Qing Wang

activity

20232026

collaborators

4 papers

math.RT2026

Classification of the irreducible ordinary modules for affine vertex operator superalgebras

Haimin Li, Qing Wang

Let $g$ be a basic classical Lie superalgebra, $k = \frac{h ^{\lor}}{u} - h^{\lor}$ a boundary admissible level of $g$ , where $u$ is a positive…

math.RT2025

Affine vertex operator superalgebra $L_{s l (2∣1)^} (k, 0)$ at boundary admissible level

Huaimin Li, Qing Wang

Let $L_{s l (2∣1)} (k, 0)$ be the simple affine vertex operator superalgebra associated to the affine Lie superalgebra $s l (2∣1)$ with admissible level $\m…

math.QA2024

Affine vertex operator superalgebra $L_{os p (1∣2)} (l, 0)$ at admissible level

Huaimin Li, Qing Wang

Let $L_{os p (1∣2)} (l, 0)$ be the simple affine vertex operator superalgebra with admissible level $l$ . We prove that the category of weak $L_{\widehat{o…

math.QA2023

Representations of the affine ageing algebra $age (1)$

Huaimin Li, Qing Wang

In this paper, we investigate the affine ageing algebra $age (1)$ , which is a central extension of the loop algebra of the 1-spatial ageing algebra $\mathfrak{a…

Classification of the irreducible ordinary modules for affine vertex operator superalgebras

Affine vertex operator superalgebra Lsl(2∣1)^​​(k,0) at boundary admissible level

Affine vertex operator superalgebra Losp(1∣2)​​(l,0) at admissible level

Representations of the affine ageing algebra age​(1)

Affine vertex operator superalgebra $L_{s l (2∣1)^} (k, 0)$ at boundary admissible level

Affine vertex operator superalgebra $L_{os p (1∣2)} (l, 0)$ at admissible level

Representations of the affine ageing algebra $age (1)$