Entanglement and Bell Inequalities from a Dynamically Emergent Temporal Structure

We present a reformulation of quantum entanglement and Bell-type correlations based on a dynamically emergent temporal structure defined by a future-directed vector field \(\Phi^\mu(x)\). This intrinsic temporal flow induces a physical foliation of spacetime, enabling a causal, local, and covariant account of quantum correlations. Within this framework, entangled states are described as topologically and causally coherent field configurations, and Bell inequality violations arise without requiring acausal nonlocality. Our results suggest a new geometric foundation for quantum nonlocality rooted in the spontaneous symmetry breaking of temporal order.