Abstract
Letbe a finite abelian group. A dynamical system with transformation groupis a triple (A,�,�), consisting of a unital locally convex algebra A, the finite abelian groupand a group homomorphism � : � ! Aut(A), which induces an action ofon A. In this paper we present a new, geo- metrically oriented approach to the noncommutative geometry of principal bundles with finite abelian structure group based on such dynamical systems.
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