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Demonstrates a geometric model that explains fundamental interactions and inobservability in the universe, suggesting profound implications for physics.
This paper constructs a de-materialized, purely geometric physical model that conceptualizes the universe as a hierarchical projection emerging from undirected topological nodes through local mutual causal resonance. By rigidly deriving key topological parameters from spherical close-packing geometry, the gravitational, electromagnetic, strong, and weak interactions are completely reduced to the geometric evolution of local networks. The graph-theoretic micro-mechanisms of quantum superposition and the phase transitions governing inobservability are elucidated, thereby precluding the independent existence of antimatter entities. This framework achieves high-precision alignment to the decimal point for the Planck energy equation, the gravitational inverse-square law, the Heisenberg uncertainty principle, and the QED anomalous magnetic moment of the electron, providing robust experimental criteria for observational truncation platforms at high-energy scales.
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Yue Lu (2026) studied this question.
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