Cosmological Constraints on Light (but Massive) Relics

TL;DR

This paper presents the first comprehensive search for light but massive relic particles using combined CMB, weak-lensing, and galaxy data, setting new constraints on their masses and properties.

Contribution

It introduces a novel joint analysis method for constraining light, massive relics with multiple cosmological datasets, improving upon previous limits.

Findings

Ruled out Weyl fermions with mass ≥ 2.26 eV at 95% C.L.

Set limits of scalar, vector, and Dirac-fermion relics with masses up to ~11 eV.

Demonstrated the importance of weak-lensing and full-shape galaxy data in tightening constraints.

Abstract

Many scenarios of physics beyond the standard model predict new light, weakly coupled degrees of freedom, populated in the early universe and remaining as cosmic relics today. Due to their high abundances, these relics can significantly affect the evolution of the universe. For instance, massless relics produce a shift $\Delta N_{\rm eff}$ to the cosmic expectation of the effective number of active neutrinos. Massive relics, on the other hand, additionally become part of the cosmological dark matter in the later universe, though their light nature allows them to freely stream out of potential wells. This produces novel signatures in the large-scale structure (LSS) of the universe, suppressing matter fluctuations at small scales. We present the first general search for such light (but massive) relics (LiMRs) with cosmic microwave background (CMB) and LSS data, scanning the 2D parameter space of their masses $m_X$ and temperatures $T_X^{(0)}$ today. In the conservative minimum-temperature ($T_X^{(0)}=0.91$ K) scenario, we rule out Weyl (and higher-spin) fermions -- such as the gravitino -- with $m_X\geq 2.26$ eV at 95% C.L., and set analogous limits of $m_X\leq 11.2, 1.06, 1.56$ eV for scalar, vector, and Dirac-fermion relics. This is the first search for LiMRs with joint CMB, weak-lensing, and full-shape galaxy data; we demonstrate that weak-lensing data is critical for breaking parameter degeneracies, while full-shape information presents a significant boost in constraining power relative to analyses with only baryon acoustic oscillation parameters. Under the combined strength of these datasets, our constraints are the tightest and most comprehensive to date.