论文标题
解构{\“ u} nsal-yaffe重新申请
Deconstructing {\" U}nsal-Yaffe Reconfinement
论文作者
论文摘要
在晶格上的UY重新固定阶段中，热痕迹的状态与所有$ su（n）/z（n）$不可减至表示形式的变化相反，而不是标准配方中的$ su（n）$ singlets。作为$ n \ to \ infty $，在有限的晶格上，通常的希尔伯特空间变成了变形的$。人们对扩展的大型$ N $ Eguchi-kawai减少提案的担忧提出了。
In the UY reconfined phase on a lattice the thermal trace is over states transforming in all $SU(N)/Z(N)$ irreducible representations as opposed to only over $SU(N)$ singlets in the standard formulation. As $N\to\infty$, on a finite lattice, the usual Hilbert space becomes orthogonal to the deformed one. Concerns about the extended UY proposal for large $N$ Eguchi-Kawai reduction are raised.
