Energy as Torsional Dynamics: A Geometric Ontology in the G-MaTT Framework

Abstract

In the Generalized Mass as Twisted Time (G-MaTT) framework, we propose that energy is fundamentally a geometric property: the measure of torsional stress and phase flow within the \(G_2\) manifold. We introduce a unified expression linking potential energy to static torsional strain and kinetic energy to dynamic phase propagation, both constrained by the Twist-Untwist Threshold (TUT) \(|\Delta\phi| < \sqrt{\alpha}\). This ontology offers a geometric interpretation of mass-energy equivalence and provides a natural explanation for the lepton flavor universality violation observed in B-meson decays as a consequence of non-linear torsional resistance near the TUT boundary. While still exploratory, this formulation aims to ground energy in the same geometric principles underlying the broader G-MaTT series.