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1)  root lattice vertex algebras
根格顶点代数
2)  vertex algebra
顶点代数
1.
Vertex Operator Representations of 3-twisted Affine Lie Algebra (?)[θ] and Modules for Vertex Algebra;
3-twisted仿射李代数(?)[θ]的顶点算子表示和顶点代数模
2.
In this paper,a vertex algebra associated to a over field of prime characteristic is presented.
根据素特征域P的特点,利用一个有单位元的结合代数A,在限定的条件下给出了一个代数结构,证明了其满足顶点代数的定义,从而构造了一个新的顶点代数。
3.
In this article,we give out that the homomorphism between vertex algebras can uniquely induce the homomorphism between local vertex Lie algebras which are constructed from the vertex algebra.
进一步讨论局部顶点李代数同态与顶点代数同态之间的关系。
3)  The modules of Vertex algebra
顶点代数模
4)  vertex Lie algebra
顶点李代数
1.
In this article,we give some more results on local vertex Poisson differential algebras and explain explicitly that vertex Lie algebra is a especial case of local vertex Lie algebra.
根据局部顶点李代数的同态,可惟一地诱导出由它们分别构造所得的顶点代数之间同态的理论。
5)  vertex Poisson algebra
顶点Poisson代数
6)  local vertex Lie algebra
局部顶点李代数
1.
In this article,we give out that the homomorphism between vertex algebras can uniquely induce the homomorphism between local vertex Lie algebras which are constructed from the vertex algebra.
进一步讨论局部顶点李代数同态与顶点代数同态之间的关系。
2.
The important relationship between local vertex Lie algebra and vertex algebra is stated so that we could construct a vertex algebra from local vertex Lie algebra.
局部顶点李代数是一个新的代数结构,它和顶点代数有密切关系。
3.
In this article,we give some more results on local vertex Poisson differential algebras and explain explicitly that vertex Lie algebra is a especial case of local vertex Lie algebra.
根据局部顶点李代数的同态,可惟一地诱导出由它们分别构造所得的顶点代数之间同态的理论。
补充资料:根格
1.排斥。
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