7 citations · 10 across the 2 of their papers we have counts for
3 papers
math.OA2022★ 3 cited
De Finetti Theorems for the Unitary Dual Group
Isabelle Baraquin, Guillaume Cébron, Uwe Franz +2
We prove several de Finetti theorems for the unitary dual group, also called the Brown algebra. Firstly, we provide a finite de Finetti theorem characterizing -diagonal elements…
math.RT2020★ 7 cited
Semisimplicity and Indecomposable Objects in Interpolating Partition Categories
Johannes Flake, Laura Maassen
We study Karoubian tensor categories which interpolate representation categories of families of so-called easy quantum groups in the same sense in which Deligne's interpolation cat…
math.OA2018
The intertwiner spaces of non-easy group-theoretical quantum groups
Laura Maassen
In 2015, Raum and Weber gave a definition of group-theoretical quantum groups, a class of compact matrix quantum groups with a certain presentation as semi-direct product quantum g…