New SubmissionAn Account of the Origin of Quantum Entanglement

We provide an explanation of quantum entanglement by the very nature of its non-locality, which inevitably enters the domain of General Relativity. We focus on the dimensionless fine-structure-constant of Quantum Mechanics and extend it by converting the Coulomb electric field therein to Newton’s gravitational field, resulting in a generalized dimensionless quantity that is bijective with the time/time curvature tensor g₁₁ in Einstein’s field equations. We show that the mass M involved in g₁₁ can be cast as two antipodal masses, each of M/2, rotating on a disk that is orthogonal to the direction of g₁₁ and they also spin, with their total spin sum to zero. Since this rotating disk can have arbitrary diameter, we arrive at action-at-a-distance, or quantum entanglement. By simple plane geometry, we show that either of the split (M/2)’s can further be divided into 2 particles each of M/4 that preserves the properties of M/2, thus quantum entanglement of multiple particles.