Excluded in the stated class
Finite KO6 block alone does not supply a selfdual Pfaffian source
finding:finite-ko6-pairing-does-not-supply-standalone-pfaffian-source
For antiunitary J and selfadjoint D, B(x,y)=<Jx,Dy> has transpose sign epsilon epsilon_prime. The actual v252 KO6 block therefore gives a symmetric form; its standalone Grassmann quadratic term vanishes. Gamma_F J_F changes both signs and does not repair it. An actual Majorana constructor output moreover has four simple eigenvalues in the full96 space; Kramers excludes EVERY square-minus antiunitary commuting with that same D there. The Majorana-off control permits an explicit internal alternative. The ordinary local KO4 times KO6 product instead supplies the correct KO2 Pfaffian type if its original spinor source and common domain are actually derived.
Scope: Only the direct selfdual finite Pfaffian ansatz and universal internal J repair at fixed D. The Kramers countercase belongs to the existing constructor class and does not assert selected physical masses. Independent complex barpsi/psi, other correctly derived local sources and the4D product action remain possible. KO4 modulo8 does not derive metric dimension4, Lorentz signature or P1 quantization. Exact18 control checks and independent analytic review; no full suite or ledger promotion.
Required premises and original source excerpts
- Do not identify source types
Observable algebra, OS reflection, state, collar operator, time evolution, carrier connection, family holonomy, and readout are distinct data until an original map relates them.
premise:typed-source-structures - Actual finite KO6 block and tested selfdual ansatz
Given the existing v252 constructor with selfadjoint D_F, antiunitary J_F, J_F²=+I, J_F D_F=D_F J_F and J_F Gamma_F=-Gamma_F J_F. Test the additional direct Pfaffian identification through B_F=<J_F.,D_F.> and a universal internal rechoice of J at unchanged D_F. Control parameters of the published constructor class are not selected physical TFPT values. A total spacetime domain or Grassmann source law is not presumed derived from P1.
premise:original-v252-real-finite-block-and-selfdual-field-test
- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/fermionic_source_type_20261029/PROOF.txt, lines 1–195
Source SHA256: 46af047b5d8f80d7cfab5eb9f4aaac964f116b9e03fea63a99fc07ed2de35d68
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- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/fermionic_source_type_20261029/INDEPENDENT-REVIEW.txt, lines 1–37
Source SHA256: a6067a969660c06520b119fb26c06743b81168810ae98f768570ae2e577cd306
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- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/fermionic_source_type_20261029/check_finite_fermion_type.py, lines 1–112
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- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/fermionic_source_type_20261029/finite-fermion-type-results.json, lines 1–66
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- verification/v252_full_finite_triple.py, lines 102–132
Source SHA256: 820254440e178430422e50605067775656236602996307f67c9e69124ba5d163
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- verification/v252_full_finite_triple.py, lines 225–255
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- verification/v250_dirac_triple_contract.py, lines 1–28
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- verification/v254_inner_fluctuations.py, lines 6–25
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- documents/archive--tfpt-45--source_extracts--01_boundary_kernel_source/sections/001-section-primitive-core-and-carrier-interface-handoff.tex, lines 83–91
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