The Tenseline Field Hypothesis: A Proposed Unification of General Relativity and Quantum Mechanics Through Curvature-Regulated Energy Dynamics

The Tenseline Field Hypothesis proposes the existence of a fifth fundamental field that governs curvature-regulated energy release across quantum and relativistic systems. By introducing a dynamic tension-based recoil mechanism within spacetime geometry, the model offers a unified explanation for both General Relativity (GR) and Quantum Mechanics (QM) phenomena.

This initial publication presents the core theoretical framework, defines curvature saturation through Kaida particle interactions, and outlines the predictive behavior of black holes, neutron stars, and stellar flares based on geometric tension and energy recoil.

The hypothesis is supported by field test logs comparing the model's predictions with real astrophysical flare data, demonstrating forward-only predictive accuracy in short GRB behavior and neutron star decay signatures.

Further material involving particle-level geometric prediction (mass, spin, and charge mapping) is under development and remains unpublished for now.

Author: K. R. Cassar (Independent Researcher)
Note: Author publishes under scientific name K. R. Cassar.