This work presents the complete n-free unified framework of the Myo Min Aung Unified Theory (MUT), extending the Mass Curvature Rate (fMCR) formulation across all physical scales from nucleons to cosmology. The theory introduces a resonance field Phi whose spatial and temporal gradients modify gravitational dynamics through the corrected acceleration equation: a = aN + (c² / 2) * grad (Phi) In this formulation, the resonance field naturally replaces both dark matter and dark energy. The framework is tested across multiple astrophysical regimes. Galactic rotation curves are reproduced without dark matter using the spatial gradient dPhi/dr, consistent with SPARC observational data. At cluster scales, gravitational lensing in systems such as the Bullet Cluster is explained through the integrated resonance field gradient along photon trajectories. At cosmological scales, the temporal evolution of the field (Phidot / Phi) generates accelerated expansion without invoking a cosmological constant, producing a predicted Hubble constant: H0 = 70. 2 ± 0. 8 km/s/Mpc. The theory also remains consistent with primordial nucleosynthesis constraints, where the resonance field approaches its ground state Phi -> 1 under extreme early-universe densities, preserving standard Big Bang nucleosynthesis predictions. Across more than thirty orders of magnitude in mass—from nucleons to the observable universe—the derived mass curvature rate maintains continuity with the proton-scale constant: fmcr = c/mp = 1. 792 × 10³5 m/ (kg·s). These results establish MUT v7. 15 as a unified n-free field theory connecting nuclear physics, astrophysics, and cosmology through a single resonance field governing gravitational phenomena.
Myomin Aung (Sun,) studied this question.