Minimal $W$-Superalgebras and the Modular Representations of Basic Lie Superalgebras
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DOI: 10.4171/prims/55-1-5
Abstract: Let $\mathfrak{g}=\mathfrak{g}_{\bar 0}+\mathfrak{g}_{\bar 1}$ be a basic Lie superalgebra over $\mathbb{C}$, and $e$ a minimal nilpotent element in $\mathfrak{g}_{\bar 0}$. Set $W_\chi'$ to be the refined $W$-superalgebra associated with the pair $(\mathfrak{g},e)$, which is called… read more here.
Keywords: lie superalgebras; basic lie; lie; modular representations ... See more keywords