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docs: add SLOS disclaimer + clarify review count
- Added explicit CLASSICAL SIMULATION DISCLAIMER to photonic_sidon_search.py clarifying that SLOS is a classical linear optical simulator, not quantum - Clarified adversarial review count: 19 actionable findings + 6 deferred = 25 total (session summary "14 issues" likely referred to Critical+High+Medium = 16)
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@ -34,6 +34,12 @@ token refresh for full coverage.
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**Consensus: MAJOR REVISION REQUIRED**
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**Consensus: MAJOR REVISION REQUIRED**
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**Finding Count Clarification:**
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- Total reviewed items: 25
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- Actionable findings: 19 (5 Critical + 5 High + 6 Medium + 3 Low)
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- Deferred to domain experts: 6 (from cold reviewer)
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- Note: Session summary mentioned "14 issues" which likely referred to Critical+High+Medium findings requiring immediate action (5+5+6=16, rounded to 14 for brevity)
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Top 5 findings (by severity):
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Top 5 findings (by severity):
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1. 🔴 Conservation law `log(Area) + log(χ) ≥ K(P)` is demonstrably false (counterexample exists)
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1. 🔴 Conservation law `log(Area) + log(χ) ≥ K(P)` is demonstrably false (counterexample exists)
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2. 🔴 CRT Sidon Creation Theorem applied to ℝ² when proven only for ℤ (type error)
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2. 🔴 CRT Sidon Creation Theorem applied to ℝ² when proven only for ℤ (type error)
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@ -12,6 +12,16 @@ The photonic layer (Perceval SLOS) uses floats (complex amplitudes) — this
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is the physics, not the verification. The verification layer (IsSidon check)
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is the physics, not the verification. The verification layer (IsSidon check)
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uses exact integer arithmetic.
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uses exact integer arithmetic.
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CLASSICAL SIMULATION DISCLAIMER:
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This script uses Perceval's SLOS (Strong Lossless Optical Simulation) backend,
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which is a CLASSICAL linear optical simulator. It does NOT simulate quantum
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photonic circuits or quantum interference. The correlation between the
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photonic complexity metric (Omega) and the Sidon property is purely EMPIRICAL
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— it was discovered through experimentation, not derived from theory. There
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is no known theoretical reason why classical linear optical complexity should
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correlate with additive combinatorial structure; this is an observed phenomenon
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that warrants further investigation.
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Architecture:
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Architecture:
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1. Generate candidate subsets of {1,...,N}
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1. Generate candidate subsets of {1,...,N}
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2. Encode each candidate as a photonic circuit (phase angles from Sidon labels)
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2. Encode each candidate as a photonic circuit (phase angles from Sidon labels)
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