1794299a6c
chore(quality): native_decide migration, docs, and phi pipeline cleanup
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Systematic native_decide → dec_trivial/rfl migration across all Lean modules
to comply with AGENTS.md rule 5 (no native_decide unless only option):
- CoreFormalism: BraidEigensolid, BraidField, ChentsovFinite, HachimojiBase,
HachimojiBridging, HachimojiCodec, HachimojiLUT, HachimojiManifoldAxiom,
Q16_16Numerics
- BindingSite: BindingSiteCodec, BindingSiteEntropy, BindingSiteHachimoji
- SilverSight: ProductSchema, ProductWireFormat, PolyFactorIdentity, Schema, WireFormat
- PVGS_DQ_Bridge: all three files (native_decide->dec_trivial)
- UniversalEncoding/ChiralitySpace
Additional changes:
- gemma4_mcp.py: upgraded to two-tier routing (local Gemma4 + FreeLLMAPI proxy)
- ChentsovFinite: added traceability map and Chentsov (1972) citation
- HachimojiBase: renamed Σ→Sig, Π→Pi to avoid non-ASCII issues
- Import path fixes for Mathlib 4.30.0-rc2 compatibility
- Doc updates: PURE_FORMULAS, SOS_CERTIFICATE, fundamental math derivations
- Build log: 2026-06-26 session findings
- BRKGLASS_NR_BRACKET_PROPOSAL: updated to REAL-DATA VALIDATED status
- New docs: FOUNDATIONAL_GUIDANCE, PURE_EQUATION_MAP, CHENTSOV_FINITE_MATH,
BREAKGLASS_FUSION_REVIEW_SPEC, COLD_REVIEWER_FORMULA
- New python: phi pipeline (equation_dna_encoder, ast_parse, charclass,
consistency, embed, output), nr_bracket_validation with receipt
Build: lake build SilverSightRRC — passes on all committed modules.
Excluded: HachimojiN8Bridge, HachimojiCharClass (missing
CoreFormalism.HachimojiManifoldAxiom olean — WIP)
2026-06-27 01:56:54 -05:00
299385d734
docs: SOS certificate replaces Baker's theorem — pure polynomial arithmetic
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The wall: Baker/Matveev requires transcendence theory (~1000 lines not in Lean).
The replacement: SOS certificates require polynomial arithmetic only.
Key formula:
gap(x,m) = s₀(x,m) + Σᵢ sᵢ(x,m)·gᵢ(x,m)
where sᵢ = Σⱼ qᵢⱼ² (sum of squares)
and gᵢ are BMS domain constraints
Verification: expand and compare. No transcendence theory needed.
No Baker. No Matveev. Pure polynomial arithmetic.
Formula-first: zero English in formulas.
2026-06-23 06:24:50 -05:00