Three-Particle Entangled States of Continuum Variables
Fan Hong‐Yi · Chinese Physics Letters · 2001
We introduce the three-particle entangled state of continuum variables, which is a generalization of Greenberger-Horne-Zeilinger entangled states composed of discrete states. The completeness relation and partly non-orthonormal property of such states are proven. Their Schmidt decomposition is manifestly shown and their generation is briefly discussed.