47 citations · 247 across the 57 of their papers we have counts for
59 papers
-graph algebras are iterated Cuntz-Pimsner algebras -- from the bottom up
Valentin Deaconu, Menevşe Eryüzlü Paulovicks, S. Kaliszewski +1
We introduce a new method of expressing a -graph -algebra as a Cuntz-Pimsner algebra. Kumjian, Pask, and Sims have done this directly, using a linking algebra approach and…
Comparing Two Notions of Coaction Invariance of Ideals in -Algebras
Matthew Gillespie, Benjamin Jones, S. Kaliszewski +1
Given a coaction of a locally compact group on a -algebra , we study the relationship between two different forms of coaction invariance of ideals of a…
Fell bundle ladder
S. Kaliszewski, John Quigg, Dana P. Williams
We use the Ladder Technique to establish bijections between the ideals of related Fell bundles.
Coactions of compact groups on
S. Kaliszewski, Magnus B. Landstad, John Quigg
We prove that every coaction of a compact group on a finite-dimensional -algebra is associated with a Fell bundle. Every coaction of a compact group on a matrix algebra is imp…
Bijections Between Sets of Invariant Ideals, Via the Ladder Technique
Matthew Gillespie, S. Kaliszewski, John Quigg +1
We present a new method of establishing a bijective correspondence - in fact, a lattice isomorphism - between action- and coaction-invariant ideals of C*-algebras and their crossed…
The Rieffel Correspondence for Equivalent Fell Bundles
S. Kaliszewski, John Quigg, Dana P. Williams
We establish a generalized Rieffel correspondence for ideals in equivalent Fell bundles.