论文标题
混合网络演算
Mixed network calculus
论文作者
论文摘要
我们展示了如何结合以前工作中引入的希格斯的拓扑顶点，并与常规的精制拓扑顶点结合。我们证明，扩展的形式主义描述了非常普遍的相互作用的D5-NS5-D3 Brane系统。特别是，我们引入了与NS5和D5 Branes交叉点相对应的不同类型的Fock表示之间的ding-iohara-Miki代数的新型类型的交织运算符。作为副产品，我们获得了汉纳尼 - 工资式棕褐色创造效应的代数描述，提供了有效的配方，以计算3D n = 2和n = 4颤抖的理论中的brane因子，并演示了3D s-偶像在我们的设置中如何出现。
We show how to combine higgsed topological vertices introduced in our previous work with conventional refined topological vertices. We demonstrate that the extended formalism describes very general interacting D5-NS5-D3 brane systems. In particular, we introduce new types of intertwining operators of Ding-Iohara-Miki algebra between different types of Fock representations corresponding to the crossings of NS5 and D5 branes. As a byproduct we obtain an algebraic description of the Hanany-Witten brane creation effect, give an efficient recipe to compute the brane factors in 3d N=2 and N=4 quiver gauge theories and demonstrate how 3d S-duality appears in our setup.
