Quantum Behavior Tensor

We introduce the Quantum Behavior Tensor Q µν as the imaginary component of a complex Einstein field equation, bridging the geometric determinism of General Relativity with the probabilistic evolution of Quantum Mechanics.We postulate that the Unified Coherence Field possesses a dual nature where the Real sector governs mass-energy curvature and the Imaginary sector governs information probability flux.We demonstrate that the conservation of probability (Unitarity) arises as a geometric consequence of the Bianchi Identities applied to the complex manifold.Furthermore, we analyze the tensor's components to reveal that wave function collapse corresponds to a turbulent high-curvature event within the imaginary geometry, driven by the competition between diffusive wave mechanics and focused intention flux.