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Prove P112 mixed-rank shortening through common support 38 - #3267
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Mister-Meeseeks merged 2 commits intoOct 17, 2026
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Summary
Add only
research/p112-mixed-support38/. The proof closes PR3260's D6 boundary. Equality would require a rank-six piece on 20 singleton coordinates in one live projective fiber; all 896 relevant axis fibers have rank-six capacity 18. The E6 branch uses the rechecked joint A2 incidence bound, with allowance 76 versus required 80.This is a sufficient theorem, with no sharpness, new historical profile exclusion, full C5, supplier or kappa claim. Global support capacities 12/20 and the Weyl-chamber theorem remain inherited dependencies. Exact PR3260/3262 proof and receipt bytes are retained and authenticated; direct exported replay needs no pending Git objects. Credit Nick Petalas's predecessor work, DreamingOfClouds/PR3154 and the retained E8/P112 lineage including joaqcoo. The concurrent uniform rank-five support46 result has a different predicate and is not a premise.
Canonical investigation and scope. Baseline is canonical main
463113d675af7410ac91d53a4fed51ec6494eb9a, priority revision 6. Selected science is unchanged.Evidence
REVIEW.jsonandCHECKS.json.Merge Danger
Door: two-way
Blast Radius: isolated
Only this research package is added. Shared tooling, frozen predecessors and the selected result are unchanged.