Topics in Quantum Gravity and Quantum Field Theory in Curved Spacetime

Mathematics – Metric Geometry

Scientific paper

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Electrovac, Vacuum

Scientific paper

A rigorous Lorentzian Hamiltonian quantum theory for spherically symmetric electrovac geometries that are asymptotically anti-deSitter is developed. The thermodynamics of this theory is then studied. The thermodynamical stability of Einstein gravity when modified by couplings to a one parameter family of five-dimensional Lovelock theories is also considered. Next, a minisuperspace formalism is used to describe a spherically symmetric geometry with a shell of dust. The reduced Hamiltonian for the minisuperspace is then related by a time reparameterization to a simpler (and known) form, for which a quantization is described. Finally, the consequences of certain regularity criteria for preferred vacua in flat and curved spacetimes are investigated. In particular, the consequences of requiring that the vacuum state describe data obtainable by evolution of regular data from the remote past are examined.

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