摘要

Let (C, circle times, I, C) be a braided tensor category. For a finite Hopf algebra H in C with C-H,C-H = C-H,H(-1) the duality theorem is shown, i.e., (R#H)#H (*) over cap congruent to R circle times (H (⊗) over bar H (*) over cap) Was algebras in C: Also, it is proved that the Drinfeld double (D(H), [b]) is a quasi-triangular Hopf algebra in C.