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Quantum Fields in Curved Space N. D. Birrell, P. C. W. Davies
Publisher: Cambridge University Press

Since there is no complete quantum theory of gravity, they used an already well-accepted approach, called quantum field theory in curved space time(QUIETS). According to modern 'quantum field theory' apparently empty space is not really empty at all, but is teeming with pairs of 'virtual' particles that come in and out of existence continuously. Http://rapidshare.de/files/23029414/DeWitt._Quantum_field_theory_in_curved_spacetime__PR19__1975__T__63s__4AH.rar 0.76 MB. The fancy new piece of machinery (by then an old hat for string theorists and a really old hat for relativists) was the spin connection which allows us to connect the flat-space formalism for spinors to curved spaces. An interesting approach to the black hole information paradox is contained in a recent preprint: "Black holes Conserve Information in Curved-Space Quantum Field Theory", by Christoph Adami and Greg L. Quantum Fields in Curved Space book download Download Quantum Fields in Curved Space Amazon.com: Quantum Field Theory in Curved Spacetime: Quantized. Quantum Einstein Gravity (QEG) is the generic name for any quantum field theory of gravity that (regardless of its bare action) takes the spacetime metric as the dynamical field variable and whose symmetry is given by diffeomorphism invariance. Quantum field theory in curved space time. One member of a virtual-particle pair will In this theory there is no 'gravitons' or undiscovered particles, objects just free-fall (gravity) towards the greatest mass because it has the slowest rate that time flows and the greatest curvature of spacetime. Peter: Have you by any chance read this paper by Robert Wald “The Formulation of Quantum Field Theory in Curved Spacetime.” http://arxiv.org/abs/0907.0416 ? For more information about the spin connection in the language of quantum field theory, Bertlemann's “Anomalies in Quantum Field Theory” seems very comprehensive. First to show how to place fermion fields in the bulk. Al., 2009), and the square of the Weyl curvature tensor (Benedetti et. This has been extended further by taking into account polynomials of the scalar curvature \(R\) (so-called \(f(R)\)-truncations) (Codello et. Quantum Field Theory in Curved Space Tim.