论文标题
用CFT在广告中解决SDC
Tackling the SDC in AdS with CFTs
论文作者
论文摘要
我们通过ADS $ {} _ 5 $背景来研究超对称理论的Swampland距离猜想，并通过其$ \ MATHCAL {N} = 2 $ SCFT全息二元组来固定半径。由Maldacena-Zhiboedov定理，在大量的无限距离点附近，必须存在一个散装中的无数质量高旋转场塔，我们在保形数据方面发现了衰减率的界限。我们讨论了该塔在重力方面的起源，以了解$ S^5 $及其Orbifolds上的IIB型紧凑型，并对更多的一般情况发表评论。
We study the Swampland Distance Conjecture for supersymmetric theories with AdS${}_5$ backgrounds and fixed radius through their $\mathcal{N}=2$ SCFT holographic duals. By the Maldacena-Zhiboedov theorem, around a large class of infinite-distance points there must exist a tower of exponentially massless higher-spin fields in the bulk, for which we find bounds on the decay rate in terms of the conformal data. We discuss the origin of this tower in the gravity side for type IIB compactification on $S^5$ and its orbifolds, and comment about more general cases.
