A Conceptual Model of Matter Emergence via Topological Collapse of a Cubic Filamentary Waveguide Lattice

We propose a conceptual theoretical model in which the emergence of matter is hypothesized to occur through the topological collapse of a three-dimensional cubic lattice formed by filamentary multi-channel waveguides. A fundamental spectral resonance parameter λ₀ = 766.490 nm (corresponding to a resonant quantum energy E ≈ 1.6176 eV) is introduced. The Hamiltonian of the elementary cell is formulated, the mechanism of topological collapse is described, and the information density at the point of collapse is evaluated in relation to the Bekenstein–Hawking bound. Several experimentally testable predictions are discussed. The model attempts to connect geometry, resonance, and information in a possible pre-geometric description of physical reality.