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Classical & Quantum Gravity: Theory, Analysis & Applications de Vincent R Frignanni

Classical & Quantum Gravity: Theory, Analysis & Applications

Editat de Vincent R Frignanni
en Limba Engleză Hardback – 23 mai 2012
Classical and quantum gravity covers all aspects of gravitational physics and the theory of spacetime. This new book presents topical research in the study of classical and quantum gravity, including the weak field limit of fourth order gravity; the problem of time in quantum gravity; quantum correction and entropy spectrum in different gravity; quantum instability for charged particles on charged Nariai Black Holes and the equivalence of the generalised tetra formalism with the theory of general relativity.
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Specificații

ISBN-13: 9781611229578
ISBN-10: 161122957X
Pagini: 668
Ilustrații: illustrations
Dimensiuni: 152 x 229 x 45 mm
Greutate: 1.62 kg
Ediția:New.
Editura: Nova Science Publishers Inc
Colecția Nova Science Publishers, Inc (US)
Locul publicării:United States

Cuprins

Preface; Biotic Dynamics of Galactic Distribution, Gravitational Waves, & Quantum Processes: A Causal Theory of Cosmological Evolution; The Weak Field Limit of Fourth Order Gravity; Limit of Universality of Entropy-Area Law for Multi-Horizon Spacetimes; The Problem of Time in Quantum Gravity; Closed Timelike Curves & Causality Violation; Light Deflection by Exact Plane Waves in Einstein Theory; Quantum Instability for Charged Particles on Charged Nariai Black Hole Manifold: Exact 4D Results for Black Hole Discharge Phenomenon; The Equivalence of the Generalized Tetrad Formalism with the Theory of General Relativity; Phase-Space of Flat FRW Models with Both a Scalar Field Coupled to Matter & Radiation; Possible Generalizations within Braneworld Scenarios: Torsion Fields; Quantum Corrections & Entropy Spectrum in Different Gravity; On the Classical Charged Particles & their Electromagnetic Fields in Uniform Gravitational Field Environment; Rigid Quasilocal Frames, Gravitational Self-Force, & the Problem of Motion; Gravitational Models with Nonlocal Scalar Fields; Index.