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Quantum and Classical Noise in Practical Quantum Cryptography Systems based on polarization-entangled photons

机译:实际量子密码系统中的量子和经典噪声   基于偏振纠缠光子

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摘要

Quantum-cryptography key distribution (QCKD) experiments have been recentlyreported using polarization-entangled photons. However, in any practicalrealization, quantum systems suffer from either unwanted or inducedinteractions with the environment and the quantum measurement system, showingup as quantum and, ultimately, statistical noise. In this paper, we investigatehow ideal polarization entanglement in spontaneous parametric downconversion(SPDC) suffers quantum noise in its practical implementation as a securequantum system, yielding errors in the transmitted bit sequence. Because allSPDC-based QCKD schemes rely on the measurement of coincidence to assert thebit transmission between the two parties, we bundle up the overall quantum andstatistical noise in an exhaustive model to calculate the accidentalcoincidences. This model predicts the quantum-bit error rate and the sifted keyand allows comparisons between different security criteria of the hithertoproposed QCKD protocols, resulting in an objective assessment of performancesand advantages of different systems.
机译:最近已经报道了使用偏振纠缠光子进行量子密码密钥分配(QCKD)实验。然而,在任何实际实现中,量子系统都遭受与环境和量子测量系统的有害或诱发的相互作用,表现为量子,最终表现为统计噪声。在本文中,我们研究了自发参数下变频(SPDC)中的理想偏振纠缠如何在其作为安全量子系统的实际实现中遭受量子噪声的影响,从而在传输的比特序列中产生错误。由于所有基于SPDC的QCKD方案都依赖于一致性的测量来确定两方之间的比特传输,因此我们将详尽的量子和统计噪声捆绑在一个详尽的模型中,以计算偶然巧合。该模型可以预测量子误码率和经过筛选的密钥,并且可以对迄今为止提出的QCKD协议的不同安全标准进行比较,从而客观评估了不同系统的性能和优势。

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