The existence of regular partially future asymptotically predictable space‐times

Keywords

Cosmic censorship hypothesis, Space (punctuation), Gravitational singularity, Class (philosophy), Mathematics

References

• Towards the proof of the cosmic censorship hypothesisA. Królak — 1986
• Globally noncausal space-times. II. Naked singularities and curvature conditionsChris Clarke, F. de Felice — 1984
• Cosmic censorship and curvature growthRichard P. A. C. Newman — 1983

Cited by

• 3 Black HolesPiotr T. Chruściel — 2002
• Black holes and closed trapped surfaces: a revision of a classic theoremClarissa–Marie Claudel — 2000
• Regularity of Horizons and the Area TheoremPiotr T. Chruściel, Erwann Delay, Gregory J. Galloway — 2000
• Black holesPiotr T. Chruściel — 2002
• The Area TheoremPiotr T. Chruściel, Erwann Delay, Gregory J. Galloway — 2000
• The Area TheoremG. Galloway, R. Howard — 2008

Related papers

• Classical and quantum models of strong cosmic censorshipVincent Moncrief — 1983
• The global existence problem and cosmic censorship in general relativityVincent Moncrief, Douglas M. Eardley — 1981
• Gravitational Collapse and Cosmic CensorshipRobert M. Wald — 1997
• Spacetime Singularities and Cosmic CensorshipPankaj S. Joshi — 2010
• A geometric theory of shell singularitiesMarcus Kriele, Giselle Lim, S. M. Scott — 1994
• Cosmic CensorshipJohn Earman — 1992