Titlebook: Mathematical and Quantum Aspects of Relativity and Cosmology; Proceedings of the S Spiros Cotsakis,Gary W. Gibbons Conference proceedings 2

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书目名称Mathematical and Quantum Aspects of Relativity and Cosmology影响因子(影响力)




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0075-8450 his book is written in a pedagogical style intelligible for graduate students. It reviews recent progress in black-hole and wormhole theory and in mathematical cosmology within the framework of Einstein‘s field equations and beyond, including quantum effects. This collection of essays, written by le

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Conference proceedings 2000thematical cosmology within the framework of Einstein‘s field equations and beyond, including quantum effects. This collection of essays, written by leading scientists of long standing reputation, should become an indispensable source for future research.

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Global Wave Maps on Curved Space Times,usual wave equations for scalar functions on (., .). They are the counterpart in hyperbolic signature of the harmonic mappings between properly riemannian manifolds..The wave map equations are an interesting model of geometric origin for the mathematician, in local coordinates they look like a quasi

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Generalized Bowen-York Initial Data,n and York. These expressions play a role for the momentum constraint of General Relativity which is analogous to the role played by the Coulomb solution for the Gau-law constraint of electromagnetism.

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,The Reduced Hamiltonian of General Relativity and the σ-Constant of Conformal Geometry,compact spacelike hypersurfaces . that satisfy certain topological restrictions, we introduce a . reduced Hamiltonian system . where the reduced Hamiltonian is given by .. For compact connected oriented 3-manifolds of Yamabe type -1, we establish the following properties for this reduced system:.If