论文标题
量子和较高的曲率校正抗DE固定器黑洞
Quantum and higher curvature corrections to the anti-de Sitter black hole
论文作者
论文摘要
黑洞施加来自非局部重力校正的量子压力。我们研究了对抗DE保姆（ADS）时空中黑洞的非局部校正及其双重边界场理论。我们表明，二阶曲率和非局部作用不会在广告黑洞度量标准上进行反应。因此，量子压力的解释在广告黑洞的整体中保持，从而推广了渐近平坦黑洞的先前结果。然后，我们表明，领先的几何校正来自曲率的三阶，并明确计算到公制和地平线的校正。对于ADS/CFT的应用，我们猜想了一个非本地的长臂猿边界项，以及必要的计数器条款，以取消大量动作的紫外线差异。然后，我们计算大容量中的热力学量并讨论其特性。
Black holes exert quantum pressure coming from the nonlocal gravity correction. We investigate this nonlocal correction for black holes in anti-de Sitter (AdS) spacetime and its dual boundary field theory. We show that the second order curvature and the nonlocal actions do not backreact on the AdS black hole metric. Thus, the interpretation of quantum pressure holds in the bulk for AdS black hole, generalizing the previous result for the asymptotically flat black hole. We then show that the leading geometric correction comes from the third order in curvature and explicitly calculate the corrections to the metric and to the horizon. For applications to AdS/CFT, we conjectured a nonlocal Gibbons-Hawking-York boundary term along with the necessary counter terms to cancel the ultraviolet divergence of the bulk action. We then calculate the thermodynamic quantities in the bulk and discuss their properties.
