Fine-structure constant constraints on dark energy: II. Extending the parameter space
C. J. A. P. Martins, A. M. M. Pinho, P. Carreira, A. Gusart, J., L\'opez, C. I. S. A. Rocha

TL;DR
This study extends previous analyses of fundamental constant variations by exploring broader dark energy models, confirming current data constrains the coupling and equation of state, but leaves other parameters less constrained.
Contribution
It broadens the dark energy parameter space in tests of alpha variation, demonstrating robustness of constraints across different models.
Findings
Coupling $ta$ constrained at 10^{-6} level.
Equation of state parameter $w_0$ constrained to a few percent.
Additional parameters remain poorly constrained.
Abstract
Astrophysical tests of the stability of fundamental couplings, such as the fine-structure constant , are a powerful probe of new physics. Recently these measurements, combined with local atomic clock tests and Type Ia supernova and Hubble parameter data, were used to constrain the simplest class of dynamical dark energy models where the same degree of freedom is assumed to provide both the dark energy and (through a dimensionless coupling, , to the electromagnetic sector) the variation. One caveat of these analyses was that it was based on fiducial models where the dark energy equation of state was described by a single parameter (effectively its present day value, ). Here we relax this assumption and study broader dark energy model classes, including the Chevallier-Polarski-Linder and Early Dark Energy parametrizations. Even in these extended cases we find…
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