Braid group representations from twisted tensor products of algebras

Abstract

We unify and generalize several approaches to constructing braid group representations from finite groups, using iterated twisted tensor products. Our results hint at a relationship between the braidings on the $G$-gaugings of a pointed modular category $\mathcal{C}(A,Q)$ and that of $\mathcal{C}(A,Q)$ itself.

Cited by in corpus (1)

• Quantum entanglement, supersymmetry, and the generalized Yang-Baxter equation