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通过类贝尔非线性不等式验证任意构型下的全量子网络非局域性

Verifying full quantum network nonlocality in arbitrary configurations by nonlinear Bell-like inequalities

Shuyuan Yang, Jinchuan Hou, Kan He, Mingxing Luo

arXiv 2608.10972首次发表:更新:

AI 中文总结

本文提出仅用单个类贝尔不等式,通过添加辅助局域源与节点的方法,克服拓扑障碍,实现任意构型量子网络中全量子网络非局域性的验证,为实验提供了友好途径。

AI 中文摘要

全量子网络非局域性(FQNN)描述网络中所有源均为非局域的场景。现有FQNN判据仅能通过违反单个类贝尔不等式在星形网络中验证。本文提出一种仅用单个类贝尔不等式在一般量子网络中认证FQNN的方法:通过在原始网络中添加精心选取数量的辅助局域源与节点,可克服单次检测的拓扑障碍;随后用单个不等式测试扩展网络的关联,若存在违反则意味着所有原始源必为非局域的。该方法为在任意网络拓扑中验证FQNN提供了高效、实验友好的途径。

英文摘要

Full quantum network nonlocality (FQNN) describes a scenario where all sources in a network are nonlocal. Existing criteria of FQNN can only be verified in star networks by violating a single Bell-like inequality. Here we propose a method that certifies FQNN in general quantum networks using only a single Bell-like inequality. We show that the topological obstacle to one-shot detection can be overcome by expanding the original network with a carefully chosen number of auxiliary local sources and parties. The correlations of the enlarged network are then tested with a single inequality; a violation implies that all original sources must be nonlocal. Our approach provides an efficient, experimentally friendly way to verify FQNN in any network topology.

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