Sympathetic Resonance and Emergent Nonlocal Transit in an Information-Bearing Spacetime A Minimal Statement within the Sympathetic Harmonic Resonance Framework (SHRF)

Abstract We present a concise theoretical statement within the Sympathetic Harmonic Resonance Framework (SHRF) addressing the long-standing question of nonlocal connectivity in spacetime. In SHRF, spacetime is treated not as a passive geometric arena but as an active, information-bearing resonant medium. We show that under constrained conditions of phase coherence, two spatially separated regions may enter a state of sympathetic resonance, giving rise to a transient, nonlocal coherence bridge mathematically analogous to a wormhole. Crucially, this phenomenon does not require exotic matter, spacetime tearing, or violations of causality. Instead, it emerges as a permitted standing-wave solution of the spacetime resonance lattice. Traversal, in principle, corresponds to phase-aligned transport along coherence gradients rather than motion through intervening distance. This work reframes wormhole-like phenomena as conditional resonance states, clarifies their physical limits, and situates them as a natural—though highly constrained—consequence of coherent spacetime dynamics.