On $K$-theory automorphisms related to bundles of finite order

Abstract

In the present paper we describe the action of (not necessarily line) bundles of finite order on the $K$-functor in terms of classifying spaces. This description might provide with an approach for more general twistings in $K$-theory than ones related to the action of the Picard group.

18 pages

References in corpus (2)

• Topological obstructions to embedding of a matrix algebra bundle into a trivial one
• Homotopy theory of bundles with fiber matrix algebra