Quantum Gravity: A Falsifiable Structured Hypothesis

Triune Harmonic Dynamics (THD) Hypothesis for Quantum Gravity By: Kevin L. Brown (Researcher, Inventor, Author) Can general relativity and quantum mechanics be unified through a deeper informational structure? Modern physics has two extraordinarily successful frameworks. General relativity explains gravity as the curvature of spacetime. Quantum mechanics explains microscopic reality through states, amplitudes, operators, uncertainty, and measurement. Each works with remarkable precision in its own domain, but the two frameworks still do not merge cleanly where both should apply at once: black holes, the early universe, quantum measurement under gravity, Planck-scale structure, and vacuum-energy behavior. This presentation introduces a falsifiable Triune Harmonic Dynamics (THD) hypothesis for quantum gravity. The central proposal is that gravity and quantum behavior are not separate foundational domains. Instead, they may be different phase-separated expressions of a deeper informational-curvature process. In this model, quantum mechanics describes local informational state evolution, while general relativity describes the large-scale geometric expression of accumulated informational curvature. The missing bridge is proposed to be an intermediate scalar-informational order parameter that determines when quantum state structure becomes visible as spacetime curvature. Rather than asking only, “How do we quantize gravity?” this paper asks a different question: Under what conditions does quantum information become gravitational geometry? The hypothesis proposes that spacetime curvature emerges when informational phase, energy density, and boundary conditions cross a measurable coupling threshold. Below that threshold, the system behaves quantum mechanically. Above that threshold, the system expresses geometric curvature. At the boundary between the two, the model predicts small but measurable residual effects. Topics covered in this presentation include: • The unresolved conflict between general relativity and quantum mechanics • Informational curvature as a possible bridge variable • Quantum states as constrained informational structures • Spacetime curvature as the geometric expression of accumulated informational stress • The THD three-phase framework applied to quantum gravity • The proposed bridge condition between quantum behavior and geometric curvature • Modified quantum-side and relativistic-side equations • Interferometric phase residuals • Boundary-dependent Casimir residuals • Quantum clock drift under informational curvature • Short-range gravity deviations • Decoherence-curvature coupling • Falsifiable criteria that could support or disprove the hypothesis The model is designed to be testable. It predicts that controlled quantum systems under high informational-curvature stress should show small residual effects beyond standard quantum and relativistic predictions. These may appear in atom interferometry, quantum clock comparison, Casimir-like boundary systems, short-range gravity experiments, or decoherence studies. The hypothesis is supported only if these residuals are reproducible, statistically significant, and scale with the predicted informational-curvature variables. It is falsified if no residual coupling appears under the predicted conditions, or if all observed effects are fully explained by standard physics and known experimental error. This paper does not claim to overthrow existing physics. It proposes a correction layer that must earn its place through measurement. If validated, it may offer a new path toward unifying gravity, quantum mechanics, information, time, and measurement inside one structured framework. Learn more about the framework and research: https://creationunified.com