Joeri De Ro

collaborators

4 papers

math.OA2026

Quantum hypergroups arising from ergodic coactions

Joeri De Ro

Given a compact quantum group $G$ and an ergodic action $L^{\infty} (X) \pm I^↶ G$ with algebraic core $O (X)$ , we show…

math.OA2025

Equivariant Eilenberg-Watts theorems for locally compact quantum groups

Joeri De Ro

Given two von Neumann algebras $A$ and $B$ , the $W^{*}$ -algebraic Eilenberg-Watts theorem, due to M. Rieffel, asserts that there is a canonical equivalence $\operatorname{Corr}(A,B)\…

math.OA2025

Morita theory for dynamical von Neumann algebras

Joeri De Ro

Given a locally compact quantum group $G$ and two $G$ - $W^{*}$ -algebras $I^\pm : A ↶ G$ and $I^^{2} : B ↶ G$ , we study the notion…

math.OA2025

Equivariant injectivity of crossed products

Joeri De Ro

We introduce the notion of a $G$ -operator space $(X, I^\pm)$ , which consists of an action $I^\pm : X ↶ G$ of a locally compact quantum group $G$ o…