This paper proposes a qualitative geometric interpretation of the de Broglie wave within the framework of the “pencil case” ontology — a model constructed from minimal and explicit assumptions about the structure of physical reality. Spacetime is treated as an active, elastic medium called ECV (Expanded Configuration of the Vacuum). Matter is understood as its local densification — CCV (Compact Configuration of the Vacuum). A particle in motion is described as a bubble (Ba) — a spatially extended, dynamically structured region of CCV. Within this framework, the de Broglie wave is not interpreted as a probability wave nor as a separate accompanying entity. Instead, it is understood as the internal pulse of the bubble itself — a periodic process of localization and delocalization occurring within the vacuum structure. The model introduces three energy thresholds: EZ (1) — threshold for stable bubble formation EZ (2) — threshold for activation of localization–delocalization oscillations EZ (3) — threshold beyond which a delocalized bubble state cannot be sustained (associated with the macroscopic regime) In this interpretation, neutrinos are hypothesized to lie in the immediate vicinity of EZ (2), which may account for their extremely weak oscillatory visibility in interference-type contexts. The framework offers qualitative reinterpretations of interference phenomena, decoherence, delayed-choice experiments, and neutrino detection. It also formulates falsifiable predictions, including: possible material-dependent asymmetry in slit experiments, discontinuous regime transitions in interference patterns, potential long-term geometric “dissolution” of the lightest neutrino into the vacuum. Written in the spirit of conceptual exploration, the paper employs intuitive physical metaphors (sonar, warm rain dissolving into a cold lake, a weakly excited tuning fork) to clarify the underlying geometric picture. The work does not attempt to replace established quantum theory. Rather, it proposes a coherent ontological narrative describing what the de Broglie wave could represent within a geometric vacuum-based framework.
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Okupski Arkadiusz
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Okupski Arkadiusz (Sat,) studied this question.
www.synapsesocial.com/papers/69926503eb1f82dc367a0d68 — DOI: https://doi.org/10.5281/zenodo.18643064
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