论文标题
Quantum K符号司法理论
Quantum K theory of symplectic Grassmannians
论文作者
论文摘要
在本文中，我们讨论了符号glassmanians的量子k理论环的物理推导。我们将与舒伯特周期的标准演讲进行比较，但是我们的大多数工作围绕着拟议的描述，其两个基础涉及涉及的Wilson Lines和Lambda_y类，这些阶层和Lambda_y类是由物理学动机和适合物理学的，我们也为普通的拉格曼尼人提供了。
In this paper we discuss physical derivations of the quantum K theory rings of symplectic Grassmannians. We compare to standard presentations in terms of Schubert cycles, but most of our work revolves around a proposed description in terms of two other bases, involving shifted Wilson lines and lambda_y classes, which are motivated by and amenable to physics, and which we also provide for ordinary Grassmannians.
