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Various quantum measures and quantum phase transition within one-dimensional anisotropic spin-1/2 Heisenberg XXZ model

机译:一维各向异性旋转-1 / 2 Heisenberg中的各种量子测量和量子相转变 XXZ 模型

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Abstract In this work, we investigate the dynamical properties of various quantum measures (quantum coherence and correlations) to estimate the system evolution under spin-1/2 Heisenberg XXZ model by utilizing quantum renormalization-group method. It has been shown that quantum coherence and correlations can be used to effectively detect a quantum critical point associated with a quantum phase transition (QPT) after several iterations of renormalization. Additionally, we obtain that the dynamical behavior of l 1 norm of coherence is in agreement with that of concurrence and double trace distance discord. Interestingly, Bell-CHSH inequality cannot be violated with increasing of the spin system size N. That is, the block-block Bell nonlocality cannot be revealed. Moreover, we reveal some quantitative relations between quantum coherence and some quantum correlations, and thus the l
机译:<![cdata [ 抽象 在这项工作中,我们调查各种量子措施(量子相干性和相关)的动态特性,以估算Spin-1/2下的系统演变Heisenberg XXZ 模型利用量子重新级化 - 组方法。已经表明,在几次重型化迭代之后,可以使用量子相干性和相关性来有效地检测与量子相转变(QPT)相关的量子临界点。此外,我们获得 l 1 一致性与并发和双跟踪距离不和谐一致。有趣的是,随着旋转系统规模的增加 n ,不能违反钟声切割不等式。也就是说,不能揭示块块铃声非光性。此外,我们揭示了量子一致性和一些量子相关之间的一些定量关系,因此是 l

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