Mathematics – Operator Algebras
Scientific paper
2011-09-20
Mathematics
Operator Algebras
14 pages, presented at the EU-NCG4 Conference, Bucharest 2011
Scientific paper
Let $G$ be a minimal locally compact groupoid with compact metrizable unit
space and let $E$ be a continuous $G$-Hilbert bundle. We show that a bounded
continuous cocycle $c: G\ra r^*E$ is necessarily a continuous coboundary. This
is a groupoid version of a classical theorem of Gottschalk and Hedlund.
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