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The specified free curvature field target

Original ledger classification: Identity in declared zero-mean free target [E]; TFPT identification [O]

Recorded statement: Declared local tensor target after removal of the entire unstable global zero block: C=r^4 P_TT, positive pure quasi-free Weyl/Fock state with 2(V-1) real oscillators and thermodynamic then distributional continuum limit. Full written…

Statement, assumptions and sources

Paper context: Frontier and open physical interfaces

The exact identifier, original classification and full claim are available below.

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GRAV.FREE.CURVATURE.FOCK.01

Original ledger classification: Identity in declared zero-mean free target [E]; TFPT identification [O]

Original claim text

Declared local tensor target after removal of the entire unstable global zero block: C=r^4 P_TT, positive pure quasi-free Weyl/Fock state with 2(V-1) real oscillators and thermodynamic then distributional continuum limit. Full written analytic proof plus 53 exact and 16 floating checks; finite-dimensional exact CCR excluded. No microscopic TFPT derivation or nonlinear coupling.

Original classification detail

[E] free-target theorem only; T7 and TOE remain [O]

Dependencies as recorded

GRAV.SPIN2.LOCAL.CONSTRAINT.01; GRAV.SPIN2.EMERGENCE.01

Open the original ledger source, row 785

Location recorded in the ledger

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Registered verification modules

  • v1031_quantum_tensor_curvature.pyRegistered verification module · frontier
    Read the description recorded in the module registry

    Free zero-mean curvature Weyl/Fock target and distribution limit; no TFPT parent

A registered module is a source reference. Its presence does not assert that the module was executed in this snapshot.