Nuclear Dimension of Subhomogeneous Twisted Groupoid C*-algebras and Dynamic Asymptotic Dimension

C Bönicke, K Li - International Mathematics Research Notices, 2024 - academic.oup.com
We characterize subhomogeneity for twisted étale groupoid-algebras and obtain an upper
bound on their nuclear dimension. As an application, we remove the principality assumption …

[PDF][PDF] Properties preserved by groupoid equivalence

DW Van Wyk, DP Williams - arXiv preprint arXiv:2203.15620, 2022 - arxiv.org
arXiv:2203.15620v1 [math.OA] 29 Mar 2022 Page 1 arXiv:2203.15620v1 [math.OA] 29 Mar
2022 PROPERTIES PRESERVED BY GROUPOID EQUIVALENCE DANIEL W. VAN WYK AND …

GCR and CCR Steinberg algebras

LO Clark, B Steinberg, DW van Wyk - Canadian Journal of …, 2020 - cambridge.org
GCR and CCR Steinberg Algebras Page 1 Canad. J. Math. Vol. 72 (), pp. – http://dx.doi.org/. /SX
©Canadian Mathematical Society GCR and CCR Steinberg Algebras Lisa O. Clark, Benjamin …

[HTML][HTML] The orbit spaces of groupoids whose C⁎-algebras are CCR

DW van Wyk - Journal of Mathematical Analysis and Applications, 2019 - Elsevier
Let G be a second-countable locally compact Hausdorff groupoid with a continuous Haar
system. We show that if the groupoid C⁎-algebra of G is CCR then the orbits of G are closed …

An algebraic characterisation of ample type I groupoids

G Favre, S Raum - Semigroup Forum, 2022 - Springer
We give algebraic characterisations of the type I and CCR properties for locally compact
second countable, ample Hausdorff groupoids in terms of subquotients of its Boolean …

Amenable-like properties of étale groupoids

G Favre - 2023 - diva-portal.org
This thesis consists of three papers related to analytic and representation theoretic
properties of étale groupoids. In the first paper, we characterize algebraically the type I and …

The type I and CCR properties for groupoids and inverse semigroups

G Favre - 2021 - diva-portal.org
This licentiate thesis consists of one paper about unitary representation theory of ample
groupoids and semigroups together with generalizations to étale and non-Hausdorff …