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A Classification Theorem for Admissible Standard-Model Structures

Amos Jay Maley

Overview This paper establishes a classification theorem for admissible particle-physics bookkeeping structures at the Standard-Model level. The result is not a new dynamical model, parameter prediction, or phenomenological extension. Instead, it is a constraint-theoretic exhaustion result : Under admissibility, standing preservation, transport completeness, and reuse consistency, the admissible bookkeeping space contains a single occupant up to identity-preserving equivalence . Core Result The main theorem prov...

All-version DOI
10.5281/zenodo.20039309
Archive page
https://constraintsystemsinstitute.org/papers/a-classification-theorem-for-admissible-standard-model-structures-10-5281-zenodo-20039/
Report number
CSI-ZENODO-20039309
Publication date
2026/05/05
Source record
https://zenodo.org/records/20039310