论文标题
反DE保姆的能量在奇数二维曲率重力中黑孔
Energy of anti-de Sitter black holes in odd-dimensional Quadratic Curvature Gravity
论文作者
论文摘要
我们为带有曲率方项的通用重力理论的抗DE保姆（ADS）扇区中黑洞溶液的能量提供了新的公式。这是通过添加外在类型（\ emph {kounterms}）的反对作用来实现的，该外部类型会产生总动作的有限变化。该过程与二次曲率重力（QCG）理论框架内的渐近广告空间中的边界条件兼容。因此，在不诉诸背景刺激或线性化方法的情况下，保守的电荷正确地重现了QCG中静态黑洞的能量。
We provide new formulas for the energy of black hole solutions in the anti-de Sitter (AdS) sector of a generic gravity theory with curvature-squared terms. This is achieved by the addition of counterterms of the extrinsic type (\emph{Kounterterms}) which produces a finite variation of the total action. The procedure is compatible with the boundary conditions in asymptotically AdS spaces within the framework of Quadratic Curvature Gravity (QCG) theory. As a consequence, without resorting to background-substraction, or linearized methods, the conserved charges correctly reproduce the energy of static black holes in QCG.
