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Practical covert quantum key distribution with decoy-state method

机译:实用隐蔽量子密钥分布与溃疡状态法

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摘要

Covert communication methods are used in the communication with high security level. When it turns to quantum communication, covertness is also an important concern which is firstly discussed by Arrazola and Scarani (Phys Rev Lett, 117:250503, 2016). To make quantum key distribution (QKD) protocol more suitable in the scenarios need high security, we propose a covert QKD protocol with decoy-state method in this paper. The secure key rate and covertness of the covert decoy-state QKD are proved. We compare the performance of the covert decoy-state QKD with those of the original decoy-state QKD and covert QKD without decoy states in numerical simulations. It shows that (1) the covert decoy-state QKD can have a performance comparable to the original decoy-state QKD protocol besides its covertness; (2) the covert decoy-state QKD can have a considerable improvement of transmission distance over covert QKD without decoy states at the cost of a small change of covertness parameter. Furthermore, the statistical fluctuation due to the finite length of data is also taken into account based on the Gaussian analysis method.
机译:隐蔽通信方法用于具有高安全级别的通信。当轮到量子通信时,秘密度也是阿拉佐拉和斯卡拉(Phy Rev Lett,117:250503,2016)首先讨论的一个重要问题。为了使量子密钥分布(QKD)协议更适合在方案中需要高安全性,我们在本文中提出了一种封面QKD协议。证明了隐蔽雕核状态QKD的安全钥匙率和隐蔽性。我们将隐蔽队列QKD与原始票据QKD的性能进行比较,在数值模拟中没有诱饵状态的封面QKD。它表明(1)封面队列QKD可以具有与其隐蔽之外的原始诱饵状态QKD协议相当的性能; (2)隐蔽票据QKD在没有诱饵QKD的封面QKD上具有相当大的改善,没有诱饵状态的秘密参数的少量变化。此外,基于高斯分析方法还考虑了由于具有有限数据的统计波动。

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