In the context of quantum information,we investigate extensively some important classes of a general form of a two-qubit system under Lorentz transformation.It is shown Lorentz transformation causes a decay of entangl...In the context of quantum information,we investigate extensively some important classes of a general form of a two-qubit system under Lorentz transformation.It is shown Lorentz transformation causes a decay of entanglement and consequently information loses.On the other hand,it generates entangled states between systems prepared initially in a separable states.The partial entangled states are more robust under Lorentz transformation than maximally entangled states.Therefore the rate of information lose is larger for maximum entangled states compared with that for partially entangled states.展开更多
The dynamics of the skew information (SI) is investigated for a single Cooper Pair Box (CPB) interacting with a single cavity field. By suitably choosing the system parameters and precisely controlling the dynamics, n...The dynamics of the skew information (SI) is investigated for a single Cooper Pair Box (CPB) interacting with a single cavity field. By suitably choosing the system parameters and precisely controlling the dynamics, novel connection is found between the SI and entanglement generation. It is shown that SI can be increased and reach its maximum value either by increasing the number of photons inside the cavity or considering the far off-resonant case.The number of oscillations of SI is increased by decreasing this ratio between the Josephson junction capacity and the gate capacity. This leads to significant improvement of the travelling time between the maximum and minimum values.展开更多
文摘In the context of quantum information,we investigate extensively some important classes of a general form of a two-qubit system under Lorentz transformation.It is shown Lorentz transformation causes a decay of entanglement and consequently information loses.On the other hand,it generates entangled states between systems prepared initially in a separable states.The partial entangled states are more robust under Lorentz transformation than maximally entangled states.Therefore the rate of information lose is larger for maximum entangled states compared with that for partially entangled states.
文摘The dynamics of the skew information (SI) is investigated for a single Cooper Pair Box (CPB) interacting with a single cavity field. By suitably choosing the system parameters and precisely controlling the dynamics, novel connection is found between the SI and entanglement generation. It is shown that SI can be increased and reach its maximum value either by increasing the number of photons inside the cavity or considering the far off-resonant case.The number of oscillations of SI is increased by decreasing this ratio between the Josephson junction capacity and the gate capacity. This leads to significant improvement of the travelling time between the maximum and minimum values.
