论文标题
在三维大型$ n $ vector理论的关键点建造批量
Constructing the bulk at the critical point of three-dimensional large $N$ vector theories
论文作者
论文摘要
在$ ads_ {4}/cft_ {3} $之间的较高旋转字段和矢量理论之间的对应关系，我们使用基于建设性的双向磁场的方法来证明，在相互作用的矢量理论的$ ir $ primate the Post and the the pover in the of $δ= 1 $（$δ= 0 $ = 0 $ = 1 $ = 0 $ = 1 = 0 $ nitive）中的关键点克莱恩 - 戈登高旋量哈密顿人。通过从边界双焦点的简单方式获得批量变量和较高的自旋场，这是通过先前针对$ uv $ critical critical得出的变量（在动量空间中）以及字段重新定义而获得的。
In the context of the $AdS_{4}/CFT_{3}$ correspondence between higher spin fields and vector theories, we use the constructive bilocal fields based approach to this correspondence, to demonstrate, at the $IR$ critical point of the interacting vector theory and directly in the bulk, the removal of the $Δ=1$ ($s=0$) state from the higher spins field spectrum, and to exhibit simple Klein-Gordon higher spin Hamiltonians. The bulk variables and higher spin fields are obtained in a simple manner from boundary bilocals, by the change of variables previously derived for the $UV$ critical point (in momentum space), together with a field redefinition.
