This work presents a comprehensive validation of the Myo Min Aung Unified Theory (MUT), a unified physical framework built around the Mass Curvature Rate (fMCR = c/mp) as the fundamental scaling constant linking matter, spacetime curvature, and quantum dynamics. The theory introduces a scalar resonance field Φ that couples non-minimally to spacetime curvature and the energy–momentum tensor, producing modified gravitational and quantum-scale dynamics without introducing additional free parameters.To evaluate the predictive capability of the framework, fifty blind tests are performed across a wide range of physical regimes spanning more than eighty orders of magnitude in mass scale. These tests include nuclear binding energies, atomic constants such as the Rydberg frequency and Bohr radius, stellar structure and neutron star properties, galactic rotation curves, gravitational waves, cosmological observations including the cosmic microwave background and baryon acoustic oscillations, and quantum-scale phenomena such as neutrino oscillations and entanglement.The analysis demonstrates that the MUT formalism provides consistent predictions across nuclear, atomic, astrophysical, and cosmological domains using a single scaling relation derived from the Mass Curvature Rate. In particular, the theory reproduces galactic rotation curves without particle dark matter, reduces cosmological tensions such as the Hubble and S8 discrepancies, and introduces a geometric interpretation of quantum correlations through the resonance field Φ.By maintaining continuity from microscopic particle physics to the largest cosmological structures, the MUT framework proposes a unified description of physical law in which spacetime geometry, matter distribution, and quantum behavior emerge from a common curvature-driven mechanism. The results presented here provide a systematic empirical foundation for further theoretical development and experimental tests of the MUT framework.
Myomin Aung (Sun,) studied this question.