Spin squeezing and entanglement in superposition of nonlinear spin coherent states
Azita Naji, Mojtaba Jafarpour, Fatemeh Sammak
We study squeezing and entanglement in superposition of a class of nonlinear spin coherent states. We analyze these properties as a function of the coherence and superposition parameters, number of qubits and the Hamiltonians involved, by presenting analytical and numerical results. We specifically observe that a subclass of these states, the even non-linear cat states are maximally entangled and squeezed, while another related subclass, the odd non-linear cat states, are entangled but not squeezed at all.
Journal of Physics Communications•Apr 12, 2018•1 citation