The theory has evolved to describe the relationship between finite groups, modular forms and vertex operator algebras.

理论已经逐步形成描述在有限群，标准化的形式和顶点算符代数之间的关系。

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In this paper, some properties of semisimple generalized vertex algebras (resp. semisimple generalized vertex operator algebras), for example the decompositions of these algebras;

讨论了半单广义顶点代数（相应地半单广义顶点算子代数）的若干性质，例如：这些代数的分解；

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