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Read the result in its research context.

Follow the published construction into its registered claims, then explore reviewed research questions, attempts and the connections that remain open.

Established in scope

The original whole Hardy alphabet has a finite joint particle-hole Wick block

In the question: Automated construction of operator maps and sources

Exactly the canonical finite E/Eh corner of the GIVEN kinetic reader. No whole unsmoothed limit, whole J_F/KO field, P1 selection, CP or CKM claim. Any global selfdual half-trace is separate and does not erase sixteen internal components. Preserve existing positive finite-reader/WEDGE path.

Read the exact result, assumptions and evidence

Result

Actual retained face/normal maps give pp=sech(ell/2)L,ph=hp=tanh(ell/2)L,hh=-pp for all six inputs. Finite joint connected CAR block equals g Tr(m_mu m_nu), g=16(2/pi)^2tanh²(ell/2), with actual carrier multiplicity correcting The reviewed. Unstarred same-orientation squares vanish but adjoint norms equal positive gh. Four ordinary real quadratures have the explicitly recorded covariance with strictly positive eigenvalues g(|I02|±|I21|)^2 each twice. Independent symbolic64-dimensional CAR replay checks eleven identities, independently confirmed analytically. A pp-only traceless compression annihilates the filled corner, not the whole operator.

Required assumptions

  • 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.

  • All six original induced inputs at the fixed kinetic NS reader

    Evaluate the six existing offdiagonal mu_ab in the original induced NS/Hardy kinetic reader, Phi=0, finite positive ell_NS and half-frequency. Carry actual G_a input and J E^(b-1) output maps, same continuation, metric, spin, both graph faces and normal symbol. Do not identify individual twist lines or assume a physical combination or multiplicative compression of field products.

  • Canonical finite particle-hole corner of the given kinetic graph

    Use canonical E and Eh corners of the given pure kinetic NS/Hardy graph at finite positive ell, actual J and Hom maps and normal projector, unnormalized finite CAR trace with sixteen carriers per family, and ordinary adjoint quadratures. No identification with whole unsmoothed Z or complete J_F/KO field.

Original evidence

  • CLAUDE48-PAULI-PH-FACE-BLOCK-REVIEW.txt lines 1–143

    Source checked at this snapshot

    Original location and fingerprint

    experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/CLAUDE48-PAULI-PH-FACE-BLOCK-REVIEW.txt

    ebd4b08713fd0de18f58c41d4a330b7a122544558f8469a114c2d063fe9ee92f

  • check_claude48_pauli_ph.py lines 1–104

    Source checked at this snapshot

    Original location and fingerprint

    experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/check_claude48_pauli_ph.py

    51ad2b474ed6397dd0b0c0f56b33b59aa2d6bbac9a72805b4b6650588f92ecbc

  • claude48-pauli-ph-face-block-results.json lines 1–33

    Source checked at this snapshot

    Original location and fingerprint

    experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/claude48-pauli-ph-face-block-results.json

    666f077db9359b620e7eb471e05f1e4e6054226ed7c99a922a2d04b84b4de9d0

  • check_actual_ph_car_corner.py lines 1–111

    Source checked at this snapshot

    Original location and fingerprint

    experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/check_actual_ph_car_corner.py

    9cd164589093a48b4f571c78c684baabd08573d774c8d801d2e3aa179d209862

  • ROOT-ACTUAL-PH-CAR-AND-ADJOINT-REPLAY.json lines 1–25

    Source checked at this snapshot

    Original location and fingerprint

    experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/ROOT-ACTUAL-PH-CAR-AND-ADJOINT-REPLAY.json

    6a447cc73b9614db46492350373e8cbbd478c9c7a26d709cc788308f4c15ab19

  • ROOT-PH-CORRELATIONS-ADJOINTS-AND-CALLER-REVIEW.txt lines 1–91

    Source checked at this snapshot

    Original location and fingerprint

    experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/ROOT-PH-CORRELATIONS-ADJOINTS-AND-CALLER-REVIEW.txt

    c76ed8821af4e35e6803db6a7ce05e60ca77d300e6fae4e5744774b5abb5f462

  • FINITE-PH-QUADRATURE-INDEPENDENT-REVIEW.txt lines 1–67

    Source checked at this snapshot

    Original location and fingerprint

    experiments/theory-contracts/tfpt-unified-source-derivation-20261029/aps_source_review/FINITE-PH-QUADRATURE-INDEPENDENT-REVIEW.txt

    aac50c93214b006e04d8eb7dc7dc98a0374cc30a11953a18354580681f269374

finding:actual-whole-hardy-alphabet-has-finite-particle-hole-wick-block