论文标题
精制拓扑顶点和平面图
Refined topological vertex with ON-planes
论文作者
论文摘要
我们通过引入与平面上的反射相关的新顶点，为5个大脑系统提出了精致的拓扑顶点形式主义，并提出了在平面内的式形式，这引起了新的顶点和边缘因素。我们针对各种5D $ \ MATHCAL {n} = 1 $量学理论测试我们的建议，可以将其实现为带有单元内的5个大国网，其中包括$ d $ type Quiver Theiores。特别是，我们在Chern-Simons 9级的圆圈以及5D SU（3）理论上计算了6D电子弦理论的精制分区函数，可以将其实现为具有两个平面图的5-Brane网络。我们的结果完全与已知结果一致。
We propose refined topological vertex formalism for 5-brane systems with ON-planes by introducing a new vertex associated with reflection over an ON-plane, which gives rise to new vertex and edge factors. We test our proposal against various 5d $\mathcal{N}=1$ gauge theories which can be realized as 5-brane webs with ON-planes, which include $D$-type quiver theories. In particular, we compute the refined partition functions for 6d E-string theory on a circle as well as 5d SU(3) theory at the Chern-Simons level 9, which can be realized as 5-brane webs with two ON-planes. Our results completely agree with the known results.
