Geometric Collapse of the Electron

This paper explores the theoretical collapse of the electron using a geometric field tension model, challenging the long-standing assumption that electrons are pointlike particles. By treating the electron as a stable resonance structure with curvature-bound oscillation, this framework proposes that collapse results not in singularity, but in directional energy emission, symmetry inversion, or state transformation. Drawing analogies from sonoluminescence and field curvature dynamics, this work introduces a testable model grounded in geometry and harmonic failure, bypassing the limitations of singularities and point gravity. It offers a novel pathway for unifying particle behavior, energy emission, and spatial structure.