12 citations · 27 across the 6 of their papers we have counts for
5 papers · 1 filter
Models of quantum permutations
Stefan Jung, Moritz Weber
For we present a series of *-homomorphisms where is the quantum permutation group. They are not necessarily representations of the qu…
Partition quantum spaces
Stefan Jung, Moritz Weber
We propose a definition of partition quantum spaces. They are given by universal -algebras whose relations come from partitions of sets. We ask for the maximal compact matrix…
Partition C*-algebras II - Links to Compact Matrix Quantum Groups
Moritz Weber
In a recent article, we gave a definition of partition C*-algebras. These are universal C*-algebras based on algebraic relations which are induced from partitions of sets. In this…
Partition C*-algebras
Moritz Weber
We give a definition of partition C*-algebras: To any partition of a finite set, we assign algebraic relations for a matrix of generators of a universal C*-algebra. We then prove h…
On C*-Algebras Generated by Isometries with Twisted Commutation Relations
Moritz Weber
In the theory of C*-algebras, interesting noncommutative structures arise as deformations of the tensor product. For instance, the rotation algebra may be seen as a scalar twist de…