论文标题
拓扑M理论的BTZ熵
BTZ entropy from topological M-theory
论文作者
论文摘要
通过确定拓扑M理论与Chern-Simons对根据SL（2，R）X SL（2，R）X SL（2，R）或SL（2，R）或SL（2，C）X SL（2，C）构建的量规场的关系，取决于时空曲率的迹象，我们表明，您表明，可以从topolition corcountial of Tobitolitions恢复到3二维的GREATITY的标准和外来动作。通过此结果，我们提供了Dijkgraaf等人对猜想的具体实现。指出拓扑M理论的分区函数等于相关理论中黑洞的分区函数。我们为3维重力的标准和外来BTZ黑洞做到这一点。
By determining the relation between topological M-theory and the Chern-Simons actions for a gauge field constructed from the Lie algebra of either SL(2,R)x SL(2,R) or SL(2,C)x SL(2,C), depending on the sign of the space-time curvature, we show that the standard and exotic actions of 3-dimensional gravity can be recovered from topological M-theory. With this result, we provide a concrete realisation of a conjecture by Dijkgraaf et al. stating that the partition function of topological M-theory is equivalent to the partition function of a black hole in a related theory. We do this for the standard and exotic BTZ black holes in 3-dimensional gravity.
