Yang Zeng

collaborators

3 papers

Bin Shu, Yang Zeng

Let $Z (W)$ be the center of the finite $W$ -algebra $W (g, e)$ associated with $g = Lie (G)$ and a nilpotent element $e \in g$ …

Yang Zeng, Bin Shu

Let $g = g_{0 ˉ} + g_{1 ˉ}$ be a basic classical Lie superalgebra over $C$ , and $e = e_{I^} ¸ \in g_{0 ˉ}$ with $- I^¸$ being a minimal…

Changjie Cheng, Bin Shu, Yang Zeng

Considering the general linear Lie superalgebra $gl (m ∣ n) = gl (m ∣ n)_{0 ˉ ˉ} \oplus gl (m ∣ n)_{1 ˉ ˉ}$ over $C$ , we first formulate…