论文标题
弦理论中CY 3倍分区函数的概括的问题
A question on generalization of partition functions of CY 3-folds in String Theory
论文作者
论文摘要
这是一篇关于拓扑字符串分区功能的ExpoSitoray文章，该文章促进了由顶点操作员痕迹定义的开放式Gromov-witten Cy 3倍理论的分区函数的扩展。我们还简要介绍了它们与地表上的希尔伯特方案理论的联系。具体来说;我们将无限的许多Cassimir操作员应用于扭曲的顶点操作员计算振幅。在数学和物理文献中，已经对有限数量的曲折案例进行了很好的讨论。
This is an expositoray article on the topological string partition function promoting an extension of the partition function of open Gromov-Witten theory of CY 3-folds defined by the trace of vertex operators. We also give a brief survey of their connection to the theory of Hilbert scheme of points on surface. Specifically; we apply infinitely many Cassimir operators twisted to the vertex operator computing the amplitude. The case of finite number of twists has been well discussed in the mathematics and Physics literature.
