Abstract
We consider an qubit system and show that in the symmetric subspace, a state is not globally entangled, iff it is a coherent state. It is also proven that in the orthogonal complement all states are globally entangled.
We consider an qubit system and show that in the symmetric subspace, a state is not globally entangled, iff it is a coherent state. It is also proven that in the orthogonal complement all states are globally entangled.
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