Is Dark Energy Increasing or Decreasing in the Late Universe?
arXiv:2509.23168 · doi:10.1016/j.jheap.2026.100709
Abstract
The concordance cosmological model CDM assumes dark energy to be a constant, consistent with early-time observations, evidenced by Planck-CDM analyses. However, in the face of late-time tensions, the nature of dark energy remains a central open problem. Modern precision cosmology offers a potential new window in the framework, which provides a model-independent prescription for its unknown equation of state . A confrontation of with data generally constitutes a nonlinear inference problem. We find that estimates posterior to a fully non-linear analysis are stabilized by the {\it Baryon Acoustic Oscillation} (BAO) constraint on , inherited for instance from Planck-CDM analysis of the CMB. It produces estimates that are invariant under constraint-preserving variations in . In contrast, the early-linearization CDM shows pronounced correlation with even when preserving . We quantify this correlation resulting from the non-commutativity of estimation and linearization in CDM. This discrepancy is demonstrated in controlled mock-data experiments. Applied to cosmic chronometer data, estimates from correlation-free late linearization of CDM analysis favor , whereas CDM favors . If the correlation between and in CDM is interpreted as arising from linearization effects rather than a physical origin, application to DESI DR2 may shift downward, potentially extending to , corresponding to increasing dark energy at the present epoch. Alternatively, if the correlation is of hitherto unseen physical origin, the CDM parametrization is self-consistent and no such correction to the DESI inference may be required.
18 pages, 9 figs
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