The Trigonometry of Expansion, the Hubble Sag, and the Unlocking of Luminous Asymptotes / La Trigonométrie de l'Expansion, le Fléchissement de Hubble et le Déverrouillage des Asymptotes Lumineuses
Theoretical analysis demonstrates geometric resolution of the Hubble tension in cosmological phase space, indicating cosmic inflation is unnecessary.
Key Points
The study aims to resolve the cosmological Hubble tension by applying symplectic geometry to phase space within the framework of Massau Kinematics.
Applied symplectic geometry to cosmological phase space to model cosmic expansion algebraically.
Calculated theoretical rectilinear expansion limits and compared them to local observational expansion rates.
Derived an absolute maximum expansion rate (H_max) of 96.55 km/s/Mpc and linked local geometric deceleration (72.41 km/s/Mpc) to an exact cosmic angle of 30°.
Identified an intrinsic expansion-to-information speed ratio of v/c = √3, precluding the need for traditional cosmic inflation models.
Extracted absolute luminous asymptotic boundary values (c_0 and c_min) from the geometric formulation.