Qing Wang

collaborators

3 papers

math.QA2026

Classification of irreducible highest weight modules for the parafermion vertex algebras $N_{k} (sl_{2})$ at arbitrary level

Drazen Adamovic, Qing Wang

Let $N^{k} (sl_{2})$ be the universal parafermion vertex algebra and $N_{k} (sl_{2})$ its simple quotient. We classify all irreducible highest weight $N^k(\mathfrak{sl}…

math.RT2025

Whittaker modules over the loop Virasoro algebra

Zhiqiang Li, Shaobin Tan, Qing Wang

In this paper, we first study two classes of Whittaker modules over the loop Witt algebra $g := W \otimes A$ , where $\mathcal{W}=\text{Der}({\mathbb{C}}…

math.FA2025

Disjoint Ces $a ˋ$ ro-hypercyclic operators

Qing Wang, Yonglu Shu

In this paper, we investigate the properties of disjoint Ces $a ˋ$ ro-hypercyclic operators. First, the definition of disjoint Ces $a ˋ$ ro-hypercyclic operators is provide…

Classification of irreducible highest weight modules for the parafermion vertex algebras Nk​(sl2​) at arbitrary level

Whittaker modules over the loop Virasoro algebra

Disjoint Cesaˋro-hypercyclic operators

Classification of irreducible highest weight modules for the parafermion vertex algebras $N_{k} (sl_{2})$ at arbitrary level

Disjoint Ces $a ˋ$ ro-hypercyclic operators