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Long distance measurement-device-independent quantum key distribution with coherent-state superpositions

机译:远距离测量设备无关的量子密钥分配   具有相干态叠加

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摘要

Measurement-device-independent quantum key distribution (MDI-QKD) withdecoy-state method is believed to be securely applied to defeat various hackingattacks in practical quantum key distribution systems. Recently, thecoherent-state superpositions (CSS) have emerged as an alternative tosingle-photon qubits for quantum information processing and metrology. Here, inthis Letter, CSS are exploited as the source in MDI-QKD. We present ananalytical method which gives two tight formulas to estimate the lower bound ofyield and the upper bound of bit error rate. We exploit the standardstatistical analysis and Chernoff bound to perform the parameter estimation.Chernoff bound can provide good bounds in the long distance MDI-QKD. Ourresults show that with CSS, both the security transmission distance and securekey rate are significantly improved compared with those of the weak coherentstates in the finite-data case.
机译:带有诱饵状态方法的与测量设备无关的量子密钥分发(MDI-QKD)被认为可以安全地应用于克服实际量子密钥分发系统中的各种黑客攻击。近来,相干态叠加(CSS)成为了单光子量子位的替代品,用于量子信息处理和计量学。在此信函中,CSS被用作MDI-QKD的源。我们提出了一种分析方法,该方法给出了两个紧密的公式来估计收益率的下限和误码率的上限。我们利用标准统计分析和Chernoff边界进行参数估计。Chernoff边界可以为长距离MDI-QKD提供良好的边界。我们的结果表明,在有限数据情况下,与弱相干态相比,使用CSS可以大大提高安全性传输距离和安全密钥率。

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