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Research: certify the sharp whole-word P104 Newton entrance - #3406
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Summary
Certifies this sharp conditional entrance among independent principal-ideal Gaussian Newton product modules. Every restricted source has an attaining coefficient, a separate backward witness check, and a literal failure when weakened by one pi. Exact correlations let N2 and N4 use 2 B9 where minimum-path propagation asks for 4 B9.
The symbolic theorem explicitly retains the native recipe/change-of-chart identities. The complete literal fixture does not independently prove those identities for every vector. This changes the global input contract; it does not admit the actual caller, implement a consumer, supply a physical saving or improve kappa.
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research/p104-newton-source-contract/is added. Credit Clear1nsight/PR3382, ywz65/PR2586, Tekalign/PR3025, Ross Richardson/PR3068 and the full retained P104/native/precision lineage. The active actual-caller investigation studies the first collector's 58-bank cone and named consumers. The distinct global scope is recorded in the advance claim.Evidence
python3.12 -I -Werror -B scripts/research_package.py --package research/p104-newton-source-contract. Standard library only. Proof, complete receipt, exact sources, limitations and open questions are included.Merge Danger
Door: two-way. One isolated eight-file research package.
Blast radius: package. Native covariance remains inherited. Actual preparation, physical ownership/routes/control, fast recursive pricing, consumer cost, tensor-depth/all-size extension and supplier admission remain open. The selected frontier and frozen predecessor inputs are unchanged.