Filters: Author is Kay, Bernard S. [Clear All Filters]
Instability of Enclosed Horizons. Journal of General Relativity and Gravitation.. In Press.
Brick walls and AdS/CFT. Journal of General Relativity and Gravitation . 2014. 2014.
On the origin of thermality. arXiv.. 2012.
Pre-Holography. Physical Review D (Rapid Communications). D77:121501(R)1-5.. 2008.
Quantum Field Theory in Curved Spacetime. Elsevier Encyclopedia of Mathematical Physics. :202-212.. 2006.
The energy of unit vector fields on the 3-sphere. J. Geom. Phys. 37:137-155.. 2001.
Application of linear hyperbolic PDE to linear quantum fields in curved spacetimes: especially black holes, time machines and a new semi-local vacuum concept. Journe's E'quations aux de'rive'es partielles. :IX-1toIX-1.. 2000.
Peripheral spectra of order-preserving normal operators. Bulletin LMS. 31:574-576.. 1999.
Decoherence of macroscopic closed systems within Newtonian quantum gravity. Class. Quant. Grav.. 15:L89-L98.. 1998.
The thermal and two particle stress - energy must be ill defined on the 2-D Misner space chronology horizon. Phys. Rev.. D57:1052-1056.. 1998.
Quantum field theory on space-times with a compactly generated Cauchy horizon. Commun. Math. Phys.. 183:533-556.. 1997.
Long range effects of cosmic string structure. Phys. Rev. D. D53:6829-6841.. 1996.
Quantum fields in curved space-time: nonglobal hyperbolicity and locality. Proc. Conf. Operator Algebras & Quan. Fld Thy. :578-588.. 1996.
Stress energy must be singular on the Misner space horizon even for automorphic fields. Class. Quant. Grav.. 13:L143-L149.. 1996.
Model Dependence of baryon decay enhancement by cosmic strings. Nuclear Physics B. 399:89-110.. 1993.
Sufficient conditions for quasifree states and an improved uniqueness theorem for quantum fields on space-time. J Math Phys. 34:4519-4539.. 1993.
Quantum Field Theory in Curved Spacetime. Proc 10th Int Cong Math Phys. :383-387.. 1992.
The Principle of Locality and Quantum Field Theory on (Non Globally Hyperbolic) Curved Spacetimes. Rev Math Phys (sp issue for. :167-195.. 1992.
Quantum Collapse of a Self-Gravitating Shell: Equivalence to Coulomb Scattering. Phys Rev D. 46:5439-5448.. 1992.
Department of Mathematics, University of York, Heslington, York, UK. YO10 5DD