Two non-perturbative corrected or loop corrected string cosmological solutions
arXiv:2306.07031 · doi:10.1088/1674-1137/acddd5
Abstract
In this paper, we present two non-perturbative string cosmological solutions without curvature singularities for the bosonic gravi-dilaton system. These solutions are general in the sense that they can straightforwardly match the perturbative solution to arbitrarily high orders in the perturbative region. The first solution includes non-perturbative corrections based on Hohm-Zwiebach action. We then use the simple phenomenological map between corrected theory and loop corrected theory in string cosmology to construct a non-perturbative loop corrected non-singular solution. Both solutions are non-singular everywhere. Therefore, the pre- and post-big-bangs are smoothly connected by these solutions.
arXiv comment7 pages
References in corpus (21)
- Pre-Big-Bang in String Cosmology
- The Pre-Big Bang Scenario in String Cosmology
- Elements of String Cosmology
- Towards a non-singular pre-big bang cosmology
- Duality and Dilaton
- Symmetries of higher-order string gravity actions
- Perturbations in a non-singular bouncing Universe
- Twisted Black p-Brane Solutions in String Theory
- Cosmological perturbations across a curvature bounce
- O covariant String Cosmology to all orders in
- T-duality Constraints on Higher Derivatives Revisited
- -Cosmology: solutions and stability analysis
- General String Cosmologies at Order
- New non-perturbative de Sitter vacua in -complete cosmology
- Construct corrected or loop corrected solutions without curvature singularities
- More on the regularized big bang singularity
- de Sitter, -Corrections & Duality Invariant Cosmology
- Cosmology at the top of the tower
- Towards a Stringy Resolution of the Cosmological Singularity
- Resolving naked singularities in -corrected string theory
- Three dimensional regular black string via loop corrections