1997•Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fieldsOpen access

Einstein-Langevin equations from running coupling constants

Fernando C. Lombardo, Francisco Diego Mazzitelli

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Abstract

The Einstein-Langevin equations take into account the back reaction of quantum matter fields on the background geometry. We present a derivation of these equations to lowest order in a covariant expansion in powers of the curvature. For massless fields, the equations are completely determined by the running coupling constants of the theory.

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The Einstein-Langevin equations take into account the back reaction of quantum matter fields on the background geometry. We present a derivation of these equations to lowest order in a covariant expansion in powers of the curvature. For massless fields, the equations are completely determined by the running coupling constants of the theory.

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Available abstract

The Einstein-Langevin equations take into account the back reaction of quantum matter fields on the background geometry. We present a derivation of these equations to lowest order in a covariant expansion in powers of the curvature. For massless fields, the equations are completely determined by the running coupling constants of the theory.

Key concepts: Physics, Coupling constant, Covariant transformation, Einstein, Mathematical physics, Massless particle, Curvature, Einstein equations

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