Origin Geometry (OG) investigates whether spacetime, particles, mass, charge, dark matter, black-hole dynamics, and cosmological expansion may be understood as coarse-grained manifestations of a deeper discrete topological-geometric substrate. Instead of assuming a smooth spacetime continuum and elementary point particles as primitive inputs, OG begins from an aperiodic elastic network organized around H₄ geometry and its algebraic completion through Clifford spinor closure toward an E₈-type structure. Within this framework, golden-ratio projection of the E₈-completed organization yields a dual-sector architecture, H₄ ∪ φH₄. The H₄ sector is associated with visible boundary-supported physics, while the phase-shifted φH₄ sector provides a geometric basis for electromagnetically suppressed dark-sector behavior. Mass is interpreted as geometric inertia, charge as topological winding, and dark matter as an effective manifestation of pinned stress configurations and topological structures in the phase-shifted sector. Several quantitative baselines appear within the program: an H₄ interface invariant near 137.082, a bulk–boundary ratio near 1839, a charged-lepton hierarchy giving approximately 206.623 for the muon/electron ratio and 3496.59 for the tau/electron ratio, and a possible antimatter-leakage channel linked phenomenologically to 511 keV positron annihilation. At the gravitational and cosmological levels, black holes are modeled not only as effective General-Relativistic compact objects, but also as possible phase-collapse regions of the dual–H₄ substrate. Under extreme phase compression, they may act as Trans-Sector Dynamos that convert cross-sector topological cancellation energy into bulk stress modes. The final predictive layer of the program consists of dark gravitational structures, void-dependent geometric backreaction, and a high-frequency bulk gravitational-like background whose dominant modes may lie far above current interferometric gravitational-wave bands.
The Duy Tan Truong (Mon,) studied this question.