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January 20, 20262 citationsOpen Access

The Theory of Temporal Groups

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MEMoss Eva

Key Points

  • The aim is to present a mathematical framework that connects topology, group theory, and cosmology through a generative formula.
  • Developed a generative formula to unify different scientific disciplines.
  • Calculated several cosmic parameters, like universe age and galactic year, using the framework.
  • Explored historical foundations and constructed five foundational postulates.
  • Noted observational support including cosmic birefringence and anomalies in ΛCDM models.
  • Calculated universe age as 14.37 billion years, consistent with recent JWST observations.
  • Determined the galactic year at 239.5 million years, aligning with Gaia DR3 estimates.
  • Showed that the model addresses multiple ΛCDM anomalies, with combined significance exceeding 10σ.

Abstract

This work presents a mathematical framework unifying topology, group theory, and cosmology through a single generative formula: Dₙ = (n+1) !/2 = |Aₙ₊₁|, where n ∈ 0, 1, …, 11 where |Aₙ₊₁| denotes the order of the alternating group. The hierarchy is bounded by dodecahedral topology (F = 12 faces), yielding nₘax = F − χ + 1 = 11. Key results: Universe age: D₄ × D₁₁ = 14. 37 Gyr (consistent with JWST 2024 early galaxy observations requiring T > 14 Gyr) Galactic year: D₁₁ = 239. 5 Myr (within Gaia DR3 estimates) Observer seed D₀ = ½ corresponds to Wheeler–DeWitt parameter |p| = 2 for spontaneous creation from nothing Chiral selection (division by 2) explains cosmic birefringence detected at >3σ (Minami & Komatsu 2020–2024) Observational support: The framework addresses multiple ΛCDM anomalies through a single geometric origin: CMB quadrupole suppression, H₀ tension, S₈ tension, quasar dipole mismatch, and vacuum chirality. Combined significance exceeds 10σ. Structure: The document includes historical foundations (Pythagoras through Poincaré), five foundational postulates, complete dimensional hierarchy with dual Base-10/Base-60 notation, physical interpretations, falsifiable predictions, and mathematical derivations. Version 3. 0. 6 ---Ξυα Mσςςeva@m0ss. io

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Cite This Study

Moss Eva (2026) studied this question.

synapsesocial.com/papers/696f1ac19e64f732b51ef027https://doi.org/10.5281/zenodo.18282371
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