Physics Under Admissibility Asymmetric Lorentz Compatibility

This paper analyzes physics under the constraint of admissibility, showing how core physical symmetries—specifically Lorentz compatibility—must be understood when representational scope, standing, and reference preservation are treated as fixed, non-negotiable conditions. It argues that admissibility enforces an asymmetric interpretation of Lorentz structure: symmetry is licensed as a representational compatibility condition, not as an ontic mandate imposed uniformly across all descriptive regimes. Within a closed admissibility framework, physical laws do not require global symmetry in order to remain valid. What is required is that symmetry claims preserve standing within their licensed envelope. Apparent violations, asymmetries, or preferred structures do not signal physical inconsistency unless they break admissible reference. When Lorentz symmetry is treated as ontically fundamental rather than as a representational constraint, scope-relative descriptions are incorrectly excluded or forced into illicit unification. The analysis is eliminative. No alternative physical theory is proposed, and no modification to established formalisms is introduced. Instead, the paper establishes a boundary condition: Lorentz compatibility is admissible where it preserves standing, and inadmissible where its enforcement would require scope transport or reference instability. Symmetry is thus constrained by admissibility rather than elevated above it. By situating physics explicitly under admissibility, the paper dissolves disputes over symmetry breaking, preferred frames, and foundational asymmetry that presuppose symmetry must be globally ontic. It closes these disputes by showing that the tension arises from misplacing representational constraints at the level of ontology, not from any failure of physical description.