Baryons, Color, and Quark Phenomenology from Phase-Topological Dynamics (TSO and QCD)

Baryons, Color, and Quark Phenomenology from Phase-Topological Dynamics (TSO and QCD) This work presents a phase-topological framework (TSO) for understanding baryonic structures, in which emergent properties such as color, confinement, and baryon number arise from self-referential, phase-closed leptonic modes rather than from assumed constituent quarks. By replacing traditional size-based and constituent-counting intuitions with topological phase closure and relational measurement, the framework reproduces key features of Quantum Chromodynamics (QCD), including: SU(3) color algebra and Casimir scaling Confinement and the absence of free color Color singlet formation in baryons Statistical and measurement-dependent emergence of quark- and gluon-like excitations The study also explores the energetic plausibility of baryon formation from leptonic assemblies and, in principle, via structured electromagnetic excitations. While remaining interpretive and mechanistic, the framework provides a coherent account of how relational and phase-topological dynamics can give rise to QCD-like phenomenology without invoking ontic quarks or gluons. The work is intended as a foundational contribution, providing both conceptual insight and a mathematical framework for future simulation or experimental exploration of emergent baryonic dynamics. For newcomers, a structured overview of the foundational TSO papers is available in “Time Space Oscillations. Introduction papers” (Zenodo DOI: 10.5281/zenodo.1767154). It guides readers through the core principles of TSO—Time dilation and Gravity equivalence, TSO & EM, TSO & QM—and shows how the present work fits into the broader framework.