A model of the twisted $K$-theory related to bundles of finite order

Abstract

In the present paper we propose a geometric model of the twisted K-theory corresponding to elements of finite order in $H^3(X, \mathbb{Z})\times [X, \BBSU_\otimes]$.

This paper has been withdrawn by the author due to a crucial error

References in corpus (3)

• Twisted K-theory, old and new
• Topological obstructions to embedding of a matrix algebra bundle into a trivial one
• Homotopy Transition Cocycles