A semilocal holographic minimal model

Chi-Ming Chang Jefferson Physical Laboratory, Harvard University, Cambridge, Massachusetts 02138, USA Xi Yin Jefferson Physical Laboratory, Harvard University, Cambridge, Massachusetts 02138, USA

arXiv subject: High Energy Physics - Theory (hep-th) mathscidoc:2207.74001

Physical Review D, 88, (106002), 2013.11
We present a conjecture on the complete spectrum of single-trace operators in the infinite N limit of W_N minimal model and evidence for the conjecture. We further propose that the holographic dual of W_N minimal model in the ’t Hooft limit is an unusual “semilocal” higher spin gauge theory on AdS_3×S^1. At each point on the S^1 lives a copy of three-dimensional Vasiliev theory, that contains an infinite tower of higher spin gauge fields coupled to a single massive complex scalar propagating in AdS_3. The Vasiliev theories at different points on the S^1 are correlated only through the AdS_3 boundary conditions on the massive scalars. All but one single tower of higher spin symmetries are broken by the boundary conditions.
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  title={A semilocal holographic minimal model},
  author={Chi-Ming Chang, and Xi Yin},
  booktitle={Physical Review D},
Chi-Ming Chang, and Xi Yin. A semilocal holographic minimal model. 2013. Vol. 88. In Physical Review D. http://archive.ymsc.tsinghua.edu.cn/pacm_paperurl/20220702132718444427496.
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