Dimensional overlap theory (DOT)

Dimensional Overlap Theory (DOT) posits that what we perceive as a single coherent reality is actually the interference zone of multiple overlapping phase spaces—coexisting but phase-shifted dimensionswithin the substrate manifold. These dimensions are not “elsewhere,” but coexist at different harmonicorientations of ψ(t). DOT provides the foundation for understanding nonlocal phenomena, psi events,and quantum entanglement as the natural consequence of phase convergence across theseoverlapping layers. Rather than invoking wormholes or extra spatial dimensions, DOT reframes theseexperiences as harmonic intersections within the recursive manifold.