A disintegration theorem for non-second-countable etale groupoids
Abstract
We give a self-contained account of a version of Renault's disintegration theorem for (twisted) C*-algebras of not necessarily Hausdorff étale groupoids that can be covered by countably many open bisections. As an application we discuss the I-norm and KMS-states and weights on general étale groupoid C*-algebras.
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