allaun cfb07d1c62 fix: Hkdf formula now uses (α*β)^(m+n+1) denominator; zero sorries ... The Lean Hkdf had a bug: it used γ^(m+n+1) where γ=1/x, which gives 1/x^(m+n+1). But α and β (both = x) were passed but unused. The Python verification divides by (α*β)^(m+n+1) = x^(2(m+n+1)). With the old formula, (2,13,90,3) projection gate computed 1942069/2^17 ≈ 14.8 > 1/26 (FAILS). With the corrected formula 1942069/2^34 ≈ 1.13e-4 < 1/26 (PASSES). Also: - Removed floating docstrings that caused parser errors - goormaghtigh_passes_rrc now proves BOTH cases via simp+norm_num - closePair_threshold proves all 32 cases via simp+rcases+norm_num - section4_rrc_kernel: 0 sorries, 3298 jobs, 0 errors		2026-06-23 11:42:16 -05:00
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BindingSite	docs: Fisher metric bridge — full/tangent space equivalence	2026-06-23 08:12:17 -05:00
CoreFormalism	fix: address adversarial review findings	2026-06-23 08:28:30 -05:00
PVGS_DQ_Bridge	fix: Hkdf formula now uses (α*β)^(m+n+1) denominator; zero sorries	2026-06-23 11:42:16 -05:00
RRCLib	feat(rrc): bare-minimum RRC refactor into SilverSight	2026-06-21 09:08:48 -05:00
SilverSight	fix: eliminate cross-project Semantics.FixedPoint imports	2026-06-23 05:56:48 -05:00
UniversalEncoding	Fix: resolve sorrys across PVGS, UniversalEncoding, ChiralitySpace, QAOA	2026-06-21 05:35:53 -05:00