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20222025
most citedCohomological varieties associated to vertex operator algebras

1 citations · 1 across the 3 of their papers we have counts for

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3 papers

math.RT2025

Equivariant vertex coalgebras, -coalgebras and duality for diagonalisable group schemes

Antoine Caradot, Zongzhu Lin

In this paper, we define vertex algebras and vertex coalgebras in the category of rational -modules, where is the group scheme defined by the group algebra …

math.QA2023

Differential graded vertex operator algebras and their Poisson algebras

Antoine Caradot, Cuipo Jiang, Zongzhu Lin

In this paper, we define differential graded vertex operator algebras and the algebraic structures on the associated Zhu algebras and -algebras. We also introduce the correspo…

math.QA2022★ 1 cited

Cohomological varieties associated to vertex operator algebras

Antoine Caradot, Cuipo Jiang, Zongzhu Lin

Given a vertex operator algebra V , one can attach a graded Poisson algebra called the C2-algebra R(V). The associate Poisson scheme provides an important invariant for V and has b…