论文标题
拉蒙德部门的超培根值模型中的相关器
Correlators in the supereigenvalue model in the Ramond sector
论文作者
论文摘要
我们研究了拉姆蒙德部门的supereigenvalue模型。我们证明，可以通过对带有给定运算符的指数的基本功能作用来获得其分区函数。提出了此supereigenvalue模型的Virasoro约束。这些骨骼约束操作员的非凡特性是他们遵守Witt代数和Null 3-Elgebra。相关因子的紧凑表达可以从这些Virasoro约束中得出。
We investigate the supereigenvalue model in the Ramond sector. We prove that its partition function can be obtained by acting on elementary functions with exponents of the given operators. The Virasoro constraints for this supereigenvalue model are presented. The remarkable property of these bosonic constraint operators is that they obey the Witt algebra and null 3-algebra. The compact expression of correlators can be derived from these Virasoro constraints.
