Scheme of integration of vacuum gravity in a travelling wave variable
arXiv:2505.12315 · doi:10.1140/epjc/s10052-025-14763-0
Abstract
In this article we propose the scheme of integration of two-dimensional gravity vacuum equations in a travelling wave variable. The main emphasis is placed on the fundamental possibility of obtaining different forms of the function by arbitrarily choosing a certain function through which all components of the metric tensor of the theory can be expressed.
arXiv comment13 pages, 0 figures
References in corpus (22)
- f(R) Theories Of Gravity
- Introduction to Modified Gravity and Gravitational Alternative for Dark Energy
- Modified Gravity Theories on a Nutshell: Inflation, Bounce and Late-time Evolution
- Modified f(R) gravity unifying R^m inflation with \LambdaCDM epoch
- Cosmological dynamics of R^n gravity
- Further Exact Cosmological Solutions to Higher-Order Gravity Theories
- Shear dynamics in Bianchi I cosmologies with R^n-gravity
- Nonommutative wormholes in gravity
- Reconstructing the inflationary from observations
- Early and late time cosmology: the gravity perspective
- Analytical solutions in cosmology from singularity analysis
- Power-Law Gravity Corrected Canonical Scalar Field Inflation
- Local Gravity Constraints and Power Law f(R) Theories
- New rotating AdS/dS black holes in gravity
- Integrable modified gravity cosmological models with an additional scalar field
- A static axisymmetric exact solution of -gravity
- Superpotential method for cosmological models
- Near-horizon chaos beyond Einstein gravity
- Black Holes and Wormholes Beyond Classical General Relativity
- Exact analytical vacuum solutions of -gravity model depending on two variables
- Traversable wormholes in gravity sourced by a cloud of strings
- Analytical calculation of Kerr and Kerr-Ads black holes in theory