The Standard Model is not derived but forced by admissibility constraints

How the mapping lines up Within the anchor–tensor–skin hierarchy: AnchorsNon-violable constraints—such as admissibility, standing conservation, identity preservation, and the prohibition of illicit scope transport. These are not physical laws; they function as conditions of intelligibility that govern what counts as a legitimate representation at all. TensorsLoad-bearing constraint structures, including symmetry requirements, representation compatibility, anomaly cancellation, renormalizability, locality constraints, and gauge consistency. These are not ontic entities, but structural necessities licensed and shaped by the anchors. SkinExpressive bookkeeping: fields, particles, couplings, Lagrangians, gauge groups, and parameter values. This is the level at which the Standard Model is formulated and operationalized. From this perspective, the Standard Model is neither fundamental nor arbitrary. It is what appears when tensor-level constraints are projected into an admissible expressive layer. That projection is what is meant, in this framework, by a shadow.