Paper T4: Entanglement and Decoherence via Triadic Spin

This paper presents a realist, structural interpretation of quantum entanglement and decoherence based on Holosphere Theory. In this framework, particles are composed of triplet structures formed from dark bosons—coherence-bearing excitations orbiting vacancy defects in a discrete, angularly strained lattice of nested Holospheres. Among the three bosons, only one aligns with a long-range coherence axis and is responsible for maintaining entanglement across spatial separation. The other two exist in tangential orbital modes and undergo decoherence upon misalignment with lattice strain. We propose that entanglement arises from shared angular phase alignment along radial coherence channels, while decoherence results from localized orbital misalignment and angular strain redistribution. Collapse is reframed as a deterministic, causal diffusion of angular tension through the lattice—resolving the measurement problem, delayed-choice paradoxes, and Bell-type correlations without invoking nonlocality or wavefunction realism. Holosphere Theory also supports a structural form of superdeterminism, wherein both particle states and measurement configurations emerge from a unified angular geometry. The theory yields falsifiable predictions regarding coherence anisotropy, entanglement range, and triplet collapse signatures, and offers practical insights for quantum information systems. By grounding quantum behavior in discrete rotational structure, this work bridges the gap between microscopic coherence and macroscopic causality.