Part 19Structural Phase Closure as a Generator of Physical Laws: Hong's Phase-Open Dynamics as a Constitutional Framework

📌 Zenodo Description Structural Phase Closure as a Generator of Physical LawsHong’s Phase-Open Dynamics — Constitutional Framework (v1.8) This work proposes that the standard equations of physics are not independent postulates, but envelope realizations of a single structural master dynamics. At the constitutional level, all admissible physical laws arise from one discrete rotational equation governing phase closure: Prime–phase admissibility fixes spectral constraints. A single SRCD–JS–SH discrete rotational master equation governs norm preservation, locality, and adjacency. Continuum equations emerge as shell-filtered envelope projections of this discrete dynamics. Within this framework: Wave equations arise from symmetric adjacency dominance. Schrödinger dynamics appears as a structure-hiding compression of real two-channel rotation. Dirac structure follows from minimal Clifford closure of discrete transport. Gauge transport emerges from adjacency-consistent phase propagation. Einstein-type curvature laws arise as long-wavelength elastic responses under Shell-3 dominance. Fluid and kinetic equations appear as coarse-grained transport envelopes. No continuum equation is assumed independently.No quantization axiom is inserted externally.No curvature action is imposed by hand. Instead, a single structural equation generates multiple continuum realizations through projection, coarse-graining, and representation change. The framework is not presented as a phenomenological fitting model.It is a constitutional generator: it determines which equations are structurally admissible before numerical calibration. Two structurally unavoidable deviation channels are identified: A quartic residual hierarchy inherited from discrete adjacency. A sharp phase-open activation threshold governed by a universal mismatch scale. Within the long-wavelength regime, the theory is observationally black-box equivalent to conventional continuum PDE classes.Outside that regime, it yields falsifiable operator-level deviations. This document presents the constitutional structure and representative derivation capsules.Numerical calibration and phenomenological refinement are intentionally separated from structural admissibility.