Theory of Everything 1.2 (updated 6. January 2026)

This work introduces a unified structural dynamics framework designed to describe the evolution of systems across physical, chemical, biological, and informational domains within a single mathematical formalism. The theory is based on a semilinear parabolic field equation that combines diffusive coupling, linear relaxation, and threshold-driven activation, thereby capturing stability, sensitivity, and irreversible structural transformation within a unified dynamical architecture. The framework is mathematically well posed and dimensionally consistent, and it admits clearly defined limiting regimes. In the reversible sub-threshold limit, the structural field equation reduces to the nonrelativistic Schrödinger equation, including a potential term whose origin is traced to static structural inhomogeneities of the environment. In this interpretation, quantum dynamics emerges as a special case of reversible structural evolution, while classical relaxation and irreversible transitions arise when threshold activation becomes relevant. By embedding classical and quantum dynamics within a single structural formalism, the model provides a general description of order, stability, and transformation without relying on system-specific assumptions. The framework thus offers a concise and broadly applicable foundation for analyzing complex dynamical processes and for identifying unifying principles that govern behavior across scales.