Non-Locality Beyond Quantum Theory
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If you have a question about this talk, please contact Jonathan.
This seminar is based on an essay written last year during part III of the mathematical tripos. The
concept of non-locality in quantum mechanics is introduced with a brief
description of the EPR -Bohm experiment and the CHSH inequality.
Non-locality beyond quantum mechanics is presented in terms of
correlation boxes. These are abstract hypothetical systems that can be
separated by arbitrary large distances but that maintain some
correlations. Bipartite and tripartite correlation boxes are described.
Although quantum mechanics violates the CHSH inequality, it does not
violate it to its maximum value. Some bipartite correlation boxes, the
PR boxes, do violate the CHSH inequality to its maximum algebraical
possible value. The usefulness of the PR boxes in key distribution is
presented.
This talk is part of the CQIF Seminar series.
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