A new entropy formula with logarithmic correction for Hayward black holes yields bounds on the mass of the black hole formed by merging two equal-mass Hayward black holes via the second law.
Kiefer, arXiv:2302.13047v1 [gr-qc]
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UNVERDICTED 4representative citing papers
Rényi entropy in 5D Gauss-Bonnet AdS gravity yields merger mass bounds for equal-mass black holes that are weaker than GR at low Rényi order and stronger at high order.
SV-regularized AdS black holes show parameter-dependent phase transitions and non-monotonic post-merger mass bounds that rise then fall sharply.
Noncommutative deformations (θ, η) of phase space induce entanglement in bipartite Gaussian states of a 2D harmonic oscillator, with a gedankenexperiment outlined to detect this via photocurrent measurements as a quantum gravity signature.
citing papers explorer
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Revisiting Thermodynamics of the Hayward Black Holes and Exploring Binary Merger Bounds
A new entropy formula with logarithmic correction for Hayward black holes yields bounds on the mass of the black hole formed by merging two equal-mass Hayward black holes via the second law.
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R\'enyi Law Constraints on Gau{\ss}-Bonnet Black Hole Merger
Rényi entropy in 5D Gauss-Bonnet AdS gravity yields merger mass bounds for equal-mass black holes that are weaker than GR at low Rényi order and stronger at high order.
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Simpson-Visser-AdS Black Holes: Thermodynamics and Binary Merger
SV-regularized AdS black holes show parameter-dependent phase transitions and non-monotonic post-merger mass bounds that rise then fall sharply.
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On the entanglement induced by the deformation of phase-space
Noncommutative deformations (θ, η) of phase space induce entanglement in bipartite Gaussian states of a 2D harmonic oscillator, with a gedankenexperiment outlined to detect this via photocurrent measurements as a quantum gravity signature.