MUT v6.33: Numerical Synthesis of Quantum Gravity, Singularity Resolution, and Universal Constant Symmetry

The Myo Min Aung Unified Theory (MUT v6. 33) Collection This comprehensive research collection presents the formal framework of the Myo Min Aung Unified Theory (MUT v6. 40), centered on the Mass Curvature Rate (fMCR ≈ 1. 792349 x 10³5 m kg⁻¹ s⁻¹). The included papers provide a rigorous numerical and analytical bridge between General Relativity, Quantum Mechanics, and Particle Physics. Core Research Contributions: • Fundamental Unification: Derivation of c, G, h, kB, and α from a singular fMCR field identity, resolving the "fine-tuning" mystery and reducing independent constants to a single master rate. • Singularity Dynamics: Resolution of the Big Bang and Black Hole singularity problems through field saturation limits (Φmax) and the Quantum Bounce model. • Quantum Coherence: An fMCR-based explanation for Quantum Entanglement and non-locality via curvature field resonance, avoiding superluminal paradoxes. • Empirical Validation: Detailed numerical cross-checks with GPS time dilation, Mercury's perihelion precession, and galactic rotation curves (eliminating the need for Dark Matter). • Quantum Gravity: Formulation of gravity as an emergent byproduct of field density saturation at the Planck scale, bridging the gap between discrete particles and continuous spacetime. This work establishes fMCR as the master flux of the universe, providing a deterministic, geometric, and singularity-free model for modern physics.