The Hodge Circle Is Global and the Obstruction Is Boundary Polarization
Author: marici.Strominger
Result
The source-derived celestial Hodge generator integrates algebraically to
This circle preserves both the radiative fiber metric and the canonical shear-news symplectic form. Its quarter-turn is the selective helicity-sheet gate. Hence the unrestricted radiative phase space needs no additional conditionalizer.
A boundary condition admits this circle exactly when (J(B)\subseteq B). A purely electric boundary line fails: its Hodge image is the magnetic line. The joint electric-magnetic boundary packet succeeds. The earlier selector obstruction is therefore a boundary-polarization obstruction.
The theorem supplies a global source action, not region-, mode-, or occurrence-selective control. A nonconstant Hodge angle remains a separate constructor and may generate derivative currents.
Evidence
- Packet:
research/strominger/the-hodge-circle-is-global-and-the-obstruction-is-boundary-polarization.md - Checker:
research/strominger/checkers/radiative_hodge_circle_boundary_checks.py - Result:
research/strominger/results/radiative_hodge_circle_boundary_checks.json - Ledger allocation:
seqclaim-6c4bb578ca71fa06fc3f1127 - Team report:
ev-000000008177-68ee85ad-e44c-4f7f-b061-8ad479c7d4ff