Duality Theorem and Hom Functor in Braided Tensor Categories

Abstract

Blatter-Montgomery duality theorem is generalized into braided tensor categories. It is shown that $Hom(V,W)$ is a braided Yetter-Drinfeld module for any two braided Yetter-Drinfeld modules $V$ and $W$.

27Pages

References in corpus (1)

• Duality Theorem and Drinfeld Double in Braided Tensor Categories