Representations of the Orbifold VOAS L(sl2)over-cap (k, 0)(K) and the Commutant VOAS C-L(som)over-cap(1,C-0)circle times 3(L(som)over-cap (3,0))
Representations of the Orbifold VOAS L(sl2)over-cap (k, 0)(K) and the Commutant VOAS C-L(som)over-cap(1,C-0)circle times 3(L(som)over-cap (3,0))
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Orbifold VOAS L(sl2)over-cap (k, 0)(K) 和 Commutant VOAS C-L(som)over-cap(1,C-0)circle 乘以 3(L(som)over-cap (
DOI：
10.1007/s40840-020-00958-z
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发表时间：
2021
影响因子：
1.2
通讯作者：
Wang Bing
中科院分区：
文献类型：
--
作者：
Jiang Cuipo;Wang Bing
对于Klein群和，我们研究了它们的轨道顶点算子代数和交换顶点算子代数的表示，其中交换顶点算子代数可以实现为轨道顶点算子子代数或其扩张.对和的所有不可约模进行了分类并明确地构造了它们.
For the Klein group,and, we study the representations of the orbifold vertex operator algebraand the commutant vertex operator algebra ofinwhich can be realized as the orbifold vertex operator subalgebraor its extension. All the irreducible modules forandare classified and constructed explicitly.