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Two key refinements from the fusion panel: 1. 'No axiom needed' → mu is MC in a Sidon-restricted split suboperad O_split ⊂ C^•(V,V) with forest-structured grafting tree. The obstruction vanishes not by cancellation but because the operadic composability graph is totally disconnected — no contraction path exists across Sidon-disjoint blocks. 2. Theorem renamed to 'Disjoint-operad MC flatness'. Added explicit O_split definition, operadic non-composability as a separate claim, and MC membership in O_split rather than the full CE complex. The correct slogan: MC solution = disconnected operadic forest fixed point, not MC solution = cancellation inside one connected algebra. |
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| .. | ||
| BOSONIC_MONTE_CARLO_PIPELINE_REVIEW.md | ||
| CARTAN_CONNECTION_FORMULA.md | ||
| COLD_REVIEWER_PROTOCOL.md | ||
| CONJECTURE_UPGRADE_ROADMAP.md | ||
| SIDON_ORTHOGONALITY_BYPASS_FORMULA.md | ||