Off-Shell Duality Invariance of Schwarzschild Perturbation Theory

Adam R. Solomon
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Abstract

We explore the duality invariance of the Maxwell and linearized Einstein–Hilbert actions on a non-rotating black hole background. On-shell, these symmetries are electric–magnetic duality and Chandrasekhar duality, respectively. Off-shell, they lead to conserved quantities; we demonstrate that one of the consequences of these conservation laws is that even- and odd-parity metric perturbations have equal Love numbers. Along the way, we derive an action principle for the Fackerell–Ipser equation and Teukolsky–Starobinsky identities in electromagnetism.
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史瓦西摄动理论的离壳对偶不变性
我们探讨了在非旋转黑洞背景下麦克斯韦和线性化的爱因斯坦-希尔伯特作用的对偶不变性。在壳层上,这些对称性分别是电磁对偶和钱德拉塞卡对偶。在壳层外,它们导致守恒量;我们证明了这些守恒定律的一个结果是偶宇称和奇宇称度量扰动具有相等的Love数。在此过程中,我们推导了电磁学中Fackerell-Ipser方程和Teukolsky-Starobinsky恒等式的作用原理。
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