Stealth black hole perturbations in kinetic gravity braiding
arXiv:2007.06006 · doi:10.1063/5.0048929
Abstract
We study stealth black hole perturbations in shift symmetric kinetic gravity braiding and obtain its analogous Regge-Wheeler and Zerilli master equations for the odd and even parity sectors. We show that the nontrivial hair of static and spherically symmetric stealth black holes contributes only an additional source term to the even parity master equation. Furthermore, we derive exact solutions to the monopolar and dipolar perturbations and show that they are generally pathological non-gauge modes, or else reduce to the pure-gauge low-order multipoles of general relativity.
30 pages, v4: discussion improved, references added, to appear at JMP
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- Thermal stability of stealth and de Sitter spacetimes in scalar-tensor gravity
- Black hole ringdown from physically sensible initial value problem in higher-order scalar-tensor theories
- To stealth or not to stealth: Thermodynamics of stealth black holes