论文标题
手性循环量子超级强度和黑洞熵
Chiral loop quantum supergravity and black hole entropy
论文作者
论文摘要
最近的工作表明，在$ \ Mathcal {n} $中的时空边界上的局部超对称性 - 手性变量中的扩展广告超级对称意味着与边界$ \ MATHRM {osp}（\ Mathcal {\ Mathcal {n} | 2）我们提出了一种计算边界的熵$ s $的方法，在Loop量子重力的超对称版本中，对于最小情况$ \ MATHCAL {N} = 1 $。我们计算$ \ mathrm {uosp}（1 | 2）的量子状态空间的尺寸（1 | 2）$用穿刺的超级Chern-Simons理论，并分析地表面固定的量子超级面积，到$ \ MATHRM {osp}（osp}（osp}（1 | 2）_ {\ Mathbb {\ Mathbb {c c}} $。我们发现大面积的$ s = a_h/4 $，并确定转向校正。
Recent work has shown that local supersymmetry on a spacetime boundary in $\mathcal{N}$-extended AdS supergravity in chiral variables implies coupling to a boundary $\mathrm{OSp}(\mathcal{N}|2)_{\mathbb{C}}$ super Chern-Simons theory. We propose a way to calculate the entropy $S$ for the boundary, in the supersymmetric version of loop quantum gravity, for the minimal case $\mathcal{N}=1$. We calculate the dimensions of the quantum state spaces of $\mathrm{UOSp}(1|2)$ super Chern-Simons theory with punctures, and analytically continue, for fixed quantum super area of the surface, to $\mathrm{OSp}(1|2)_{\mathbb{C}}$. We find $S = a_H/4$ for large areas and determine the subleading correction.
