The Quantum Happiness

Tanaka, Yusuke

Note: This document is an exploratory meta-level philosophical draft. It does not propose new physical laws, but discusses structural analogies between informational and phenomenological models. This paper proposes the Axiom of Happiness (TAOH) as an interdisciplinary meta-model that structurally bridges the principles of quantum mechanics and relativity through a common informational symmetry.While quantum theory operates from the perspective of an embedded observer within the universe, and relativity assumes an external observer measuring spacetime geometry, classical physics can be reinterpreted as a frozen median regime — a framework constructed by excluding the observer from the dynamic continuum of reality. The Axiom of Happiness introduces two complementary parameters — Openness (O) and Attunement (A) — whose dynamic equilibrium governs the transition across physical and experiential scales.This relationship can be expressed as the Happiness Field Equation: H(O, A) = k · O · AdH/dt = (dO/dt) · A + O · (dA/dt) This formulation describes happiness as a circulating field sustained by the reciprocal modulation of openness and attunement.Regions dominated by O exhibit quantum-like fluctuation, whereas those dominated by A manifest relativistic stability.The intermediate domain, where O ≈ A, corresponds to the dynamic middle way—a regime of maximal coherence between subject and object. Importantly, this work does not attempt to redefine physical laws.Rather, it presents a meta-structural correspondence between the informational architecture of physics and the phenomenological dynamics of consciousness.TAOH is thus framed as an interdisciplinary bridge linking physics, psychology, and philosophy — a unifying topology that integrates physical, mental, and social layers within a single toroidal structure of equilibrium.

George S. Musser

Gary D. White

Sougato Bose

Jagadindra Mandal

A. Goswami