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Quantum information theory shows that quantum measurements have the essential capability to provide more information than classical ones, as emphasized by many authors [1, 2]. Exploiting the advantages of entanglement makes this possible. Several works based on the concept of quantum measurements have appeared recently [3–5]. However, for the purpose of such measurements, not all the features of quantum entanglement are necessary. For example most quantum measurements require entanglement as primary resource, but not non-locality, which is a different property [6].
© 2015 IEEE
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