IndisputableMonolith.Physics.WZBosonRatioScoreCard
This module certifies agreement between the measured W/Z boson mass ratio and the phi-derived prediction from Recognition Science. Particle physicists or framework validators would cite the certification rows and holds theorem when checking SM-003 against data. The module assembles bracket rows, a sin-squared extractor, and a top-level certification object that consumes the upstream mass-ratio derivation.
claimCertification that the W/Z mass ratio $m_W/m_Z$ lies inside the Recognition Science phi-ladder bracket, together with the derived weak mixing angle $\ heta_W$ extracted from the same masses.
background
The module imports the W/Z mass ratio derivation (SM-003) whose target is to obtain $m_W \approx 80.4$ GeV from the phi-structure of Recognition Science. It introduces scorecard rows that bracket the ratio and extract $\sin^2\theta_W$ directly from the two masses. The local setting is the Physics domain, where Recognition Science constants (c=1, $\hbar=\phi^{-5}$) are already fixed and the phi-ladder supplies the mass formula.
proof idea
This is a definition module, no proofs. It defines data rows for the ratio bracket and sin-squared extractor, then packages them into a certification object whose holds theorem simply asserts consistency with the imported WZMassRatio result.
why it matters in Recognition Science
The module supplies the concrete scorecard for the SM-003 proposition on the W/Z mass ratio from phi. It feeds any larger Recognition Science physics validation pipeline that checks particle masses against the eight-tick octave and phi-ladder predictions, although no downstream uses are recorded yet.
scope and limits
- Does not derive the W or Z masses from the phi-ladder.
- Does not perform statistical fits to experimental datasets.
- Does not address other Standard Model parameters or couplings.
- Does not claim agreement outside the supplied bracket rows.