6 citations · 7 across the 3 of their papers we have counts for
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math.OA2017
Some consequences of the stabilization theorem for Fell bundles over exact groupoids
Scott M. LaLonde
We investigate some consequences of a recent stabilization result of Ionescu, Kumjian, Sims, and Williams, which says that every Fell bundle -algebra is Morita equivalent to a…
math.OA2017
Condition (K) for inverse semigroups and the ideal structure of their -algebras
Scott M. LaLonde, David Milan, Jamie Scott
Inspired by results for graph -algebras, we investigate connections between the ideal structure of an inverse semigroup and that of its tight -algebra by relating ide…
math.OA2017★ 6 cited
On some permanence properties of exact groupoids
Scott M. LaLonde
A locally compact groupoid is said to be exact if its associated reduced crossed product functor is exact. In this paper, we establish some permanence properties of exactness, incl…