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Subatomic Particles as Relational Operators develops a relation‑first account of the subatomic domain in which particles are not fundamental objects but stable expressions of generative relational structure. The paper identifies four operators—separation, orientation, constraint, and expression—as the minimal machinery required for particle‑like stability. Fermions are interpreted as stabilized separation modes governed by antisymmetric constraints; bosons as coherence‑propagation modes that transmit orientation; gauge fields as the geometry of allowable relational transformations; and mass as the generative bandwidth required to maintain separation. This operator‑based framework dissolves the particle‑object ontology and unifies the subatomic families as relational modes within a single generative field, extending the relational accounts of space and spacetime into the microscopic regime.
Denis Bailey (Sat,) studied this question.