The Standard Model of particle physics contains 19 free parameters, and the ΛCDM model introduces at least 6 additional ones. Each new observational anomaly is addressed by adding new parameters rather than questioning fundamental assumptions. This paper argues that this “parameter debt” originates from a single root: the lack of a primordial topological ontology. Based on the PFUSRC axiomatic system 2, 9—specifically the 45° triple coaxial bicone as the unique steady-state geometry of the universe 2—we derive the gauge group, particle spectrum, and Lagrangian of the Standard Model from first principles. The core results are: 1. Gauge group origin: The three layers of the bicone project to SU (3) C (upper cone, expansion/color confinement), SU (2) L (waist ring, weak isospin), and U (1) Y (lower cone, hypercharge). No other gauge group is possible 1. 2. Particle spectrum: Fermions (half-integer spin) arise from lower-cone contraction dynamics; bosons (integer spin) from upper-cone expansion dynamics; the three generations correspond to the triple coaxial nesting 3. 3. Weak mixing angle: Rigorously derived as sin²θW = 11/48 ≈ 0. 22917, with the small deviation from the PDG average (0. 23122 ± 0. 00004) 22 explained by energy-scale-dependent projection of the small bicones 1. 4. Fine-structure constant: α⁻¹ = 11² + 4² = 137, topologically exact; the experimental value 137. 036 includes projection-layer fluctuations 22. 5. Lagrangian: The PFUSRC action reduces to the Standard Model Lagrangian in the low-energy, weak-field limit, with all parameters fixed by 12/11, 55, and 137 1. We present falsifiable predictions: the running of sin²θW with energy scale deviates from the Standard Model renormalization group flow above a few TeV; new particles corresponding to the 55 datum points and prime nodes appear at predicted mass windows; proton decay is topologically suppressed with a specific partial lifetime. This work eliminates all free parameters of the Standard Model, replacing them with topological constants derived from the 45° bicone. The geometric and field-theoretic derivations follow standard differential geometry and quantum field theory methods 14, 20. The theoretical predictions can be tested by future collider and underground experiments 25, 26.
Zhenmin Wang (Sat,) studied this question.
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