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Generalized Bell Inequalities and the Entanglement of Pure States
Leong-Chuan Kwek, Chunfeng Wu, Jingling Chen, Dagomir Kaszlikowski, C.H. Oh
83 - 88
NATO Science Series, III: Computer and Systems Sciences
Volume 199: Quantum Information Processing
Abstract

It is well known that all pure entangled bipartite states violate Bell inequalities. When one extends Bell inequalities to multipartite two dimensional states using either the Mermin inequalities or Werner-Wolf-Żukowski-Brukner inequalities, one finds that it is no longer true that all entangled pure states violate these inequalities. We show that it is possible to formulate a set of Bell inequalities for 3-qubit system in such a way that all entangled tripartite states violate it.

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