论文标题
带模量的极端黑洞的衍生校正
Derivative Corrections to Extremal Black Holes with Moduli
论文作者
论文摘要
由于高衍生的操作员，我们为领先的质量，熵和远程自力校正提供了公式。这些公式适用于具有任意耦合到量规场和模量的黑洞，但前阶溶液是静态的，球形对称的，极端的，并且具有非零的地平线面积。要使用这些公式，必须知道前阶黑洞溶液和更高衍生的有效作用，但是无需求解衍生化的校正运动方程。我们证明，质量，熵和自力校正涉及模量空间中任何给定点的高衍生耦合的线性独立的组合，并就它们与各种Swampland猜想的关系发表评论。
We derive formulas for the leading mass, entropy, and long-range self-force corrections to extremal black holes due to higher-derivative operators. These formulas hold for black holes with arbitrary couplings to gauge fields and moduli, provided that the leading-order solutions are static, spherically-symmetric, extremal, and have nonzero horizon area. To use these formulas, both the leading-order black hole solution and the higher-derivative effective action must be known, but there is no need to solve the derivative-corrected equations of motion. We demonstrate that the mass, entropy and self-force corrections involve linearly-independent combinations of the higher-derivative couplings at any given point in the moduli space, and comment on their relations to various swampland conjectures.
