论文标题
纪怪物，晶格仪理论和分布
Quivers, Lattice Gauge Theories and Fractons
论文作者
论文摘要
我们认为，具有$ su（n）$量规组的Quiver仪表理论产生了晶格量规的理论，具有具有分形属性的物质，而晶格本身就是Quiver本身。这个想法扩展了Razamat的最新建议。这类理论展示了$ \ mathbb {z} _n $ 1形式的全局对称性，可用于对其相分类。该过渡的顺序参数是威尔逊环路的期望值，威尔逊环路的期望值与基础箭量仪表理论中的中间运算符相对应。我们讨论这种观点如何自然地符合更高维理论的解构。
We argue that quiver gauge theories with $SU(N)$ gauge groups give rise to lattice gauge theories with matter possessing fractonic properties, where the lattice is the quiver itself. This idea extends a recent proposal by Razamat. This class of theories exhibit a $\mathbb{Z}_N$ 1-form global symmetry that can be used to classify their phases. The order parameter of this transition is the expectation value of Wilson loops, which correspond to mesonic operators in the underlying quiver gauge theory. We discuss how this perspective naturally fits with the deconstruction of a higher dimensional theory.
