论文标题
扭曲的CFT的近乎超级限制
Near-Extremal Limits of Warped CFTs
论文作者
论文摘要
扭曲的保形场理论（WCFTS）是二维非忠实系统，具有手性缩放和移位对称性。我们提出了其圆环分区功能的近超限制的详细推导。该极限需要大量的中央电荷值，并且仅对于非单身WCFT是一致的。我们将我们的分析与以前关于WCFT的研究及其与一维扭曲的schwarzian理论的关系进行了比较。我们讨论了扭曲的CFT的不同集合，并将结果与二维CFT中的类似限制进行了对比。
Warped conformal field theories (WCFTs) are two-dimensional non-relativistic systems, with a chiral scaling and shift symmetry. We present a detailed derivation of the near-extremal limit for their torus partition function. This limit requires large values of the central charge, and is only consistent for non-unitary WCFT. We compare our analysis with previous studies of WCFT and its relation to a one-dimensional warped-Schwarzian theory. We discuss different ensembles of warped CFTs and contrast our results with analogous limits in two-dimensional CFTs.
