1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.OA2026
Compact quantum metric spaces from free probability
David Jekel, Therese Basa Landry
We study quantum metric space structures on operator algebras arising from free probability, namely those associated to -Gaussians and free Gibbs laws for convex potentials. We…
math.RA2021★ 1 cited
Perfect congruences on bisimple -semigroups
Simon M. Goberstein, Katherine Grimshaw, Anthony Kling +2
A congruence on a semigroup is perfect if for any congruence classes and their product as subsets of coincides (as a set) with t…
math.OA2020
Metric Approximations of Spectral Triples on the Sierpiński Gasket and other fractal curves
Therese-Marie Landry, Michel L. Lapidus, Frederic Latremoliere
Noncommutative geometry provides a framework, via the construction of spectral triples, for the study of the geometry of certain classes of fractals. Many fractals are constructed…