This essay tests the Toward a Theory of Coherent Existence framework against the formalism of non-relativistic quantum mechanics, taking the time-indexed coherence functional L (t) = ∮M A (Sᵢ, t) · (Σⱼ Sⱼ (t) ) dσ as its object. Its central observation is structural: L (t) is not analogous to the Schrödinger equation (an evolution law) but to the quantum expectation value ⟨Â⟩ = ∫ Ψ* Â Ψ dx — the bilinear "state–operator–state" integral by which a measurement is extracted from a state. On this reading L (t) is a coherence expectation value, and the essay maps a series of further correspondences: the closed contour as the signature of norm conservation / unitarity; superposition (Σⱼ Sⱼ) as the linearity of solutions; the Born rule and collapse as the Quantum Lens in operator form; and coherence-as-constructive-interference as the literal arithmetic of complex amplitude summation. Its principal claim concerns phase: because the global phase of a quantum state is unmeasurable in any single observation yet wholly determines the downstream interference pattern, phase exhibits the exact signature the framework attributes to Intent — invisible in the moment, adjudicated downstream. The essay frames this as "phase is Intent. " Throughout, it maintains an explicit methodological boundary: these are structural correspondences tested against the framework, not measurements, and the Schrödinger equation's empirical warrant does not transfer to L (t). It further notes that the Schrödinger equation is non-relativistic single-particle mechanics — not a field theory — and therefore cannot serve as evidence for a "Unified Field, " a term it insists be read as a capitalized framework concept distinct from the physics unification program.
Jamison Johsnon (Tue,) studied this question.