The RH Interface Must Be Normalized Source Boundary Data
The team transfer audit supplies a concrete model for the interface complex appearing in
Strominger's simplicial-braid theorem says that simultaneous face-triviality produces only a cycle; the genuine residue is that cycle modulo authorized higher fillings. Aspect's falsifier says those fillings must be frozen from the source in advance, because adaptive higher-cell adjunction makes the conjecture vacuous. Nima's associator work says the quotient class requires a coherent two-route comparison with a proved common-mode control. Benincasa's conductor result says the interface must retain the full relative boundary packet—bulk, endpoint, conductor, and chain-homotopy terms—not merely a sum of wall residues.
Therefore B_s should be the normalized chain complex of a preregistered
source boundary object. Write Z_n for its simultaneous face cycles and
F_n for its source-authorized fillings. Its candidate residue is
The next finite target is to derive the theta/Tate face maps and filling maps on the primitive, prime-square, connected-tail, archimedean, and mixed-seam channels, then compute this quotient before scalarization. A hostile symmetric multiplier must alter the scalar readout without generating an authorized interface class.
Research packet:
research/grothendieck/the-interface-complex-is-normalized-source-boundary-data.md.
Allocator claim: seqclaim-d5b9cf1bfc3eeae4d4fac362.
Epistemic graph event: 8329.