Elastic–Causal Interaction: The Dynamic Bridge Between Informational Elasticity and Tempo–Tension Curvature

Quantum entanglement has long been interpreted as evidence of nonlocal correlations that appear to violate classical causality.Within the Dynamic Universe Matrix (DEM) framework, however, this phenomenon is redefined as contextual simultaneity—the synchronous re-creation of correlated entities across the informational continuum of the universe. By defining contextual identity as the logarithmic ratio between two successive states of existence, ΔQ=ln⁡ ⁣(X2X1)(1) entangled systems are shown to share identical ΔQ values regardless of spatial separation.Their correlation arises not from any signal exchange but from continuous re-creation at each Planck-scale interval, governed by the equilibrium between contextual deviation (ΔQ) and informational entropy (σQ). A contextual correlation coefficient is introduced as CΔQσQ=cos⁡(ΔQ1−ΔQ2)(2) which quantifies entanglement without invoking probabilistic collapse or hidden variables.Thus, entanglement is reframed as a manifestation of contextual symmetry within the elastic informational matrix that unifies quantum, cosmological, and cognitive domains.