Myo Min Aung Unified Theory (MUT) v7. 5 extends the Mass Curvature Rate framework to black hole physics using the n-free formulation of the universal constant fMCR. In this approach, mass and spacetime curvature are linked through the relation fMCR = c / mₚ, which connects microscopic particle physics with macroscopic gravitational systems. Within this framework, black holes are described without the singularities predicted by General Relativity. Instead of an infinite-density point at r = 0, MUT introduces a finite physical core radius defined by: rₘin = Rₛ × (phiₚ / (1 − phiₚ) ) where Rₛ is the Schwarzschild radius and phiₚ ≈ 7. 68 × 10^-20 is the proton resonance suppression factor derived from the Planck-to-proton hierarchy. This leads to a finite black hole core on nuclear scales (~10^-15 m for stellar-mass black holes), resolving the singularity problem while remaining consistent with the external Schwarzschild geometry. The framework also modifies Hawking radiation by introducing a mass-weighted resonance factor Phi. The resulting temperature relation becomes: TMUT = TH / BHwhere TH is the standard Hawking temperature and BH ≈ 0. 993 for massive black holes. This correction slightly increases the predicted temperature while preventing the unphysical divergence T → infinity during evaporation. By linking the same resonance factor that explains the Planck-to-proton hierarchy to black hole structure and thermodynamics, MUT v7. 5 provides a unified description of microphysical particles and astrophysical black holes within a single geometric framework based on the universal Mass Curvature Rate constant. This work serves as supplementary material to MUT v7. 0 and expands the theory toward gravitational collapse, black hole thermodynamics, and quantum gravity connections.
Myomin Aung (Sat,) studied this question.