2026-06-13 (premise A as a conditional fixed-point theorem; the load relocates to one scope premise, v160)
Research changelog · TFPT — Introduction and reading guide
New module v160_seam_gaussianity_from_pf.py / . Formalises the proposed closure of premise (A) (``the seam bulk is a reflection-positive free field'') as a fixed-point theorem and types it honestly. The exact parts: (1) a quasi-free state has all higher connected cumulants [formula in source] — verified by the signed set-partition/Pfaffian moment [formula in source] cumulant inversion on a concrete pure Majorana cova
Opening source excerpt. Formulas and the full argument remain in the original document.
Source location and explicit evidence links
documents/changelog/sections/022-source.tex · lines 156 to 178
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- explicit script identifier v113_quasifree_kernel.py
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- explicit file citation v160_seam_gaussianity_from_pf.py
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- cross reference join SpectralGapAttractor.lean
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- explicit script identifier v160_seam_gaussianity_from_pf.py
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