Publisher： Cambridge University Press
E-ISSN： 1865-5394|2|3|407-444
ISSN： 1865-2433
Source： Journal of K-Theory, Vol.2, Iss.3, 2008-12, pp. : 407-444
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Abstract
In the present paper we study some homotopy invariants which can be defined by means of bundles with fiber being a matrix algebra. In particular, we introduce some generalization of the Brauer group in the topological context and show that any of its elements can be represented as a locally trivial bundle with the structure group
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