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IndisputableMonolith.Verification.CPT

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Public entry module for the CPT verification layer in Recognition Science. It re-exports the citation-friendly theorem surface for window identifiability and the P→B→A composition pipeline. Auditors cite it when mapping paper Theorems 4.5/6.5 and §§5–6 to Lean. The module itself is a thin import shell with no local proofs.

claimRe-export surface for the CPT formalization: the window-identifiability family $\mathrm{WINDOW}_*$ (paper Thm.\ 4.5 / 6.5) and the composed pipeline theorems $\mathrm{CPT\_PIPELINE}_*$ (paper P$\to$B$\to$A, §§5–6), all fully proved with no axioms or sorries.

background

Recognition Science treats CPT-side claims as a verification layer over the forcing chain and the Recognition Composition Law. The concrete theorems live one level down in Verification.CPT.Exports, which packages proved aliases for two paper families: window identifiability ($\mathrm{WINDOW}*$, Thm.\ 4.5 / 6.5) and the P→B→A pipeline composition ($\mathrm{CPT_PIPELINE}*$, §§5–6).

This module is the stable import path for that export surface. It does not introduce new definitions, cost functionals, or ladder arithmetic; it only exposes the already-proved CPT layer so downstream verification and paper-mapping code can depend on a single short name.

proof idea

This is a module shell, not a theorem. Its entire content is a single import of IndisputableMonolith.Verification.CPT.Exports. All mathematical work (window identifiability and pipeline composition) is discharged in the export layer and its dependencies; nothing is proved or axiomatized here.

why it matters in Recognition Science

Gives a single citation handle for the CPT verification package inside the Recognition monolith. Downstream consumers that need paper Thm.\ 4.5/6.5 window results or the §5/§6 P→B→A pipeline should import this module rather than deep paths. The upstream export doc states that every re-exported item is fully proved (no sorry, no new axiom), so this facade preserves a clean claim status for the CPT layer. No further parent theorems are listed as direct used_by edges from this module itself.

scope and limits

depends on (1)

Lean names referenced from this declaration's body.