Presents a structural reinterpretation of dark matter and dark energy, suggesting new physics implications in Pattern Field Theory.
This paper presents a structural reinterpretation of dark matter, dark energy, antimatter, and gravitational curvature within Pattern Field Theory (PFT). The framework models observable physics as admissible transport and basin interaction within the Allen Orbital Lattice (AOL). The paper develops: QUART chamber reduction, admissible spectral structure, basin-weighted transport geometry, Lambda-Phi scaling, Phase Alignment Lock (PAL), Equilibrion (EQUI), transport conservation, spectral correspondence structures, and basin-derived curvature dynamics. Within this framework: dark matter is modeled as non-manifest transport contribution, dark energy as basin redistribution geometry, antimatter as relational phase inversion, and gravity as basin curvature under admissibility constraints. The paper also explores structured spectral correspondences involving prime distribution, critical-line stability, admissible mode weighting, and fine-structure coupling behavior within the PFT framework. This document forms part of the broader Pattern Field Theory engineering-physics and substrate-physics program.
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James Johan Sebastian Allen (2026) studied this question.
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