3 citations · 3 across the 1 of their papers we have counts for
6 papers
Locally Hausdorff Tight Groupoids Generalised
Tristan Bice, Charles Starling
We extend Exel's ample tight groupoid construction to non-ample groupoids, even in the general locally Hausdorff case.
Hausdorff Tight Groupoids Generalised
Tristan Bice, Charles Starling
We extend Exel's ample tight groupoid construction to general locally compact étale groupoids in the Hausdorff case. Moreover, we show how inverse semigroups are represented in thi…
-algebras of self-similar graphs over arbitrary graphs
Ruy Exel, Enrique Pardo, Charles Starling
In this note we extend the construction of a -algebra associated to a self-similar graph to the case of arbitrary countable graphs. We reduce the problem to the row-finite cas…
Simplicity of algebras associated to non-Hausdorff groupoids
Lisa Orloff Clark, Ruy Exel, Enrique Pardo +2
We prove a uniqueness theorem and give a characterization of simplicity for Steinberg algebras associated to non-Hausdorff ample groupoids. We also prove a uniqueness theorem and g…
General Non-Commutative Locally Compact Locally Hausdorff Stone Duality
Tristan Bice, Charles Starling
We extend the classical Stone duality between zero dimensional compact Hausdorff spaces and Boolean algebras. Specifically, we simultaneously remove the zero dimensionality restric…
The tiling C*-algebra viewed as a tight inverse semigroup algebra
Ruy Exel, Daniel Gonçalves, Charles Starling
We realize Kellendonk'?s C*-algebra of an aperiodic tiling as the tight C*-algebra of the inverse semigroup associated to the tiling, thus providing further evidence that the tight…