Paper 4: Thermalization and Measurement from Triplet Coherence Collapse in the Holosphere Lattice

We present a coherence-based model of quantum measurement, decoherence, and thermalization grounded in the discrete rotational geometry of the Holosphere lattice. In this framework, elementary particles such as electrons are modeled as bound triplets of dark bosons—coherent orbital phase structures rotating across six-sphere Holosphere shells. Each dark boson orbits about a central vacancy defect and is stabilized by angular strain locking and spin-tension minimization. Measurement arises from the deterministic collapse of two bosons into aligned orbital basins, while the third retains phase coherence across the lattice, enabling entanglement correlations without superluminal signaling. Decoherence emerges as an angular phase cascade triggered by orbital misalignment and rotational strain gradients. Thermalization results from statistical realignment of bosonic orbital phases into incoherent strain configurations, leading to entropy growth and classicality. This model replaces the abstract notion of wavefunction collapse with finite, realvalued angular phase dynamics in a structured medium. It offers testable predictions, including slight deviations from Bell inequality correlations due to coherence strain, and orientation-dependent measurement outcomes in high-precision interferometric or rotating-frame systems. Holosphere Theory thus provides a physically grounded, geometrically discrete alternative to traditional quantum measurement theory.