-Cosmology: solutions and stability analysis
arXiv:2002.09856 · doi:10.1007/JHEP05(2020)073
Abstract
We review O Covariant String Cosmology to all orders in in the presence of matter and study its solutions. We show that the perturbative analysis for a constant dilaton in the absence of a dilatonic charge does not lead to a time-independet equation of state. Meanwhile, the non-perturbative equations of motion allow de Sitter solutions in the String frame parametrized by the equation of state and the dilatonic charge. Among this set of solutions, we show that a cosmological constant equation of state implies a de Sitter solution both in String and Einstein frames while a winding equation of state implies a de Sitter solution in the former and a static phase in the latter. We also consider the stability of these solutions under homogeneous linear perturbations and show that they are not unstable, therefore defining viable cosmological scenarios.
arXiv comment13 pages, 1 figure, references updated, typos fixed
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- Cosmology at the top of the tower
- The generalized Bergshoeff-de Roo identification II
- Crisis on Infinite Earths: Short-lived de Sitter Vacua in the String Theory Landscape
- Solution of the Size and Horizon Problems from Classical String Geometry
- Contracting Cosmologies and the Swampland
- Kalb-Ramond backgrounds in -complete cosmology
- 2D Black Holes, Bianchi I Cosmologies, and
- Stability of the non-perturbative de-Sitter spacetime. The isotropic case
- Non-linear stability of -corrected Friedmann equations
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- Dilatonic Effect in Double Field Theory Cosmology
- Trans-Planckian Censorship Conjecture and Early Universe Cosmology
- invariant Fierz-Pauli massive gravity
- Two non-perturbative corrected or loop corrected string cosmological solutions
- Black hole solutions in double field theory
- Duality covariant field redefinitions