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Role of an information-theoretic measure of quantum correlation in a dynamical phase transition of entanglement

机译:量子相关性的信息理论测度在纠缠动力学相变中的作用

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The nearest-neighbor entanglement of the evolved state of an asymmetric quantum XY spin chain, in a transverse time dependent field, exhibits criticalities (dynamical phase transitions) as the initial field parameter is varied at a given fixed time. After a discussion of the dynamical phase transition, we investigate the extent to which the role of an information theoretic quantum correlation measure, called quantum discord, can be used to understand the entanglement dynamics in this spin model. We show that quantum discord can be associated with the collapse and revival of nearest-neighbor entanglement exhibited in the critical behavior. This behavior of quantum discord leads to the broader question of whether certain classes of measures of nonclassical correlation can help to understand the non-generic features of entanglement in a given system.
机译:当在给定的固定时间改变初始场参数时,不对称量子XY自旋链的演化状态的最近邻纠缠在横向时间依赖的场中显示出临界(动态相变)。在讨论了动态相变之后,我们研究了信息理论量子相关度量(称为量子不和谐)的作用在多大程度上可以用来理解该自旋模型中的纠缠动力学。我们表明,量子不和谐可能与临界行为中表现出的最近邻纠缠的崩溃和复兴有关。量子不和谐的行为导致了一个更广泛的问题,即某些类别的非经典相关性的度量是否可以帮助理解给定系统中纠缠的非一般特征。

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