This formal axiomatic system describes flow dynamics in various substrates, proving mathematical coherence.
The mathematical kernel underlying the Substrate-Independent Emergent Ethics (SIEE) research program. This paper presents a formal axiomatic system describing flow dynamics that hold across material substrates — biological, computational, social, ecological. The framework provides mathematical foundations for cross-substrate analysis of cyclic systems, energy and information transmission, impedance-matching dynamics, and stability conditions. The math kernel grounds the theoretical claims of the broader publication series in formal derivation rather than analogy: where companion papers describe substrate-independence as a phenomenon, this paper proves the conditions under which substrate-independence is mathematically coherent.
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Corey Robichaud (2026) studied this question.
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