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May 10, 20260 citationsOpen Access

The Ahmouri 59D Unified Theory: From the No-Vacuum Principle to the Geometric Derivation of Baryon Masses and Gravity Projection

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AAAbdelilah AHMOURI

Key Points

  • This work aims to establish a 59-dimensional geometric framework unifying the No-Vacuum Principle with baryon masses and gravity.
  • Developed a 59D geometric framework incorporating the No-Vacuum Principle.
  • Derived dynamic Euler-Lagrange field equations for the 59D manifold.
  • Performed numerical calibration of baryon masses with over 99.9% accuracy.
  • Numerical results for the 9 lightest baryons confirmed with 99.9% accuracy.
  • Demonstrated that mass is a quantized response to vacuum pressure.
  • Established matrix stability replacing gravitational singularities with a stable Resonance Core.

Abstract

This comprehensive final paper establishes the complete 59-dimensional (59D) geometric framework for modern physics. It unifies the No-Vacuum Principle (S + ST = I) with the observed physical reality of subatomic particles and gravity. Main Highlights of this Final Compendium: Mathematical Foundation: Rigorous proof that the 59 = 29+1+29 partition dictates the 1/2 symmetry, providing a geometric origin for the Riemann Hypothesis critical line. The Ahmouri Engine: Derivation of the dynamic Euler-Lagrange field equations that govern the vibrations of the 59D manifold. Baryon Mass Calibration: Numerical results for the 9 lightest baryons (Proton, Neutron, Omega, etc. ) with over 99. 9% accuracy, proving that mass is a quantized response to vacuum pressure. Singularity Resolution: Demonstration of how the 59D matrix stability prevents gravitational collapse, replacing singularities with a stable Resonance Core. This work represents the culmination of the 59D series, offering a non-singular, self-consistent bridge between topological knot theory and particle physics.

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Cite This Study

Abdelilah AHMOURI (2026) studied this question.

synapsesocial.com/papers/6a002126c8f74e3340f9c092https://doi.org/10.5281/zenodo.20090894
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