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module module high

IndisputableMonolith.Physics.NeutrinoSector

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The NeutrinoSector module supplies experimental mass-squared differences Δm²_{21} and Δm²_{32} in eV² together with approximate masses and phi-ladder rung assignments for the neutrino sector. Researchers calibrating Recognition Science mass predictions against NuFIT data cite it when scoring the fractional ladder model. The module consists entirely of definitions and external anchors drawn from the imported constants and electron-mass results.

claim$Δm^2_{21}$, $Δm^2_{32}$ (in eV²), $m_2$, $m_3$ (approximate), rung_nu3, rung_nu2 on the phi-ladder, with calibration functions predicted_mass_eV and mass_display_calibration_of_external.

background

The module operates inside the Recognition Science native unit system (c = 1, ħ = φ^{-5}) defined in Constants.RSNativeUnits and draws empirical anchors exclusively from ExternalAnchors. It imports the T9 electron-mass derivation and its necessity proof from ElectronMass and ElectronMass.Necessity, together with rigorous φ bounds and rung-fraction support. The local setting is the extension of the ledger-fraction mass formula yardstick · φ^(rung-8+gap(Z)) to the neutrino sector after the eight-tick octave and D = 3 have been fixed.

proof idea

this is a definition module, no proofs

why it matters in Recognition Science

The module feeds NeutrinoMassScaleScoreCard, which tests the structural claim m_3²/m_2² = φ^7 inside the res_nu3 - res_nu2 = 7/2 model, and ParticleSummary, which assembles all Standard-Model parameters derived from Recognition Science. It supplies the single quarantined location for neutrino Δm² data required by the phase-2 neutrino-mass program.

scope and limits

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depends on (7)

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declarations in this module (53)