Lie Detector for Dark Energy: What's Upsetting the Constant? ✛

Original: "Hierarchical Gaussian-process test of DESI's dynamical dark-energy preference"
· Yu-Hao Mu, Zhihuan Zhou, Enkun Li
arXiv:2607.23593v1 · 2026-07-26 · CC BY 4.0 · 1 min
A flexible analysis method weakens hints that the mysterious force accelerating the expansion of the universe changes over time.

Dark energy is a mysterious force that makes the universe expand faster and faster. The simplest explanation is the cosmological constant: its density is always the same. But recently, data from the DESI instrument hinted that it might have changed. To check this, researchers used a 'lie detector'—a Gaussian process (a flexible mathematical method that doesn't impose rigid formulas but searches for any patterns in the data).

The method relied on three types of measurements: direct measurements of the expansion rate using 37 pairs of galaxy 'clocks', the brightness of 1624 supernovae, and sound waves in the distribution of galaxies. Combined with hints from the cosmic microwave background, these data allowed researchers to reconstruct the expansion history without assuming how dark energy should behave.

Result: the w parameter (which characterizes dark energy's pressure) was found to be −0.80, but the uncertainty of ±0.26 easily covers the value −1 corresponding to the cosmological constant. The signal of deviation is only 0.8 sigma — essentially random noise.

Conclusion: Without a full map of the cosmic microwave background, there is no evidence yet for changing dark energy. The lie detector found no strong discrepancies with the simplest model. But that doesn't mean they don't exist — future data will clarify.

The 37 cosmic‑chronometer points are direct measurements of H(z), obtained without any model assumption — simply from the age differences of passively evolving galaxies. It is like gauging a child’s growth rate from a series of school photos taken over the years.

H^2(z) = H_0^2 \left[ \Omega_\gamma (1+z)^4 + \Omega_m (1+z)^3 + \Omega_k (1+z)^2 + \Omega_{\rm DE}(z) \right]
The square of the Hubble parameter as a function of redshift equals the sum of contributions from different cosmic components, each evolving with expansion according to its own law.
w(z) = -1 + \frac{1+z}{3} \frac{f_{\rm DE}'(z)}{f_{\rm DE}(z)}
Links w(z) (the pressure‑to‑density ratio) to the rate of relative change of the dark‑energy density; a cosmological constant corresponds to fDE=const and w=−1.
Scientists
Alan GuthAlexander FriedmannAndrei LindeGeorges LemaîtreJames PeeblesAdam Riess
Concepts
dark energy big bangFriedmann equationsHubble's lawEinstein field equationsPlanck's law