IndisputableMonolith.RecogSpec.ObservablePayloads
The ObservablePayloads module supplies the canonical dimensionless lepton mass ratios and CKM mixing angles as payloads for the Recognition Spec. Researchers deriving mass laws from RSLedger tiers or bridge geometry cite these structures to fix the observable semantics. The module consists entirely of definitions with no proofs or theorems.
claimThe module defines the payloads LeptonMassRatios with $\mu/e := \phi^{11}$, $\tau/e := \phi^{17}$, $\tau/\mu := \phi^{6}$ and CkmMixingAngles with mixing angles $V_{us}$, $V_{cb}$, $V_{ub}$.
background
This module belongs to the RecogSpec domain and imports only Mathlib. Its doc-comment states it concerns lepton-sector inter-generation mass ratios (dimensionless). Sibling declarations include LeptonMassRatios and CkmMixingAngles. The downstream MassLawFromLedger module uses these to derive the canonical mass-ratio payload with the explicit phi-ladder assignments from RSLedger tier structure.
proof idea
This is a definition module, no proofs.
why it matters in Recognition Science
The module supplies the LeptonMassRatios payload fed directly into MassLawFromLedger, which states massRatios = { mu_over_e := φ^{11}, tau_over_e := φ^{17}, tau_over_mu := φ^{6} }. It also supplies CkmMixingAngles to BridgeDerivation for the canonical mixing-angle payload from RSBridge geometry. These payloads close the observable interface between ledger tiers and measurable ratios in the Recognition framework.
scope and limits
- Does not derive the phi exponents from the forcing chain.
- Does not include quark-sector or neutrino masses.
- Does not compute numerical values or compare to experiment.
- Does not address electromagnetic or weak couplings.