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Bouncing unitary cosmology II. Mini-superspace phenomenology: Mini-Superspace Phenomenology

Research output: Contribution to journal › Article (Academic Journal) › peer-review

7 Citations (Scopus)
315 Downloads (Pure)

Abstract

A companion paper provides a proposal for cosmic singularity resolution based upon general features of a bouncing unitary cosmological model in the mini-superspace approximation. This paper analyses novel phenomenology that can be identified within particular solutions of that model. First, we justify our choice of particular solutions based upon a clearly articulated and observationally-motivated principle. Second, we demonstrate that the chosen solutions follow a classical mini-superspace cosmology before smoothly bouncing off the classically singular region. Third, and most significantly, we identify a 'Rayleigh-scattering' limit for physically reasonable choices of parameters within which the solutions display effective behaviour that is insensitive to the details of rapidly oscillating Planck-scale physics. This effective physics is found to be compatible with an effective period of cosmic inflation well below the Planck scale. The detailed effective physics of this Rayleigh-scattering limit is provided via: i) an exact analytical treatment of the model in the de Sitter limit; and ii) numerical solutions of the full model.
Original languageEnglish
Article number035010
Number of pages20
JournalClassical and Quantum Gravity
Volume36
Issue number3
Early online date18 Jan 2019
DOIs
Publication statusPublished - 18 Jan 2019

Research Groups and Themes

  • Centre for Science and Philosophy

Keywords

  • bouncing cosmology
  • cosmological constant
  • problem of time
  • quantum cosmology
  • singularity resolution

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  • Bouncing unitary cosmology I. Mini-superspace general solution

    Gryb, S. & Thebault, K., 18 Jan 2019, In: Classical and Quantum Gravity. 36, 3, 21 p., 035009.

    Research output: Contribution to journal › Article (Academic Journal) › peer-review

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    19 Citations (Scopus)
    210 Downloads (Pure)

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