feat(M13.2): add AdS/CFT BCJ-QCD twistor and Wilson closure - #161
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Scope note: the existing workflow does not have a dedicated M13.2 test step. The M13.2-specific validation is the focused local campaign described in the PR. The implementation retains the formal claim boundaries: finite GKP/RT, twistor, BCJ/QCD, Wilson and ABJM checks; no derived AdS/CFT/gauge-string duality, evaluated interacting Witten diagram, independent BCFW proof, loop-amplitude result, full SU(2,2) action or continuum-QCD theorem. |
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M13.2
Expands the merged M13.1 scale-dilation carrier into a finite CAT/EPT holographic-amplitude closure, using the latest
entropic-physlib-linear-fullTIP8bafa9ab93cbb39e85909fc3837bb4b6e0dec748and its existing ZIL theorem graph.AdS/CFT surface
Twistor and BCJ/QCD surface
SL(2,C)boundary Möbius action;Wilson-loop surface
hbar = 2 pi k, kernel factorization, convergence range and normalized1/6loop convention.Registration
run_scale_dilation_soliton_studyas the stable M13.1 API;run_holographic_amplitude_studyfor M13.2;run_m13_model_studyto the latest M13.2 composition;MODELS.mdandMODELS_M13.md;Claim boundary
This is a finite and algebraic closure. It does not claim a derivation of AdS/CFT or gauge/string duality, an evaluated or holographically renormalized interacting Witten diagram, derived anomalous dimensions or a full conformal bootstrap, an independent BCFW/CHY proof from QCD Feynman rules, loop amplitudes, the full
SU(2,2)twistor action, or a continuum QCD limit. Wilson and RT observables are both executed but are not asserted to be equal.Validation
Before publication:
main;Branch audit
main@5bfecd5b43c4b07ba9ae9b09927a26ee7f7533e5ab2518b52141f5e7adb9cf6e774e0360a391619d