This work develops a constraint-based scalar unification framework linking curvature, equilibrium entropy, and dynamical production through a minimal algebraic predicate anchored by an invariant scalar Θ. The paper formalizes admissibility conditions, deterministic metric-context repairs, bounded-gradient domain boundaries, and a canonical coarse-graining protocol preserving algebraic invariance. Dimensional hardening is completed via minimal Planck-scale compensators. The framework is explicitly falsifiable and domain-aware, separating structural closure from model-dependent dynamics.
Nick Brown (Mon,) studied this question.
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