Naihuan Jing, Pengfa Xu, Honglian Zhang
Published 2024-09-05Version 1
In this paper, Whittaker modules are studied for a subalgebra $\mathfrak{q}_{\epsilon}$ of the $\emph{N}$=2 superconformal algebra. The Whittaker modules are classified by central characters. Additionally, criteria for the irreducibility of the Whittaker modules are given.
Journal: Comm. Algebra (2024)
Invariant subalgebras of the small $\mathcal{N}=4$ superconformal algebra
Representations of superconformal algebras and mock theta functions
Extension fullness of the categories of Gelfand-Zeitlin and Whittaker modules
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