IndisputableMonolith.Gravity.Analysis.Regge4DContinuumPreflightAudit
Audit layer over the Regge 4D continuum preflight: it records that geometric continuum-symbol targets remain open and that the honesty gap flag stays false. Gravity and QG workers cite it when checking that the frozen weak-field Einstein–Hilbert target, mesh carrier, TT data, and decoys have not been silently closed. Structure is a thin honesty package over the preflight import, not a continuum proof.
claimHonesty audit of the Regge 4D continuum preflight: geometric continuum-symbol identity targets stay open, and the preflight gap predicate remains $\mathrm{false}$. No continuum recovery of the weak-field Einstein–Hilbert action is claimed.
background
Recognition Science gravity work treats 4D continuum recovery of Regge calculus as a staged QG campaign. The upstream preflight module freezes, before any further computation, an independent continuum target (weak-field Einstein–Hilbert), a canonical mesh carrier, normalized transverse-traceless data, a pure-gauge family, and honesty decoys. Its own doc states explicitly that nothing there proves continuum recovery.
This audit module sits one import above that freeze. Its module comment is the honesty contract: geometric continuum-symbol identity targets remain open, and the gap flag stays false. The sibling object is the continuum preflight honesty package that packages those status bits for downstream consumers.
Local setting is therefore bookkeeping and non-closure, not a new dynamical claim. Readers should treat every continuum-looking name here as a frozen target or decoy until a later module discharges it.
proof idea
Definition and status module, not a proof development. It imports the Regge 4D continuum preflight, exposes the honesty package, and records two fixed facts: geometric continuum-symbol targets are still open, and the gap predicate is false. No tactic script closes a continuum limit; the argument is declarative status over the frozen preflight objects.
why it matters in Recognition Science
In the QG full-theory campaign this is the honesty gate on the first binding increment of the 4D continuum closure plan. Upstream freezes the weak-field EH target and decoys; this module prevents those freezes from being misread as proved continuum recovery. No downstream consumers are wired yet in the graph, so its role is protective: any later continuum or Regge-limit theorem must either leave the gap false and targets open, or explicitly supersede this audit. It does not touch T0–T8 forcing, RCL, or the phi ladder; it is gravity-analysis scaffolding discipline.
scope and limits
- Does not prove continuum recovery of the weak-field Einstein–Hilbert action.
- Does not close geometric continuum-symbol identity targets.
- Does not flip the preflight gap flag from false to true.
- Does not derive mesh convergence rates or TT gauge fixing theorems.
- Does not feed a named parent theorem in the current dependency graph.