Quark Color as a Topological Feature of Closure

This material proposes a substrate-theoretic model where matter and the vacuum are not distinct substances, but rather a single medium existing in different states of aggregation. By analyzing lattice-QCD data, the author argues that because a nucleon's mass is roughly 91% dynamical energy from the vacuum rather than constituent mass, a hadron is best understood as a locally closed region of this medium. Using the Knaster–Tarski theorem, the text frames confinement as a structural necessity where only closed configurations can persist, meaning isolated fragments like quarks are never found alone. In this framework, quark color is redefined as a topological invariant that labels the specific form of an incomplete closure, becoming visible only when that closure is disrupted. The author identifies mass and gravity as identical perturbations of the balanced vacuum caused by the act of closure. Finally, the paper clarifies that while the theory explains the role and confinement of color, it treats the specific number of color values as an empirical measurement rather than a derived output of the topology.