## Quick Reference

A theorem stating that no local hidden-variables theory can make predictions in agreement with those of quantum mechanics. Local hidden-variables theories give rise to a result, called **Bell's inequality**, which is one of many similar results concerning the probabilities of two events both occurring in well-separated parts of a system. The British physicist John S. Bell (1928–90) showed in 1964 that quantum mechanics predicts a violation of the inequalities, which are consequences of local hidden-variables theories. Experiments are in agreement with quantum mechanics rather than local hidden-variables theories by violating Bell's inequality, in accordance with Bell's theorem. See also Leggett's theorem; quantum entanglement (Feature).

http://www.drchinese.com/David/Bell.pdf The original 1964 paper in *Physics*

**From:**
Bell's theorem
in
A Dictionary of Physics »

*Subjects:*
Philosophy — Physics.

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