Threshold Coherence in Relational Quantum Systems: A Testable Framework

Mark Fulwider is an independent researcher and theoretical physicist developing Relational Field Theory (RFT), a framework where quantum systems are modeled as relational networks with emergent dimensions. RFT defines a state space of phases and link weights, where coherence thresholds (R ≥ Rc) trigger the formation of boundary sets with 4D kinematics, as outlined in the preprint Threshold Coherence in Relational Quantum Systems: A Testable Framework. Through mathematical modeling and computational simulations, Fulwider’s work proposes testable predictions using Franson interferometry to detect coherence-driven transitions, distinct from existing quantum and geometric theories.