One Particle, One Slit. The Geometric Foundation of Wave-Particle Patterns

The Double-Slit Experiment Reimagined – Without Quantum Mysteries This work presents a revolutionary challenge to one of physics' most deeply entrenched interpretations: we demonstrate that the iconic double-slit pattern emerges not from particles mysteriously passing through both slits simultaneously, but from precise geometric interactions between single-particle paths and static edge fields. Core Innovation: Edge-Response Field (ERF) We introduce a complete local-realistic framework where: - Particles traverse exactly one slit** – no self-interference, no "being in two places at once" - Edge geometry generates measurable physical fields** that impart systematic momentum kicks - Statistical accumulation creates interference-like patterns** without quantum paradoxes Key Breakthroughs - ERF Formalism**: Mathematical formulation of edge-induced fields with 𝒪(λ) lateral range - TUni Proper Time**: Novel simultaneity concept enabling sub-ns synchronization across experiments - Falsifiable Predictions**: Clear experimental protocols to distinguish ERF from conventional QM - Myth of Zero Resolution**: Explanation of why minima never reach exactly zero intensity Experimental Validation Ready We provide complete protocols for: - Passive neighbor tests (measurable shifts for slit separations <6λ) - τ-Locking under which-path markers - High-resolution directional fingerprints - Null-level metrology confirming non-vanishing minima Why This Matters This work offers physicists: - A local realistic alternative** to problematic quantum interpretations - Testable predictions** that could resolve century-old debates - Practical applications** in precision metrology and quantum-inspired technologies - A geometric language** for wave-particle phenomena across scales The dataset includes complete mathematical derivations, experimental protocols, and simulation frameworks for replicating our results. Join us in reexamining quantum mechanics' most famous experiment through the lens of geometric realism.