On the representation categories of matrix quantum groups of type $A$

Abstract

A quantum groups of type $A$ is defined in terms of a Hecke symmetry. We show in this paper that the representation category of such a quantum group is uniquely determined as an abelian braided monoidal category by the bi-rank of the Hecke symmetry.

9 pages

References in corpus (1)

• On The Poincare Series of Quadratic Algebras Associated to Hecke Symmetries