Causal Revelation and Structured Superposition in the Quantum Field: A Reformulation Based on QOFF

🇬🇧 Version 2 – Abstract Addendum

This updated version includes a significant refinement regarding the interpretation of superposition and entanglement in the QOFF framework.
Superposition is no longer treated as a mere probabilistic amplitude, but as a real and structured vibratory configuration in the quantum field.
Entanglement is reinterpreted as a stationary shared field mode—an extended coherent vibration across space—rather than a nonlocal probabilistic connection.
These clarifications appear in Sections 2 and 3. The original abstract is kept below for consistency.

This work is part of the ongoing development of the Quantum Ondulatory Force Field (QOFF) theory, which proposes a deterministic and physically grounded framework for understanding quantum phenomena. The central claim of this article is that quantum superposition is not an abstract probability amplitude, but a real and structured vibratory configuration in the quantum field. Measurement is modeled as a resonant filtering process, not a probabilistic collapse. The article introduces a Lagrangian extension to describe the field dynamics and proposes a causal reinterpretation of the Schrödinger equation, consistent with observed outcomes but based on vibratory coherence. The analogy of a prism decomposing light is used to illustrate how detection reveals rather than creates quantum outcomes. Theoretical consequences, falsifiability conditions, and implications for future experimental tests are discussed.