Closed Surface Absoluteness and Quantum Duality: The Geometry of Observation and Discreteness

This work presents a unified view of existence based on closed-surface absoluteness.All observable phenomena are manifestations of recognizable closed surfaces, and discreteness originates from the countable nature of such closures.Solids are interpreted as temporally accumulated closed surfaces, while the surrounding medium forms complementary boundary surfaces.Within this framework, quantum duality arises from the minimal closed-surface unit and its tangential momentum form, expressed by which demonstrates the intrinsic directionality of φ and its role as a gauge field.The theory proposes that all measurable entities—mass, spin, field, and number—are consequences of the geometry of closed surfaces.