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Complete proof of Deutsch's theorem with phase kickback lemma and step-by-step derivation. Compares five major formulations: - Deutsch (1985): original probabilistic version (p=1/2) - Deutsch-Jozsa (1992): deterministic n-bit, 2 queries - Cleve-Ekert-Macchiavello-Mosca (1998): deterministic, single query - Nielsen-Chuang (2000): canonical textbook presentation - Calude (2006): de-quantization using higher-dimensional classical bits Includes de-quantization critique (Abbott et al.), classical wave analogies, and analysis of when quantum advantage is genuine vs artifactual. Adds 6 verification tests to ruqu-algorithms confirming all four oracles produce deterministic correct results via the ruqu-core simulator, including a phase-kickback amplitude-level check. https://claude.ai/code/session_01B1NkbLDWYPaacS9miKsnvW |
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| ADR-QE-001-quantum-engine-core-architecture.md | ||
| ADR-QE-002-crate-structure-integration.md | ||
| ADR-QE-003-wasm-compilation-strategy.md | ||
| ADR-QE-004-performance-optimization-benchmarks.md | ||
| ADR-QE-005-vqe-algorithm-support.md | ||
| ADR-QE-006-grover-search-implementation.md | ||
| ADR-QE-007-qaoa-maxcut-implementation.md | ||
| ADR-QE-008-surface-code-error-correction.md | ||
| ADR-QE-009-tensor-network-evaluation.md | ||
| ADR-QE-010-observability-monitoring.md | ||
| ADR-QE-011-memory-gating-power-management.md | ||
| ADR-QE-012-mincut-coherence-integration.md | ||
| ADR-QE-013-deutsch-theorem-proof-verification.md | ||