This work presents the Hinductive Coherence Principle (HCP) — a universal law uniting the dynamics of energy, information, and phase across scales from quantum circuits to consciousness.
Building on Arthur M. Young’s derivative hierarchy, Anirban Bandyopadhyay’s discovery of hinductance as the fourth circuit element, Arthur Eddington’s ψ-dimension of phase, and Terrence Deacon’s teleodynamics, the HCP proposes that the universe is a self-remembering system.
By extending the canonical electrical triad (capacitance, resistance, inductance) to include hinductance (H) and hyperhinductance (H′), this framework explains how systems store and evolve phase memory, giving rise to learning, regeneration, and consciousness itself. The mathematics of fractional hinduction formalizes remembrance as curvature in ψ-space, while biological systems — from mitochondria to fascia — demonstrate its embodied expression through coherent oscillations and feedback networks.
The result is a unification of physics and teleology: matter is no longer passive but participatory, and consciousness emerges not from complexity but from coherence sustained through time. The final synthesis — the “Equation of Coherence,” — recasts the conservation laws of nature as conservation of meaning. From Derivative to Divinity thus completes a century-long search for integration, revealing the cosmos as both physical process and spiritual remembrance — a living grammar of time itself.
