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How do regular black holes evade the Penrose singularity theorem? Various models of stationary regular black holes globally satisfy the null convergence condition (NCC).
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F. S. N. Lobo, A. Simpson, and M. Visser, Dynamic thin-shell black-bounce traversable wormholes
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D. Marolf, Black Holes, AdS, and CFTs
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2021
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A. Simpson and M. Visser, The eye of the storm: a regular Kerr black hole
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A. Simpson and M. Visser, Astrophysically viable Kerr-like spacetime
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A. C. Wall, The Generalized Second Law implies a Quantum Singularity Theorem
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M. Visser, Physical observability of horizons
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J. M. M. Senovilla and D. Garfinkle, The 1965 Penrose singularity theorem
2015
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E. Curiel, A Primer on Energy Conditions
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R. Carballo-Rubio, F. Di Filippo, S. Liberati, and M. Visser, Mass Inflation without Cauchy Horizons
2024
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T. McMaken and A. J. S. Hamilton, Hawking radiation inside a rotating black hole
2024
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T. McMaken, Backreaction from quantum fluxes at the Kerr inner horizon
2024
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R. Balbinot and A. Fabbri, The Unruh Vacuum and the “In-Vacuum” in Reissner-Nordström Spacetime †
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F. Di Filippo, S. Liberati, and M. Visser, Fully extremal black holes: A black hole graveyard?
2024
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N. Afshordi et al., Black Holes Inside and Out 2024: visions for the future of black hole physics · 2024
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M. Visser, Black holes, Cauchy horizons, and mass inflation
2024
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