Gravity Bends Light More Than Expected ✎ express

Original: "Evidence for deviation in gravitational light deflection from general relativity at cosmological scales with KiDS-Legacy and CMB lensing"
arXiv:2602.03110 · 2026-02-03 · arXiv non-exclusive · independent analysis · 1 min
New weak lensing data show light deflection deviates from general relativity predictions.

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Light from distant galaxies passes through clumps of matter, and the gravity of those clumps slightly bends its path, like a lens. By measuring how much the images of distant galaxies are distorted, we can infer the distribution of matter and how gravity affects light.

The authors of the new study combined several datasets: weak lensing maps from the KiDS-Legacy survey, cosmic microwave background measurements from Planck, ACT, and SPT, baryon acoustic oscillation data from DESI DR2, and supernova observations from DES-Dovekie. They used a parameterization that introduces two numbers: μ (mu) — how much more strongly matter clumps under gravity, and Σ (sigma) — how much more strongly gravity bends light.

Key result: μ0 = 0.21 ± 0.21, consistent with general relativity; but Σ0 = 0.149 ± 0.051, which deviates by 3 sigma.

This discrepancy is mainly driven by stronger-than-expected gravitational lensing of the cosmic microwave background on large angular scales. If confirmed, it could mean gravity acts on light not exactly as Einstein predicted. However, systematic errors in the data are also possible.

Weak gravitational lensing distorts the shapes of distant galaxies by only fractions of a percent, but statistical analysis of millions of such galaxies can reveal even tiny deviations.

In Liu Cixin's novel "The Three-Body Problem," gravitational light bending is used as a weapon — but there the effects are far stronger than in real observations.

\mu = \frac{G_{\rm matter}}{G}
μ shows how many times the effective gravitational constant for matter clustering differs from Newton's G.
\Sigma = \frac{G_{\rm light}}{G}
Σ shows how many times the effective gravitational constant for light deflection differs from Newton's G.
Scientists
Fritz ZwickyBernhard RiemannJoseph WeberKarl SchwarzschildKip ThorneRainer Weiss
Concepts
light deflection weak lensing gravitational lensing cosmic microwave background obscuration cosmological data cosmic distance ladder gravitational microlensing microlensing alternative gravity tests sigma fr gravity lambda cdm gravitational lensing analysis newtonian limit black hole light bending