This document proposes a hypothesis linking material stability to entropy production, highlighting anomalies in solid-state systems.
This document describes a scientific hypothesis regarding the possible relationship between structural persistence and entropy production in solid-state systems. Within the proposed Entropic Mutation Theory (EMT) , it is postulated that material stability might not be a static state but a high-frequency recursive process ( f ≈ 10^13 Hz ). It is suggested that the "arrow of time" could be interpreted as a physical emergence of Material Persistence. The present work focuses on a specific prediction: systems with high lattice coherence (e.g., diamond) might exhibit anomalies in Raman linewidths at 4K , which would suggest the presence of an "Update Residue" or a dissipative cost linked to structural identity.
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Alejandro Oscar Gomez Bersano (2026) studied this question.
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