Claims & Evidence Registrar › H03

H03 · Internal identities

theorem-grade algebraic identities (φ²+φ⁻² = 3, det J_vac = 1, the 7/16 mismatch identity, spectral multisets) — no physical attachment claimed here

A hub is navigation, never a claim; it confers no support on the entries it lists (charter §10.1). 15 record(s).

idclasstitlemath status / attachment (as printed)review
LIB2-046CLAIMThe golden spectrum obeys the reciprocal-square identityNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-047CLAIMThe working golden vacuum has unit Jordan determinantNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-048CLAIMThe selected Jordan vacuum pair has Gram determinant sevenNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-049CLAIMThe octonion-dimension to Jordan-rank ratio is an internal identityNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-050CLAIMThe Peirce first-row weight factors into trace and generation normalizationsNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-051CLAIMThe registered half-weight generator has fixed octonionic coefficientNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-052CLAIMThe fixed Peirce sector has the registered unique invariant generatorNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-053CLAIMFrobenius compatibility fixes the finite trace ratioNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-054CLAIMThe finite tick has an additive mirror-reversing gradingNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-055CLAIMThe finite carrier fails the cylinder-condition countNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-056CLAIMThe selected winding symmetry model has one scale classNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-057CLAIMThe retained PSL class-algebra coefficientsNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-058CLAIMThe cubic scaling model has a constant homogeneity derivativeNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-059CLAIMThe cubic coupling is relevant by the stated power countNOT_PRINTED / NOT_PRINTEDPUBLISHED
LIB2-356CLAIMThe internal mismatch identity is distinct from atmospheric registrationNOT_PRINTED / NOT_PRINTEDPUBLISHED

Generated from library_v2.jsonl. Declared volatile fields (R36): BUILD_STAMP.
BUILD_STAMP S371a · 2026-09-26T22:53Z · master 01d1a5873ede42f5 · cut 9dcc6ce9a8ee3e02