The Chern-Galois character

Mathematics – K-Theory and Homology

Scientific paper

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4 pages, LaTeX

Scientific paper

Following the idea of Galois-type extensions and entwining structures, we
define the notion of a principal extension of noncommutative algebras. We show
that modules associated to such extensions via finite-dimensional
corepresentations are finitely generated projective, and determine an explicit
formula for the Chern character applied to the thus obtained modules.

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