Quantum entanglement probability amplitudes and Bell's theorem

F. J. Duarte

G. Fano, S. M. Blinder

F.J. Duarte

The physics of quantum entanglement is described entirely by the superposition probability amplitude of quantum entanglement. Here, we review the various derivational origins of this iconic probability amplitude and point out that from a purely physics perspective its origin is completely independent of Bell’s theorem. The implications of this observation, towards hidden variables and newer forms of superdeterminism, are critically examined.

F.J. Duarte

The physics of quantum entanglement is described entirely by the superposition probability amplitude of quantum entanglement. Here, we review the various derivational origins of this iconic probability amplitude and point out that from a purely physics perspective its origin is completely independent of Bell’s theorem. The implications of this observation, towards hidden variables and newer forms of superdeterminism, are critically examined.

F.J. Duarte

F.J. Duarte

A detailed derivation of Bell’s inequality is given. As usual, the probabilities in the inequality are replaced from the quantum probabilities originating from quantum entanglement probability amplitudes related to polarization rotation. The results from quantum polarization rotation ( Chapter 13 ) are introduced to successfully re-derive the quantum probability of quantum entanglement first calculated by Pryce and Ward in 1947. Examples are provided.