IndisputableMonolith.Verification.Preregistered.Hubble.Prediction
Preregistered Recognition Science predictions for the Hubble ratio and the dark-energy density parameter Ω_Λ. Cosmologists auditing RS against late-universe data cite these frozen formulas. The module only exposes the prediction values; it imports no measurement data, enforcing the structural preregistration split from the test harness core.
claimThe module freezes the Recognition Science predictions for the Hubble ratio $H_{\mathrm{RS}}/H_{\mathrm{obs}}$ and the dark-energy density parameter $\Omega_\Lambda$, with no dependence on measured cosmological data.
background
The preregistered test harness separates three layers: prediction modules, pure measurement modules, and tests that import both. The design goal is to enforce “formula frozen before measurement” structurally, so a prediction file cannot silently depend on the numbers it will later be scored against.
This module sits in the prediction layer for late-universe cosmology. It pulls RS-native constants (including the fine-structure infrastructure from Constants.Alpha and the tick quantum from Constants) and exposes two named prediction objects: the Hubble ratio and $\Omega_\Lambda$. No observational catalogs or likelihood code appear in its import graph.
Sibling names in the module are hubble_ratio and omega_lambda. Downstream tests compare those frozen values to data under relative-error and $1\sigma$ criteria.
proof idea
This is a prediction/definition module, not a theorem module. It declares the frozen RS formulas for the Hubble ratio and $\Omega_\Lambda$ from the constants layer. There is no tactic proof body to walk; the content is the preregistered numeric or closed-form predictions themselves, kept free of measurement imports.
why it matters in Recognition Science
Without a sealed prediction module, any Hubble or $\Omega_\Lambda$ comparison could be accused of post-hoc tuning. This file is the sealed side of that split. It is imported by Verification.Preregistered.Hubble.Test, whose stated job is to score the Hubble ratio on relative error and $\Omega_\Lambda$ within $1\sigma$.
In the broader RS stack the predictions ultimately rest on the forced constants (phi-ladder, alpha band, RS-native $c$, $\hbar$, $G$). The module itself does not re-derive those constants; it only freezes the cosmological outputs so the test layer can audit them cleanly against data.
scope and limits
- Does not import or encode observational Hubble or BAO measurements.
- Does not prove the Hubble ratio or Ω_Λ formulas from the forcing chain T0–T8.
- Does not run the relative-error or 1σ tests; those live in Hubble.Test.
- Does not claim resolution of the observational Hubble tension by itself.