In this article, we study the structure of Fock modules over $N = 1$ super Virasoro algebras. As an application, we construct Bechi-Rouet–Stora–Tyutin type resolutions for $N = 1$ super minimal models and their descendants.

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Fusion algebras for N = 1 superconformal field theories through coinvariants. II: N = 1 super-Virasoro-symmetry.

Modules de plus haut poids unitarisables sur la super-algèbre de Virasoro N = 2 tordue

Representation theory of Neveu-Schwarz and Ramond algebras II: Fock modules

Fusion algebras for $N = 1$ superconformal field theories through coinvariants. II: $N = 1$ super-Virasoro-symmetry.

Modules de plus haut poids unitarisables sur la super-algèbre de Virasoro $N = 2$ tordue