7 citations · 16 across the 9 of their papers we have counts for
4 papers · 1 filter
The Fourier algebra of a rigid -tensor category
Yuki Arano, Tim de Laat, Jonas Wahl
Completely positive and completely bounded mutlipliers on rigid -tensor categories were introduced by Popa and Vaes. Using these notions, we define and study the Fourier-…
Free wreath product quantum groups and standard invariants of subfactors
Pierre Tarrago, Jonas Wahl
By a construction of Vaughan Jones, the bipartite graph associated with the natural inclusion of inside a finite-dimensional -algebra gives rise to a pl…
Howe-Moore type theorems for quantum groups and rigid C*-tensor categories
Yuki Arano, Tim de Laat, Jonas Wahl
We formulate and study Howe-Moore type properties in the setting of quantum groups and in the setting of rigid -tensor categories. We say that a rigid -tensor c…
A note on reduced and von Neumann algebraic free wreath products
Jonas Wahl
In this paper, we study operator algebraic properties of the reduced and von Neumann algebraic versions of the free wreath products , where is a…