Summary ‐ Quantum Entanglement as Higher-Dimensional Boundary Contact Hypothesis
This hypothesis proposes that quantum entanglement is not merely a non-local correlation occurring within spacetime, but a manifestation of contact between distinct layers of a higher-dimensional manifold that underlies spacetime itself.
In this view, what appears to us as instantaneous entanglement between distant particles arises because those particles are co-located or intersect at a shared boundary in a higher-order dimensional structure.
Thus, entanglement is re-interpreted not as an information exchange across distance, but as a geometric continuity across hierarchical dimensions ‐ a form of topological adjacency beyond three-dimensional space and temporal separation.
This framework aims to reconcile the apparent non-locality of quantum mechanics with a deeper geometric ontology, where causality and connectivity emerge from the structure of multidimensional contact itself.