论文标题
广告空间的双重费用和黑洞力学的第一定律
Dual Charges for AdS Spacetimes and the First Law of Black Hole Mechanics
论文作者
论文摘要
我们将最近在渐近平面的双重电荷推导到渐近的局部广告空间。与平面案例中的结果相反，在ADS情况下，双重电荷贡献在领先顺序上消失。但是，通过关注Taub-nut-Ads解决方案，我们表明，更普遍地，双电荷是非散热的，并且与螺母参数相对应。在存在螺母电荷的情况下，我们提出了一个复杂的黑色力学第一定律，该定律灵感来自使用汉密尔顿方法得出的电荷的自然复杂性质。
We apply the recent derivations of dual charges in asymptotically flat spacetimes to asymptotically locally AdS spacetimes. In contrast to the results in the flat case, in the AdS case with a Dirichlet boundary the dual charge contribution vanishes at the leading order. However, by focusing on the Taub-NUT-AdS solution, we show that nevertheless, more generally, the dual charge is non-vanishing and corresponds to the NUT parameter. We propose a complex first law of black mechanics in the presence of NUT charges that is inspired by the naturally complex nature of the charges derived using Hamiltonian methods.
