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IndisputableMonolith.Gravity.SevenGaps.CampaignLedger

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Status board for the Seven Gaps quantum-gravity campaign of 2026-07-14/15. It records, per gap, what was machine-checked and what remains open toward full physical closure, and asserts that no full physical closure is claimed. Gravity and discrete-QG workers cite it when auditing campaign progress. The module is a pure status record: flags anchored to imported lane theorems, not a new derivation.

claimA campaign status record $S$ for the Seven Gaps program, with one flag (or open/closed marker) per gap lane, together with the explicit non-claim that full physical closure of the discrete gravity theory is not asserted. The flags are anchored to the imported lane results (ledger bridge no-go and corrected energy bridge; edge/tensor sector; discrete Lichnerowicz spectrum; hypersurface constraint closure; causal simplex Wick layer; path-sum measure).

background

The Seven Gaps campaign is the discrete quantum-gravity effort inside Recognition Science gravity: close the missing links from recognition-ledger geometry to a continuum Lorentzian theory with the right operators, constraints, and action. Prior discrete-gravity work in the stack was Euclidean; the Lorentzian and continuum-facing lanes are the hard residual.

Imported lanes supply the substance. Lane 1a proves obstruction theorems against equating cell ledger deficit with raw geometric hinge deficit. Lane 1b supplies the corrected ledger-to-geometry energy bridge and lists remaining model/open items. Lane 3 measures how small the vertex-conformal ansatz is inside full edge-perturbation space on a $5\times5\times5$ Freudenthal 3-torus and exhibits shear. Lane 4 connects lattice perturbation spectra on the flat 3-torus to the continuum Lichnerowicz operator. Lane 5 builds linearized ADM/Dirac-style constraint closure on a periodic lattice with honest Poisson brackets. The causal-simplex module adds CDT-style tetrahedron classes and a kinematical Wick layer in $D=3$. Path-sum measure completes the imported set.

This module does not re-prove those lanes. It aggregates their campaign meaning into a single per-gap status object.

proof idea

Definition and status module, not a derivation. It introduces a campaign status structure and a concrete status value whose boolean or open/closed fields are pinned to theorems and status records from the seven imported gap modules. Companion statements record that no full physical closure is claimed and that the campaign flags are anchored (tied to those imports rather than free-floating). There is no multi-step tactic proof of new physics here; the content is the ledger of what the 2026-07-14/15 campaign already certified versus what stays open.

why it matters in Recognition Science

Without a single campaign ledger, gap closures and residual receipts cannot bind consistently to the full-theory benchmark board. Downstream, FullTheoryLedger treats this as Phase-0c infrastructure: one boolean per pillar flips only when the target is kernel-checked and critic-passed. Gap4 operator-decoy receipts, Gap5 constraint-close status, Gap6 lookalike receipts, and the Wick-action interior-hinge / V2 close-status modules all import this status so ledger flips cannot invent closure by import cycle or by silent redefinition of open flags.

In framework terms this sits on the gravity side of the discrete program (eight-tick and $D=3$ forcing are upstream landmarks; here the work is continuum and Lorentzian residual control). It is the honesty layer: proved lane theorems stay proved, open continuum-algebra and action-continuation items stay marked open, and full physical closure is explicitly not claimed.

scope and limits

used by (6)

From the project-wide theorem graph. These declarations reference this one in their body.

depends on (7)

Lean names referenced from this declaration's body.

declarations in this module (4)