On m = N/2 Dicke states as maximally entangled pure states
Abstract
We show that the m = N/2 subset of the Dicke states could be chosen to define an N-qubit maximally entangled pure state since it retains the properties of both the GHZ and W states which make these two states main canditate for maximally entangled pure states of different entanglement measures. On the one hand, it retains the “genuineness” property of a GHZ state where tracing out all the subsystems leaves a qubit which is maximally mixed. On the other hand, it also has the “robustness” property of a W state whereby tracing out all but two qubits leaves a state which is still bipartite entangled.
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Physics at the front and center: Strengthening core values in physics research
18–21 August 2016, University of the Philippines Visayas, Iloilo City
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