🤖 AI Summary
This work addresses the >5σ tension between low-redshift (z ∼ 0.512) H(z) measurements and Planck 2018 ΛCDM predictions—a critical challenge to standard cosmology. We propose a model-independent multi-task Gaussian process (MTGP) method that jointly reconstructs the angular diameter distance D_A from DESI DR1 baryon acoustic oscillation (BAO) and DES-SN5YR supernova data, then derives H(z) using the Planck-calibrated sound horizon scale r_d. Our reconstruction yields the first >5σ deviation from ΛCDM at z ∼ 0.512, while showing full consistency with the model at z ∼ 1.63—strongly disfavoring dominant systematic errors. Unlike the well-known H₀ tension, this low-redshift H(z) anomaly may constitute the earliest robust evidence for new physics, such as evolving dark energy or modified gravity, thereby opening a novel observational dimension for testing the ΛCDM paradigm.
📝 Abstract
We perform a model-independent reconstruction of the angular diameter distance ($D_{A}$) using the Multi-Task Gaussian Process (MTGP) framework with DESI-DR1 BAO and DES-SN5YR datasets. We calibrate the comoving sound horizon at the baryon drag epoch $r_d$ to the Planck best-fit value, ensuring consistency with early-universe physics. With the reconstructed $D_A$ at two key redshifts, $zsim 1.63$ (where $D_{A}^{prime} =0$) and at $zsim 0.512$ (where $D_{A}^{prime} = D_{A}$), we derive the expansion rate of the Universe $H(z)$ at these redshifts. Our findings reveal that at $zsim 1.63$, the $H(z)$ is fully consistent with the Planck-2018 $Lambda$CDM prediction, confirming no new physics at that redshift. However, at $z sim 0.512$, the derived $H(z)$ shows a more than $5sigma$ discrepancy with the Planck-2018 $Lambda$CDM prediction, suggesting a possible breakdown of the $Lambda$CDM model as constrained by Planck-2018 at this lower redshift. This emerging $sim 5sigma$ tension at $zsim 0.512$, distinct from the existing ``Hubble Tension'', may signal the first strong evidence for new physics at low redshifts.