Screened axio-dilaton cosmology: novel forms of early dark energy
PMC12460588
· 10.1140/epjc/s10052-025-14735-4
Gap Declaration
If such a model could be built, some of the features of the model presented here such as the existence of early dark energy would remain. On the other hand, features such as a decrease in structure growth would depend on the dilaton potential which could for instance be taken of the thawing type instead of the frozen kind. Again, this is left for future work. The key constraint on the size of early dark energy fractions shown in Sect. 6 is not a physical constraint but calculational issue that limits us to only considering small axion-matter coupling potentials, . [...] Finally although the choices made for the functional forms of potentials and couplings are inspired by string constructions,19 we have not attempted to embed our model into a UV completion from first principles, such as from an extra-dimensional or string point of view. Of course this would be a step forward towards a better physical understanding of dark energy and its sensitivity to ultra-violet physics, and from this point of view its natural roots as the low-energy limit of models with supersymmetric large extra dimensions is suggestive, given the progress such models allow on understanding the UV side of the cosmological constant problem (see for a brief review). Much here is also left for future work. A The phase of the axion field Let us come back to the axion field and its variation in the presence of perturbations. At the background level we haveThis implies that at leading order we can writeup to an irrelevant constant .
Abstract
We study the cosmology of multi-field Dark Energy, using a well-motivated axio-dilaton model that contains the minimal number of fields to have the 2-derivative sigma-model interactions that power-counting arguments show naturally compete with General Relativity at low energies. Our analysis differs from earlier, related, studies by treating the case where the dilaton’s couplings to matter are large enough to require screening to avoid unacceptable dilaton-mediated forces in the solar system. We use a recently proposed screening mechanism that exploits the interplay between stronger-than-gravitational axion-matter couplings with the 2-derivative axion-dilaton interactions to suppress the couplings of the dilaton to bulk matter. The required axion-matter couplings also modify cosmology, wit…
Conclusions / Discussion
Conclusion Dynamical dark energy requires the existence of very light fields since it is only scalars with masses smaller than the Hubble scale H that move over cosmological timescales, as would be required to be responsible for the time-dependence. On the other hand, it is also generic that a dimensionless scalar field that is gravitationally coupled to a scalar potential of size – where is a generic order-unity function – acquires a mass of order . So given the fact that the Dark Energy density is so small, it perhaps might not be a surprse to find very light scalars at play in the recent history of the universe.17 Of theories with light scalar fields those with only one scalar are special because only for these is it impossible to have two-derivative sigma-model interactions. Two-derivative interactions are special because they scale with energy in the same way as do the two-derivative interactions of GR and this allows them to compete with GR without also jeopardizing the low-energy expansion that justifies working within the semiclassical approximation. The axio-dilaton models we study here provide a minimal, well-motivated example of what the dynamics of such fields can loo…
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