Zhen Wang

activity

20232026

collaborators

3 papers

math.FA2026

Morita equivalence for $L^{p}$ -operator algebras associated with étale groupoids

Yeong Chyuan Chung, Alonso Delfín, Zhen Wang

We prove that equivalent locally compact, locally Hausdorff, étale groupoids with paracompact unit spaces have Morita equivalent reduced and full $L^{p}$ -operator algebras for every…

math.FA2024

$p$ -nuclearity of reduced group $L^{p}$ -operator algebras

Zhen Wang

Let $p \in (1, \infty)$ and let $G$ be a discrete group. G. An, J.-J. Lee and Z.-J. Ruan introduced $p$ -nuclearity for $L^{p}$ -operator algebras. They proved that the reduced group $L^…

math.FA2023

The Takai duality of $L^{p}$ -operator algebras with incompressibility

Zhen Wang, Sen Zhu

Let $G$ be a countable discrete Abelian group, $A$ be a separable unital $L^{p}$ -operator algebra which has unique $L^{p}$ -operator matrix norms for $p \in [1, \infty)$ , and $α$ be an is…

Morita equivalence for Lp-operator algebras associated with étale groupoids

p-nuclearity of reduced group Lp-operator algebras

The Takai duality of Lp-operator algebras with incompressibility

Morita equivalence for $L^{p}$ -operator algebras associated with étale groupoids

$p$ -nuclearity of reduced group $L^{p}$ -operator algebras

The Takai duality of $L^{p}$ -operator algebras with incompressibility