论文标题
$（g，χ_ϕ）$ - 非局部顶点代数
$(G,χ_ϕ)$-equivariant $ϕ$-coordinated quasi modules for nonlocal vertex algebras
论文作者
论文摘要
在本文中，我们研究了$（g，χ_D）$ - 非局部顶点代数的$ norianiant $ ϕ $ - 协调的准模块。在主要结果中，我们建立了几个概念上的结果，包括通用的换向器公式和弱量子顶点代数的一般结构及其$（g，χ_ϕ）$ - epoivariant $ ϕ $ coasi-coy-coordined quasi模块。作为一个应用程序，我们还通过使用Lepowsky在扭曲的顶点操作员上的工作来构建（Equivariant）$ ϕ $协调的准顶点代数模块。
In this paper, we study $(G,χ_ϕ)$-equivariant $ϕ$-coordinated quasi modules for nonlocal vertex algebras. Among the main results, we establish several conceptual results, including a generalized commutator formula and a general construction of weak quantum vertex algebras and their $(G,χ_ϕ)$-equivariant $ϕ$-coordinated quasi modules. As an application, we also construct (equivariant) $ϕ$-coordinated quasi modules for lattice vertex algebras by using Lepowsky's work on twisted vertex operators.
