论文标题
一个超级弹簧网络
A network of hyperloops
论文作者
论文摘要
在本文中，我们完成了三维$ \ Mathcal {n} = 4 $ Chern-Simons-Matter理论的BPS Wilson循环空间的连接组件的探索。该算法将从超对称的威尔逊环开始，选择保留的增压，并在适当的表示中寻找由物质字段构建的BPS变形。使用此过程，我们发现了保留一个或两个增压的非符号BPS Wilson Loop的许多新的模量空间，它们是1/4和3/8 BPS操作员对称的子集。与先前在Arxiv：2012.07096，Arxiv：2206.07390和Arxiv：2210.03758中发现的那些，在这种形式主义下，总模量空间也关闭。
In this paper we complete the exploration of connected components of the space of BPS Wilson loops in three-dimensional $\mathcal{N}=4$ Chern-Simons-matter theory on $S^3$. The algorithm is to start with a supersymmetric Wilson loop, choose a preserved supercharge, and look for BPS deformations built out of the matter fields in the proper representations. Using this, we discover many new moduli spaces of nonconformal BPS Wilson loops preserving a single or two supercharges, which are subsets of the symmetries of the 1/4 and 3/8 BPS operators. Along with the those previously found in arXiv:2012.07096, arXiv:2206.07390 and arXiv:2210.03758, the total moduli spaces are closed under this formalism.
