosyan, Hans Wenzl

We prove that any non-symmetric ribbon tensor category $C$ with the fusion rules of the compact group of type $G_{2}$ needs to be equivalent to the representation category…

math.RT2025

Simple $B_{4}$ representations associated to cyclotomic Hecke algebras

Lilit Martirosyan, Hans Wenzl

We determine the structure of the cyclotomic Hecke algebra corresponding to the complex reflection group $G_{25}$ also when it is not semisimple, as long as the generators are diag…

math.QA2025

Hecke-Clifford algebras at roots of unity and conformal embeddings

Cain Edie-Michell, Hans Wenzl

In this paper we give a combinatorial description of the Cauchy completion of the categories $E_{q}$ and $S E_{N}$ recently introduced by the first author…

Semisimplicity Criteria for algebras with a Jones Basic Construction

Reconstruction of tensor categories of type G2​

Simple B4​ representations associated to cyclotomic Hecke algebras

Hecke-Clifford algebras at roots of unity and conformal embeddings

Reconstruction of tensor categories of type $G_{2}$

Simple $B_{4}$ representations associated to cyclotomic Hecke algebras