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Demonstrates that a finite error-correcting code ensures anomaly cancellation in Standard Model, suggesting a new approach to model constraints.
This paper studies Standard-Model gauge anomaly cancellation inside the finite-QEC Holographic Circlette substrate. It shows that an [8,4,4] binary record cell with four Boolean rules selects the Standard-Model Weyl content and makes anomaly cancellation a forced, non-generic compression result, rather than a separately imposed coincidence of charges. The upload is accompanied by exact-arithmetic audit scripts in the public source-code repository.
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David Elliman (2026) studied this question.
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