Modern quantum field theory often describes vacuum fluctuations using abstract concepts such as "virtual particles" appearing and disappearing. From an information-theoretic and structural perspective, this work explores whether such behavior may instead be interpreted in terms of underlying propagation and interaction rules. This Working Paper, part of the k-Foam Theory framework, examines a geometric interpretation in which vacuum fluctuations and particle emission can be modeled as a form of localized instability and relaxation process within a Simple Cubic Lattice representation of a k = 6 spatial structure. In this picture, linear tension (tension/compression) propagates along the orthogonal (±x, ±y, ±z) axes of the lattice, while diagonal inputs—interpreted here as torsional or rotational components—may not be directly resolved within the orthogonal framework. The accumulation and redistribution of such components is hypothesized to play a role in localized energy release processes. Key Highlights & Theoretical Observations: - On hierarchical energy scaling: A recursive dispersion process over the Z = 26 neighborhood is considered, leading to a scaling behavior of the form 1 / 26ⁿ. This structure may provide a way to compare different physical energy scales within a unified geometric framework. - On horizon-scale behavior: Near extreme gravitational conditions, such as those associated with black hole horizons, the effective connectivity of the lattice may be reduced. The appearance of factors such as "8" in related thermodynamic expressions is explored as a possible geometric feature of corner connectivity, though this remains speculative. - On micro–macro correspondence: Variations in effective connectivity (N < 26) lead to reduced transmission efficiency (N / 26). Iterative application of this relation may offer a way to relate local processes to large-scale observational effects, including possible contributions to redshift-like behavior. - On vacuum interpretation: Vacuum fluctuations are interpreted here as small-scale, sub-threshold distortions within the lattice structure, while particle-like excitations may correspond to larger, non-linear relaxation events. This provides a possible geometric reinterpretation rather than a replacement of standard descriptions. This work does not aim to replace the established framework of quantum field theory. Instead, it proposes an alternative geometric perspective in which certain phenomena may be reinterpreted in terms of discrete structure, propagation, and relaxation processes. The framework remains exploratory and unverified.
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www.synapsesocial.com/papers/69d49fe5b33cc4c35a2284ba — DOI: https://doi.org/10.5281/zenodo.19428973
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