2026-06-13 (the cone reduces to one particle: premise A's scope premise discharged to a 16-dim statement, v161)
Research changelog · TFPT — Introduction and reading guide
New module v161_one_particle_reduction.py / . Discharges the scope premise of v160 (``the transport is gapped on the full Schwinger cone'') via Bogoliubov second quantisation. A quasi-free transport is [formula in source] , the second quantisation of a one-particle contraction [formula in source] on the [formula in source] -dim Majorana space; [formula in source] acts on the degree- [formula in source] correlator sec
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 134 to 155
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- explicit script identifier v113_quasifree_kernel.py
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- explicit claim identifier status_ledger.csv
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- cross reference join SeamResidualAxiom.lean
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- cross reference join tfpt_readouts_extension.wl
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- explicit file citation next.txt
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- cross reference join tfpt_readouts_extension.wl
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- explicit script identifier v158_fixed_point_stable.py
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- explicit script identifier v161_one_particle_reduction.py
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- explicit file citation v161_one_particle_reduction.py
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- explicit script identifier v160_seam_gaussianity_from_pf.py
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