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Data processing inequality and open quantum systems: Beyond Markov states

机译:数据处理不等式和开放量子系统:超越马尔可夫状态

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Using a tripartite framework consisting of an open quantum system, its environment, and a passive reference system, in this study we discuss quantum mutual information (QMI) and data processing inequality (DPI). Without any restriction on the initial correlations, the necessary and sufficient conditions for the decrease or increase as well as for the conservation of QMI are obtained for any joint unitary evolution of the open quantum system and its environment. In the special case of the input Markov states, it has been shown that as long as the tripartite input state is a Markov state then DPI holds for every joint unitary evolution even in the presence of initial correlations encoded in the input. We also point out that the converse of the last statement, that is, sufficiency of the existence of a local quantum channel or of the fulfillment of DPI for the input Markov state does not hold in general and this fact is exhibited by counterexamples.
机译:在本研究中使用由开放量子系统,环境和被动参考系统组成的三方框架,我们讨论量子互信息(QMI)和数据处理不等式(DPI)。 没有对初始相关性的任何限制,为开放量子系统及其环境的任何关节整体演变,获得了降低或增加以及QMI的必要条件以及QMI的守恒条件。 在输入马尔可夫状态的特殊情况下,已经表明,只要三方输入状态是马尔可夫状态,那么即使在输入中编码的初始相关性存在下,DPI即使在存在初始相关性的情况下也保持每个关节整体演变。 我们还指出,最后一个陈述的逆转,即局部量子频道的存在或履行输入马洛维国的DPI的充分不持有,而且这一事实由反例呈现。

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