%0 Journal Article
%T Group bundle duality, invariants for certain C*-algebras, and twisted equivariant K-theory
%A Ezio Vasselli
%J Mathematics
%D 2006
%I arXiv
%X A duality is discussed for Lie group bundles vs. certain tensor categories with non-simple identity, in the setting of Nistor-Troitsky gauge-equivariant K-theory. As an application, we study C*-algebra bundles with fibre a fixed-point algebra of the Cuntz algebra: a classification is given, and a cohomological invariant is assigned, representing the obstruction to perform an embedding into a continuous bundle of Cuntz algebras. Finally, we introduce the notion of twisted equivariant K-theory.
%U http://arxiv.org/abs/math/0605114v2