Evidence of the fine-structure constant in H0-tension
Modern precision measurements on Hubble expansion H(z) introduce two integral constraints on background models derived from early and late-time cosmology, based on Planck observations of the BAO and, respectively, H0, here normalized to ΛCDM. For H(z) coupled to Λ=(1−q)H2 of zero wave-number modes o...
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| Format: | article |
| Langue: | EN |
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Elsevier
2021
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| Accès en ligne: | https://doaj.org/article/120a8ab49dfb47259a78a54aa4d2d0a7 |
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| Résumé: | Modern precision measurements on Hubble expansion H(z) introduce two integral constraints on background models derived from early and late-time cosmology, based on Planck observations of the BAO and, respectively, H0, here normalized to ΛCDM. For H(z) coupled to Λ=(1−q)H2 of zero wave-number modes of cosmological spacetime with deceleration parameter q(z), we infer a coupling constant g<1 for H0 in tension with ΛCDM. Results from the Local Distance Ladder give g≃1−ξα with ξ=0.49±0.10. This result appears natural upon identifying H0-tension with breaking of T-duality in the Friedmann scale factor a(t) to the same order. |
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