The Myo Min Aung Unified Theory (MUT) v7. 28 presents a comprehensive framework unifying nuclear physics, modified gravity, cosmology, atomic physics, and quantum gravity through a single scalar field derived from nuclear binding energies. This monograph collects all fourteen parts into a single self‑contained document, providing a complete exposition of the theory, its mathematical derivations, empirical tests, and its ability to address the five great problems of fundamental physics. **Contents by Part** - **Part I: ** Coarse‑graining derivation of a macroscopic scalar field Φ from the nuclear resonance factor φ = 1 – B/ (nmₚc²). - **Part II: ** Dynamics of the scalar field: field equations, weak‑field limit, Yukawa modification of gravity, galactic rotation curves (SPARC fit, λ = 7. 1 kpc), cosmological equations, and a chameleon‑like screening mechanism. - **Part III: ** Effective field theory motivation for the scalar parameters ε and m_Φ, using Hubbard‑Stratonovich transformation and nuclear matter properties. - **Part IV: ** Complete monograph combining Parts I–III (earlier version). - **Part V: ** First‑principles derivation of the fine‑structure constant α = √ (mₚ/ (κ mₑ) ) from the MCR field eigenvalue problem, yielding κ = 3. 448×10⁷ and α = 1/137. 036. - **Part VI: ** Renormalization group (RG) flow of the scalar mass in flat space; the hierarchy cannot be explained without gravity. - **Part VII: ** Cosmological constraints: primordial lithium abundance, Hubble constant H₀ = 69. 9±0. 5 km/s/Mpc, and structure growth S₈ = 0. 803±0. 007, reducing tensions with Planck and SH0ES. - **Part VIII: ** RG flow with non‑minimal coupling to gravity; a non‑minimal coupling ξ ~ 10 can drive the scalar mass from 40 MeV down to the observed 2. 86×10⁻²⁸ eV. - **Part IX: ** Framework for computing MUT parameters from the nuclear equation of state using chiral EFT and nuclear matter properties. - **Part X: ** Testable predictions: gravitational wave speed deviation (vGW/c – 1 ≈ –3×10⁻³⁹), atomic clock noise floor (σᵧ ~ 10⁻¹⁸ at 1 hour), high‑frequency GW tail from black hole mergers (fₜail ≈ 6. 5 Hz), CMB B‑mode polarization (r = 0. 080±0. 005), large‑scale structure modification (2% enhancement), and FRB dispersion measure offset (5% extra). - **Part XI: ** Integration with the PRD‑AGI causal AI engine, using SU (5) algebra for causal inference. - **Part XII: ** Early universe phenomenology: inflation (nₛ = 0. 9682, r = 0. 080), reheating, and gravitational wave background. - **Part XIII: ** Experimental designs for testing MUT predictions (atomic clocks, gravitational wave detectors, FRB surveys, CMB B‑mode experiments, and large‑scale structure surveys). - **Part XIV: ** Synthesis of MUT’s solutions to the five great problems: dark matter and dark energy (unified scalar field), quantum gravity (scalar–tensor unification, finite black hole core), information paradox (core preserves unitarity), baryogenesis (speculative CP‑violating mechanism), and the non‑singular Big Bang bounce. All equations maintain rigorous dimensional consistency in SI units. The monograph is formatted in PRD (Physical Review D) style and includes Python verification code, TikZ figures, and extensive references. It is ready for peer review and publication. **Key Achievements**- Explains galactic rotation curves without dark matter using a single universal length scale λ = 7. 1 kpc. - Derives the fine‑structure constant from first principles, eliminating it as a free parameter. - Provides a natural explanation for the hierarchy problem via the proton suppression factor φₚ = mₚ/MPlanck. - Resolves black hole singularities and the information paradox with a finite core. - Replaces the Big Bang singularity with a non‑singular bounce. - Makes 15+ testable predictions for current and near‑future experiments. The complete LaTeX source code and Python verification scripts are included as supplementary material.
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Myomin Aung
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Myomin Aung (Tue,) studied this question.
www.synapsesocial.com/papers/69c4ccbbfdc3bde4489183d0 — DOI: https://doi.org/10.5281/zenodo.19204681
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