Structural Reinterpretation of Interference and Entanglement

This work presents a structural and geometric framework for understanding interference and quantum entanglement without modifying the formalism of quantum mechanics. Apparent nonlocality is interpreted as a consequence of finite measurement resolution rather than a fundamental physical property. The approach introduces a mirror-symmetric interval structure (I11) and shows how interference, entanglement, and related phenomena emerge as resolution-dependent projections of an underlying continuous geometry. The focus is conceptual and interpretative, aiming to provide a coherent geometric reading that remains fully compatible with established quantum theory and experimental results.