Karen R. Strung

collaborators

4 papers

math.OA2025

$Z$ -stability for $C^{*}$ -algebras of minimal line-bundle-twisted homeomorphisms with the small boundary property

Marzieh Forough, Ja A Jeong, Karen R. Strung

In this paper we show that the Cuntz--Pimsner algebras associated to minimal homeomorphisms twisted by line bundles, along with their orbit-breaking subalgebras, are $Z$ -…

math.OA2025

Recursive subhomogeneity of orbit-breaking subalgebras of $C^{*}$ -algebras associated to minimal homeomorphisms twisted by line bundles

Marzieh Forough, Ja A Jeong, Karen R. Strung

In this paper, we construct a recursive subhomogeneous decomposition for the Cuntz--Pimsner algebras obtained from breaking the orbit of a minimal Hilbert $C (X)$ -bimodule at a subs…

math.OA2025

The Operator Algebras Mentor Network: Impact of Community-Based Mentoring

Anna Duwenig, Kari Eifler, Priyanga Ganesan +4

This paper aims to determine if membership within the Operator Algebras Mentor Network (OAMN) is beneficial to its members. The OAMN is an international mentoring initiative that o…

math.QA2024

A remark on the Hochschild dimension of liberated quantum groups

Let $A$ be a Hopf algebra equipped with a projection onto the coordinate Hopf algebra $O (G)$ of a semisimple algebraic group $G$ . It is shown that if $A$ admits a suitabl…

Z-stability for C∗-algebras of minimal line-bundle-twisted homeomorphisms with the small boundary property

Recursive subhomogeneity of orbit-breaking subalgebras of C∗-algebras associated to minimal homeomorphisms twisted by line bundles

The Operator Algebras Mentor Network: Impact of Community-Based Mentoring

A remark on the Hochschild dimension of liberated quantum groups

$Z$ -stability for $C^{*}$ -algebras of minimal line-bundle-twisted homeomorphisms with the small boundary property

Recursive subhomogeneity of orbit-breaking subalgebras of $C^{*}$ -algebras associated to minimal homeomorphisms twisted by line bundles