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This analysis derives the quantum error correction Péclet number, revealing implications for decoherence and coding strategies.
The Knill-Laflamme conditions for quantum error correction share exact structure with the void framework's constraint specification (transparent, invariant, independent). Code distance = coupling floor (T10). Logical error rate = Pe. The fault-tolerance threshold theorem = Pe=1 phase transition. Surface codes vs color codes as competing budget strategies analogous to BCS vs cuprate superconductivity. Derives the QEC Péclet number and falsifiable predictions for decoherence, code design, and threshold behavior.
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Anthony W. Eckert (2026) studied this question.
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