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8ca87c63fb
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feat: add 8 solved Erdos problems to validation (18/18 deterministic)
New Erdos problems tested:
- Erdos squarefree (Ramaré-Granville 1996) λ=6.70 CognitiveLoadField
- Erdos-Moser (1+2=3) λ=5.38 CognitiveLoadField
- Erdos-Ginzburg-Ziv EGZ theorem λ=3.90 SignalShapedRouteCompiler
- Erdos-Ko-Rado intersecting families λ=5.95 CognitiveLoadField
- Erdos discrepancy (Tao 2015) λ=5.72 CognitiveLoadField
- Erdos primitive set (Lichtman 2022) λ=5.23 CognitiveLoadField
- Erdos-Graham Egyptian fractions (Croot 2000) λ=3.32 SignalShapedRouteCompiler
- Erdos-Heilbronn subset sums λ=6.38 CognitiveLoadField
All 18/18 deterministic, all signal detected (λ >= 1.5)
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2026-06-30 06:49:39 -05:00 |
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1165fdbf39
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feat: add 4 more known equations to validation (Yang-Baxter, Cartan, Fisher-Rao, meta-solid 1/7)
- 10/10 proven equations now pass deterministically through PIST classifier
- New: Yang-Baxter braid relation (39/256, 1/7)
- New: Cartan connection crossing weights (39/256 diagonal, 1/7 block)
- New: Fisher-Rao spectral gap 9984/65536 > 1/7 threshold
- New: Meta-solid 1/7 from Sidon doubling combinatorics
- All produce stable matrix hashes across runs
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2026-06-30 06:47:42 -05:00 |
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4644303d50
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feat: known-equation validation — 6/6 proven equations pass deterministically
- validate_known_equations.py: tests Erdos-Renyi, Goormaghtigh (x3),
Hachimoji N=8, Sidon set through PIST classifier
- Every equation produces deterministic matrix hash + spectral radius
- All 6/6 signal detected (λ >= 1.5)
- Matrix hashes stable across runs (SHA-256 of canonical JSON)
- Receipt written to signatures/known_equation_validation.json
- Wired into entry gate as Layer 3 alongside Erdos-Renyi verification
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2026-06-30 06:32:15 -05:00 |
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