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Vanishing geometric discord in noninertial frames

机译:非惯性框架中的几何不和谐消失

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摘要

We revisit the “field entanglement in noninertial frames” scenario extensively studied in previous literature andndemonstrate that the geometric discord, a proposed measure of generalized quantum correlations, decays to zeronin the infinite acceleration limit. This is in contrast with previous research showing that the acceleration-inducedndegradation of quantum discord was not strong enough to extinguish discord in this limit. We argue that ournfinding has two opposing but noncontradicting implications. On the one hand, the usable quantum correlationsnin the large acceleration regime appear severely limited for any protocols making use of geometric discord as anfigure of merit. On the other hand, our result indicates, in corroboration with other recent work, that the geometricndiscord is not a faithful measure of quantum correlations, especially in the case of continuous-variable systems,ndue to the existence of states which have finite quantum discord but are nevertheless infinitesimally close (in thenHilbert-Schmidt norm) to a zero-discord state.
机译:我们回顾了在先前文献中广泛研究的“非惯性框架中的场纠缠”场景,并证明了几何不和谐度(一种提出的广义量子相关性的度量)在无限加速极限内衰减为零。这与以前的研究相反,后者的研究表明,量子不和谐的加速引起的n降解不足以消除该范围内的不和谐。我们认为,我们的发现有两个相反但没有矛盾的含义。一方面,对于任何使用几何不一致性作为优点的协议,大加速方案中可用的量子相关性似乎都受到严格限制。另一方面,我们的结果表明,与最近的其他工作相佐证,由于存在存在具有有限量子矛盾的状态,而几何连续性并不是对量子相关性的忠实度量,尤其是在连续变量系统的情况下,但是仍然无限接近于零零状态。

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  • 来源
    《PHYSICAL REVIEW A》 |2012年第3期|1-9|共9页
  • 作者单位

    Department of Physics and Astronomy University of Waterloo Waterloo Ontario N2L 3G1 Canada;

    Department of Physics and Astronomy University of Waterloo Waterloo Ontario N2L 3G1 Canada;

    Department of Physics and Astronomy University of Waterloo Waterloo Ontario N2L 3G1 CanadaInstitute for Quantum Computing and Department of Applied Mathematics University of Waterloo 200 University Avenue WWaterloo Ontario N2L 3G1 Canada;

    Department of Physics and Astronomy University of Waterloo Waterloo Ontario N2L 3G1 Canada;

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  • 入库时间 2022-08-17 13:56:21

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