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This research aims to show that physical laws derive from a singular structural equation rather than independent postulates.

February 24, 2026Open Access

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

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This research aims to show that physical laws derive from a singular structural equation rather than independent postulates.
Introduced a discrete rotational master equation guiding phase closure and spectral constraints.
Analyzed the emergence of wave and kinetic equations from this structural dynamic framework.
Identified two deviation channels affecting the structure and laws derived.
Demonstrated that continuum equations are projections of discrete dynamics.
Explained how various dynamics like Schrödinger arise from structural relationships.
Proposed universal thresholds governing phase dynamics and equations' structural admissibility.

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This work demonstrates how a discrete rotational approach generates physical laws, suggesting a unified framework.

Seunghyun Hong (2026) studied this question.

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