A renormalization group improved non-local gravitational effective Lagrangian
arXiv:gr-qc/9508041 · doi:10.1142/S0217732395001952
Abstract
Renormalization group techniques are used in order to obtain the improved non-local gravitational effective action corresponding to any asymptotically free GUT, up to invariants which are quadratic on the curvature. The corresponding non-local gravitational equations are written down, both for the case of asymptotically free GUTs and also for quantum R-gravity. The implications of the results when obtaining the flux of vacuum radiation through the future null infinity are briefly discussed.
LaTeX file, 11 pages, no figures
Cited by in corpus (16)
- Introduction to Modified Gravity and Gravitational Alternative for Dark Energy
- Modified non-local-F(R) gravity as the key for the inflation and dark energy
- On the covariant formalism of the effective field theory of gravity and leading order corrections
- Quantum Gravitational Corrections to a Star Metric and the Black Hole Limit
- Effective action for the Yukawa model in curved spacetime
- Nonlocal Teleparallel Cosmology
- Running of Newton's constant and non integer powers of the d'Alembertian
- Gravitational Effective Action at Second Order in Curvature and Gravitational Waves
- Gravitational Radiation in Quantum Gravity
- Shadow and weak deflection angle of a black hole in nonlocal gravity
- Gauged Yukawa model in curved spacetime
- On the causality properties in non-local gravity theories
- Yang-Mills Yukawa model in curved spacetime
- Hidden Non-Locality and Self-Superrenormalization of Quantum Gravity
- Localization of -form field on squared curvature gravity domain wall brane coupling with gravity and background scalar
- Casimir effect in the curved background and the black hole in three dimensions