Frozen Fluidity: Recursive Coherence as the Ontological Substrate of Time and Quantum Measurement

This paper introduces a foundational model for reinterpreting quantum mechanics and temporality through the lens of recursive coherence and fluid dynamics. Rejecting the traditional notion of time and measurement as artificial constructs, I posit both arise from structural perturbations within a coherence substrate, a dynamic field of recursively stable potential. Quantum superposition is reframed as a fluid coherence state, wherein measurement corresponds to a localized phase transition that temporarily crystallizes into an observable particle. Once the perturbation subsides, the system reverts to fluidic superposition. Time is not a universal axis but a measure of persistence within this coherence field, manifesting as the rate at which structural gradients evolve or dissolve. This model subsumes the measurement problem, collapses the necessity of Many-Worlds branching, and redefines probability as a coherence-weighted metric rather than fundamental indeterminacy. Drawing from prior work in Adaptive Quantum Coherence and Temporal Impermanence, this framework presents a unified substrate from which both time and quantum states emerge, governed by a single recursive evolution principle. The result is a theory that aligns information, entropy, and observation under coherent dynamics of frozen fluidity.