The Geometry of Biological Spacetime: A Direct Evaluation of Macroscopic Cortical Phase Dynamics via Resonant Manifold Quantum Emulation
The persistent incompatibility between the deterministic geometry of General Relativity and the non-local probabilities of Quantum Mechanics remains a foundational crisis in theoretical physics, epitomized by the Einstein-Podolsky-Rosen (EPR) paradox. Concurrently, systems neuroscience fiercely debates the physical validity of macroscopic cortical traveling waves, with skeptics often attributing these large-scale phase dynamics to volume conduction artifacts. This paper presents a comprehensive theoretical synthesis and direct generative evaluation that resolves both impasses. By evaluating stereotactic EEG data through the novel “Holographic Organism” hypothesis, we mathematically model the Enteric Nervous System as a holographic boundary acting as an optimal thermodynamic scrambler, and the neocortex as a Resonant Manifold quantum emulator.