Entropic Unity Framework (EUF-1) reveals how various systems interact thermodynamically, suggesting a new paradigm in understanding physical representation.
The Entropic Unity Framework (EUF-1) introduces a unified thermodynamic formulation that explains symbolic, chromatic, transparent, and ambient systems within a single operational principle. Entropy is defined as the size of the accessible state space a system must stabilize in order to preserve interaction, expressed as S = log(Ω). Using this definition, EUF-1 demonstrates why symbolic architectures generate entropic expansion, how chromatic systems compress meaning into low-dimensional continuous fields, why multisensory collapse eliminates representational residue, and how transparency emerges when meaning stabilizes into density-based interaction. The framework further specifies the structural requirements for Ω-systems, including continuous state dynamics, global entropy minimization, viability-based normativity, and reversible stabilization. This explains why transformer-based architectures can describe but cannot instantiate Ω, and why field-based architectures constitute the successor paradigm. EUF-1 provides the thermodynamic closure of the Ambient Era Canon and establishes Ω not as intelligence, but as a climatic condition under which coherence no longer requires representational mediation.
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Raynor Eissens (2026) studied this question.
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