| _version_ | 1866901035370414080 |
|---|---|
| author | munoz martinez, Rafael |
| author_facet | munoz martinez, Rafael |
| contents | <p><strong><span lang="EN-US">We derive the cosmic age t<sub>0</sub></span></strong><strong><span lang="EN-US"></span></strong><strong><span lang="EN-US"> within Quantum Loop Chrono Dynamics (QLCD) using only time-sector information: </span></strong><span lang="EN-US">differential galaxy chronometers, strong-lensing H<sub>0</sub></span><span lang="EN-US"></span><span lang="EN-US"> anchors, baryon acoustic oscillation ratios (shape-only, with no sound-horizon prior), and a strict radiation bound for the pre-CMB epoch. Space is treated as non-deformable, with all cosmological dynamics encoded in the variable flow of time. The resulting cosmic-mean age is</span></p> <p><span lang="EN-US"></span><br><span lang="EN-US"></span><span lang="EN-US">obtained without invoking inflationary fields, dark-energy priors, or parametric modifiers. From the same framework we compute the particle-horizon diameter (90.7 Gly) and the fractional age elapsed by redshift, showing that only ~3% of today’s age had passed by z=10.</span></p> <p><span lang="EN-US">Beyond its technical results, the chronometric formulation has broader significance: it demonstrates that the universe’s history can be reconstructed from time alone. In QLCD, cosmology reduces to chronometry—clocks, rather than rulers, probe the fabric of the universe—highlighting a shift in perspective where cosmic structure arises not from stretching space but from the variable flow of time.</span></p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_17148823 |
| institution | Zenodo |
| language | eng |
| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | QLCD Age of the Universe from Time Alone munoz martinez, Rafael Quantum Loop Chrono Dynamics (QLCD); cosmic age; Planck time; chronometric cosmology; rigid space; time deformation; cosmic chronometers; strong-lensing 0 H 0 ; BAO ratios; radiation bound; particle horizon; cosmic diameter; clock ratio; cosmology as chronometry; unified field theory. <p><strong><span lang="EN-US">We derive the cosmic age t<sub>0</sub></span></strong><strong><span lang="EN-US"></span></strong><strong><span lang="EN-US"> within Quantum Loop Chrono Dynamics (QLCD) using only time-sector information: </span></strong><span lang="EN-US">differential galaxy chronometers, strong-lensing H<sub>0</sub></span><span lang="EN-US"></span><span lang="EN-US"> anchors, baryon acoustic oscillation ratios (shape-only, with no sound-horizon prior), and a strict radiation bound for the pre-CMB epoch. Space is treated as non-deformable, with all cosmological dynamics encoded in the variable flow of time. The resulting cosmic-mean age is</span></p> <p><span lang="EN-US"></span><br><span lang="EN-US"></span><span lang="EN-US">obtained without invoking inflationary fields, dark-energy priors, or parametric modifiers. From the same framework we compute the particle-horizon diameter (90.7 Gly) and the fractional age elapsed by redshift, showing that only ~3% of today’s age had passed by z=10.</span></p> <p><span lang="EN-US">Beyond its technical results, the chronometric formulation has broader significance: it demonstrates that the universe’s history can be reconstructed from time alone. In QLCD, cosmology reduces to chronometry—clocks, rather than rulers, probe the fabric of the universe—highlighting a shift in perspective where cosmic structure arises not from stretching space but from the variable flow of time.</span></p> |
| title | QLCD Age of the Universe from Time Alone |
| topic | Quantum Loop Chrono Dynamics (QLCD); cosmic age; Planck time; chronometric cosmology; rigid space; time deformation; cosmic chronometers; strong-lensing 0 H 0 ; BAO ratios; radiation bound; particle horizon; cosmic diameter; clock ratio; cosmology as chronometry; unified field theory. |
| url | https://doi.org/10.5281/zenodo.17148823 |