Gravity Waves in Three Dimensions
arXiv:1509.03167 · doi:10.1103/PhysRevD.92.084016
Abstract
We find the explicit forms of the anti-de Sitter plane, anti-de Sitter spherical, and pp waves that solve both the linearized and exact field equations of the most general higher derivative gravity theory in three dimensions. As a sub-class, we work out the six derivative theory and the critical version of it where the masses of the two spin-2 excitations vanish and the spin-0 excitations decouple.
14 pages, matches the published version
References in corpus (13)
- Massive Gravity in Three Dimensions
- Minimal Massive 3D Gravity
- New massive gravity, extended
- AdS Waves as Exact Solutions to Quadratic Gravity
- D-Dimensional Log Gravity
- New Exact Solutions of Quadratic Curvature Gravity
- More on New Massive Gravity: Exact Solutions
- AdS-plane wave and pp-wave solutions of generic gravity theories
- Minimal Massive Gravity: Conserved Charges, Excitations and the Chiral Gravity Limit
- Three-Dimensional Tricritical Gravity
- Bulk and Boundary Unitary Gravity in 3D: MMG
- On Exact Solutions and the Consistency of 3D Minimal Massive Gravity
- Deeper discussion of Schrödinger invariant and Logarithmic sectors of higher-curvature gravity
Cited by in corpus (12)
- Classical Double Copy: Kerr-Schild-Kundt metrics from Yang-Mills Theory
- -waves as exact solutions to ghost-free infinite derivative gravity
- Kerr-Schild--Kundt Metrics are Universal
- From Smooth Curves to Universal Metrics
- Kerr-Schild-Kundt Metrics in Generic Gravity Theories with Modified Horndeski Couplings
- Non-Einsteinian Black Holes in Generic 3D Gravity Theories
- Minimal Einstein-Aether Theory
- Kerr-Schild-Kundt Metrics in Generic Einstein-Maxwell Theories
- Solutions with pure radiation and gyratons in 3D massive gravity theories
- Impulsive gravitational waves in general massive 3D gravity
- Almost Universal Metrics
- Aspects of three-dimensional higher-curvature gravities