Non-Canonical Dark Energy Parameter Evolution in a Canonical Quintessence Cosmology
Rodger I. Thompson

TL;DR
This paper derives analytic equations for dark energy evolution in a quintessence cosmology with a Higgs-like potential, revealing a universe that extends before the big bang and suggesting a potentially older, larger pre-bang universe.
Contribution
It provides a novel analytic solution for dark energy parameters using Lambert W functions in a quintessence model with a Higgs-like potential, including pre-bang evolution.
Findings
Analytic expressions for dark energy evolution as a function of scale factor.
The universe may have existed before the big bang, extending infinitely into the past.
The pre-bang universe describes a contraction phase leading to the big bang.
Abstract
This study considers the specific case of a flat, minimally coupled to gravity, quintessence cosmology with a dark energy quartic polynomial potential that has the same mathematical form as the Higgs potential. Previous work on this case determined that the scalar field is given by a simple expression of the Lambert W function in terms of the easily observable scale factor. This expression provides analytic equations for the evolution of cosmological dark energy parameters as a function of the scale factor for all points on the Lambert W function principal branch. The Lambert W function is zero at a scale factor of zero that marks the big bang. The evolutionary equations beyond the big bang describe a canonical universe that is similar to {\Lambda}CDM, making it an excellent dynamical template to compare with observational data. The portion of the W function principal before the big…
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Taxonomy
TopicsCosmology and Gravitation Theories · Relativity and Gravitational Theory · Astronomy and Astrophysical Research
