Part 23: Effective Topological Fusion and Gravitational-Wave-Like Bulk Oscillations in Origin Geometry

Within the framework of Origin Geometry (OG), matter is interpreted as a family of topological excitations embedded within a discrete, elastic, and multidimensional geometric network. A significant consequence of this structure is the existence of a topological sector in which electromagnetic coupling may become strongly suppressed due to topological pinning, Peierls–Nabarro barriers, and the emergence of an effective near-flat-band regime. The present work investigates a mechanism of effective topological fusion in which compressed topological structures subjected to strong gravitational environments may reorganize into lower-energy configurations. Because electromagnetic relaxation channels may be strongly suppressed within the dark sector, a substantial fraction of the released configuration energy is hypothesized to couple preferentially to collective degrees of freedom associated with the underlying geometric substrate. These collective excitations propagate through the bulk geometry and may admit, at a coarse-grained level, an effective gravitational-wave-like description. The present framework does not identify these bulk excitations directly with gravitational waves in General Relativity. Instead, the gravitational-wave-like terminology is employed as a phenomenological interpretation of collective wave propagation within the geometric network. The resulting picture provides a possible geometric mechanism for non-electromagnetic energy relaxation in the dark sector of Origin Geometry and establishes a dynamical foundation for subsequent investigations of hidden-sector evolution and bulk-mediated energy transport.