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A registered result in its source context

Original ledger classification: Identity (exact finite projected counts and conditional symmetry obstructions)

Recorded statement: Full 192-mode site exterior character and exact mod5 Frobenius reduction give Gauss dimension3 mod5 for one site and0 mod5 for the open 2x2x2 cube with the specified nine-irrep link truncation; parity sectors4 mod5 at one site. Abstract…

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PARENT.GAUSS.D4.ROUND4.01

Original ledger classification: Identity (exact finite projected counts and conditional symmetry obstructions)

Original claim text

Full 192-mode site exterior character and exact mod5 Frobenius reduction give Gauss dimension3 mod5 for one site and0 mod5 for the open 2x2x2 cube with the specified nine-irrep link truncation; parity sectors4 mod5 at one site. Abstract Weyl divisibility obstruction is not universal after Gauss projection. Symmetric 12D D4 cap has unique selected-sector ground and gap1, but the invariant-vector space has dimension2; no canonical full-state selector. Actual symmetric one-fermion lift forbids all Majorana bilinears.

Original classification detail

[E] finite counts and selected-subspace cap; T6/T8 remain [O]

Dependencies as recorded

FLAV.NU.TEXTURE.MECHANISM.01; FTRANSFER.SK.RHO0.01

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Registered verification modules

  • v1028_gauss_d4_cap.pyRegistered verification module · frontier
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    Gauss residues with full 192-mode site characters and specified nine-irrep cube links; symmetric selected-pair-space D4 cap; no canonical clock family, mass texture or global state

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