Dynamic Oscillatory Coherence (DOC): A Foundational Framework for Recursive Emergence of Physical Law

This series presents the Dynamic Oscillatory Coherence (DOC) framework—a first-principles theory in which mass, force, space, time, and constants of nature emerge from recursive interactions between coherence and dark coherence fields. Built upon a foundational spinor field Ψ=a+bi+c(−1)i\Psi = a + bi + c(-1)^iΨ=a+bi+c(−1)i, the DOC model reinterprets particles as stabilized oscillatory eigenstates, forces as coherence field gradients, and dimensionality as a recursive function of phase stability. Across a layered structure of Sections and appendices, this series formalizes:\n Recursive field equations for coherence-dark coherence dynamics Mass generation via phase locking and misalignment factors Force strengths from spatial and temporal coherence gradients Dimensional growth and variable constants such as ccc, GGG, and α\alphaα The emergence of time from discrete temporon chains The dark sector as a real-field eigenmode structure Coherence walls, infoton seed fields, and the universal observer In addition to reproducing key features of the Standard Model and general relativity, DOC offers natural resolutions to long-standing paradoxes: the origin of time, the value of constants, the structure of dark matter, and the emergence of observers. This work provides the foundational framework that has the potentiasl to produce a number of testible predictive for known anomalies in particle physics and cosmology, as well as a number of de novo preictions.