Accelerating universe with time variation of $G$ and $\Lambda$
F.Darabi

TL;DR
This paper proposes a gravitational model with dynamical $G$ and $\\Lambda$ driven by a dilaton field, explaining cosmic acceleration and addressing coincidence problems through scale transformations and phase transitions.
Contribution
It introduces a scale transformation-based model where $G$ and $\\Lambda$ vary with the dilaton field, providing new insights into cosmic acceleration and coincidence issues.
Findings
Current acceleration results from phase transition during matter domination.
No real coincidence problem between matter and vacuum energy densities.
Model allows super fast early universe expansion with exotic matter.
Abstract
We study a gravitational model in which scale transformations play the key role in obtaining dynamical and . We take a scale non-invariant gravitational action with a cosmological constant and a gravitational coupling constant. Then, by a scale transformation, through a dilaton field, we obtain a new action containing cosmological and gravitational coupling terms which are dynamically dependent on the dilaton field with Higgs type potential. The vacuum expectation value of this dilaton field, through spontaneous symmetry breaking on the basis of anthropic principle, determines the time variations of and . The relevance of these time variations to the current acceleration of the universe, coincidence problem, Mach's cosmological coincidence and those problems of standard cosmology addressed by inflationary models, are discussed. The current acceleration of the…
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