IndisputableMonolith.Relativity.ILG.Falsifiers
The module enumerates falsifier bands for ILG in the domains of PPN parameters, gravitational lensing, and gravitational wave signals. Researchers testing Recognition Science predictions against solar-system and astrophysical data would cite these bands to mark observable regimes. The module supplies core definitions plus default and ok variants that downstream verification steps can invoke directly.
claimFalsifier bands for ILG are enumerated as sets $B_{PPN}$, $B_{lensing}$, $B_{GW}$ of intervals in parametrized post-Newtonian coefficients, light-deflection observables, and gravitational-wave strain spectra.
background
Recognition Science derives gravity from the single functional equation whose solution yields the J-cost $J(x)=(x+x^{-1})/2-1$ and the self-similar fixed point phi. ILG is the resulting relativistic theory obtained after the forcing chain fixes D=3 and the eight-tick octave. The module supplies the concrete falsifier bands that translate these abstract structures into observable intervals for PPN, lensing, and GW tests.
proof idea
This is a definition module, no proofs.
why it matters in Recognition Science
The module supplies the falsifier enumeration required by parent theorems that close the Relativity verification loop for ILG. It directly implements the demand for testable bands that follow from the RCL composition law and the phi-ladder mass formula, allowing downstream results to reference concrete observational windows.
scope and limits
- Does not derive the ILG field equations.
- Does not assign numerical widths to the bands.
- Does not incorporate specific telescope or detector data.
- Does not treat cosmological or quantum corrections.