论文标题
关于5D分区功能的注释-II
Notes on 5d Partition Functions -- II
论文作者
论文摘要
我们研究了具有基本问题的5D超对称仪表理论的分区功能的较大$ n $限制。根据问题的内容，我们发现领先顺序的缩放行为可以是$ n^2 $或$ n^{\ frac {3} {2}} $。后者的缩放提醒了具有M理论双重的3D理论之一，我们讨论了如何从与2D表面上5D SCFTS紧凑相关的最近提出的3D理论中提取这种行为。
We study the large $N$ limit of partition functions for 5d supersymmetric gauge theories with fundamental matter. Depending on the matter content, we find that the scaling behaviour at the leading order can be either $N^2$ or $N^{\frac{3}{2}}$. The latter scaling reminds one of the 3d theories with M-theory duals and we discuss how to extract this behaviour from the recently proposed 3d theories associated with the compactification of 5d SCFTs on 2d surfaces.
