Non-Violations in Bell's Inequality

Abstract

Ian J Miller

Intuitively, violations of Bell's inequality make no sense because one cannot violate a mathematical relationship unless it is wrong, or has been misused. However, the rotating polarizer experiment has been argued to provide such violations, and it is asserted this requires non-locality. It is shown here that at least one form of the inequality is violated because the results violate a condition used in deriving the inequality. The problem arises from mixed frames of reference being utilized, and if an external reference frame is employed, such as a polarized source, the inequality should be complied with. This could be verified by experiment. It is also important to resolve this as entanglement is to be potentially involved equipment such as quantum computing. Correct understanding may assist in such design.

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