论文标题
有关GMG扭曲ADS3的边界条件的更多信息
More on Boundary Conditions for Warped AdS3 in GMG
论文作者
论文摘要
在本文中，我们研究了卷式大规模重力（GMG）框架，研究了Aggrawal，Ciambelli，Detournay和Somerhausen（ACDS）边界条件[42] Ref [42]。我们构建相位空间，渐近结构和渐近对称代数。我们知道，全球表面电荷是有限的，但不可集成，我们也发现使它们可以整合的条件。此外，为了确认相位空间具有与扭曲的共形场理论（WCFT）相同的对称性，我们将扭曲的BTZ（WBTZ）黑洞的大量熵与属于WCFT的状态进行了比较。
In this paper, we study the Aggrawal, Ciambelli, Detournay, and Somerhausen (ACDS) boundary conditions ref[42] for Warped AdS$_3$ (WAdS$_3$) in the framework of General Massive Gravity (GMG) in the quadratic ensemble. We construct the phase space, the asymptotic structure, and the asymptotic symmetry algebra. We know that the global surface charges are finite, but not integrable, and also we find the conditions to make them integrable. In addition, to confirm that the phase space has the same symmetry as that of Warped Conformal Field Theory (WCFT), we compare the bulk entropy of Warped BTZ (WBTZ) black holes with the number of states belonging to a WCFT.
