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arXiv · 2510.16799

Cosmic Tunnels and the Integrated Sachs-Wolfe effect

C. T. Davies·M. Klein·A. Fumagalli·J. J. Mohr
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Abstract

Cosmic voids, vast underdensities in the large-scale structure, offer unique sensitivity to cosmological parameters. However, traditional 3D galaxy-based void finding is limited by many factors, including uncertainties in the galaxy-halo connection and distortions from redshift errors. Using alternative tracers and new 2D void definitions can alleviate these limitations and be tailored to maximise the signal for specific observables. Here, we introduce Cosmic Tunnels, a new class of 2D void-like objects traced by galaxy clusters, corresponding to large underdense lines of sight. We identify Cosmic Tunnels by applying the tunnel algorithm to the RASS-MCMF and ACT-MCMF cluster catalogues. We validate their void-like nature by measuring the cross-correlation of Cosmic Tunnels with galaxy density contrast maps from the DESI Legacy Survey (measured at 63$\sigma$ significance), galaxy weak-lensing maps from DES Y3 (31$\sigma$), and CMB weak-lensing maps from ACT DR6 (15$\sigma$), all of which show underdense interiors enclosed by compensation ridges, consistent with 3D galaxy voids, measured at high statistical significance. We also show that the lensing profiles fit the universal HSW void profile, further validating their void-like nature. We cross-correlate the Cosmic Tunnels with Planck CMB temperature maps to measure the ISW signal. Using the ACT-MCMF Cosmic Tunnels, we achieve a 3.6$\sigma$ ISW detection, one of the highest significances ever reported from a single tracer catalogue. These results confirm that Cosmic Tunnels are robust underdense structures and demonstrate their potential as a new tool for cosmological analyses. Finally, we report a tentative detection of a sign flip in the ISW signal at very low redshift (z<0.03), consistent with previous studies, challenging the standard $\Lambda\rm{CDM}$ paradigm.

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C. T. Davies, M. Klein, A. Fumagalli, J. J. Mohr. 2025-10-19. Cosmic Tunnels and the Integrated Sachs-Wolfe effect. https://arxiv.org/abs/2510.16799

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