围绕例外点的拓扑保护纠缠切换

IF 20.6 Q1 OPTICS
Zan Tang, Tian Chen, Xing Tang, Xiangdong Zhang
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引用次数: 0

摘要

量子纠缠态的稳健运行对于量子信息、计算和通信领域的应用至关重要1,2,3。然而,由于退相干和无序,完成这样的任务一直是一个巨大的挑战。在这里,我们从理论上提出并通过实验证明了一种有效的方案,即通过设计四重退化例外点来实现量子纠缠态的稳健运行。通过在两个重叠的黎曼能面上环绕例外点,我们实现了高保真纠缠态的手性开关。由于黎曼曲面结构所提供的拓扑保护,这种手性开关对环绕路径的扰动具有很强的鲁棒性。此外,我们还在量子行走平台上对这种方案进行了实验验证。我们的工作为非赫米提物理学在量子信息领域的应用开辟了一条新路。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Topologically protected entanglement switching around exceptional points

Topologically protected entanglement switching around exceptional points

The robust operation of quantum entanglement states is crucial for applications in quantum information, computing, and communications1,2,3. However, it has always been a great challenge to complete such a task because of decoherence and disorder. Here, we propose theoretically and demonstrate experimentally an effective scheme to realize robust operation of quantum entanglement states by designing quadruple degeneracy exceptional points. By encircling the exceptional points on two overlapping Riemann energy surfaces, we have realized a chiral switch for entangled states with high fidelity. Owing to the topological protection conferred by the Riemann surface structure, this switching of chirality exhibits strong robustness against perturbations in the encircling path. Furthermore, we have experimentally validated such a scheme on a quantum walk platform. Our work opens up a new way for the application of non-Hermitian physics in the field of quantum information.

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来源期刊
Light-Science & Applications
Light-Science & Applications 数理科学, 物理学I, 光学, 凝聚态物性 II :电子结构、电学、磁学和光学性质, 无机非金属材料, 无机非金属类光电信息与功能材料, 工程与材料, 信息科学, 光学和光电子学, 光学和光电子材料, 非线性光学与量子光学
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