Experimental study and praticai realization of a reconciliation method for quantum key distribution system

N. Benletaief, H. Rezig, A. Bouallègue
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Abstract

This paper investigates a reconciliation method in order to establish an errorless secret key in a QKD protocol. Classical key distribution protocols are no longer unconditionally secure because computational complexity of mathematical problems forced hardships. In this context, QKD protocols offer a highest level of security because they are based on the quantum laws of physics. But, the protocol performances can be lowered by multiples errors. It appears clearly that reconciliation should be performed in such a situation in order to remove the errors as for the legitimate partners. The proposed method accomplishes reconciliation by using QTC in the special problem of side-information source coding ("Slepian-Wolf" coding model). Our theoretical hypothesis are sustained by experimental results that confirm the advantage of our method in resolving reconciliation problem compared to a recent related work. Indeed, the integration of our method generates an important progess in security and a large decrease of the QBER. The gain is obtained with a reasonable complexity increase. Also, the novelty of our work is that it tested the reconciliation method on a real photonic system under VPItransmissionMaker.
量子密钥分配系统中和解方法的实验研究与实践实现
本文研究了一种在QKD协议中建立无差错密钥的协调方法。经典的密钥分配协议不再是无条件安全的,因为数学问题的计算复杂性迫使困难。在这种情况下,QKD协议提供了最高级别的安全性,因为它们基于物理的量子定律。但是,多个错误会降低协议的性能。显然,应该在这种情况下进行和解,以便消除对合法伙伴的错误。该方法利用QTC对侧信息源编码的特殊问题(“睡狼”编码模型)进行协调。我们的理论假设得到了实验结果的支持,与最近的相关工作相比,我们的方法在解决调和问题方面具有优势。实际上,我们的方法的集成在安全性方面取得了重要进展,并且大大降低了QBER。在合理的复杂度增加的情况下获得增益。此外,我们工作的新颖之处在于,它在VPItransmissionMaker下的实际光子系统上测试了调和方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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