QKD中纠错的置乱算法研究

Qiong Li, Z. Yang, Haokun Mao, Xuan Wang
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引用次数: 3

摘要

量子密钥分发(Quantum key distribution,简称QKD)是一种基于量子力学原理,能够无条件安全地生成和分发密钥的技术。在实际的QKD系统中,对帐效率对系统的最终密钥速率至关重要。在实际的QKD系统中,由于光学和电子器件的不稳定性等原因,可能会导致筛选后的密钥误差分布不均匀,从而导致对账效率低。因此,许多QKD系统都采用了对筛选后的密钥进行加扰的方法。本文主要针对CASCADE类和WINNOW类的错误和解算法,提出了基于arnold的置乱算法和快速交换置乱算法。实验结果表明,与QKD中的代表性置乱算法相比,本文提出的算法具有较低的计算复杂度和较高的置乱效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Study on Scrambling Algorithms of Error Reconciliation in QKD
Quantum key distribution (referred to as QKD) is a technology that can produce and distribute secret keys unconditionally secure based on the principle of quantum mechanics. In a practical QKD system, the reconciliation efficiency is crucial to the final key rate of the system. A practical QKD system may produce the uneven error distribution of the sifted key due to the instabilities of optical and electronic devices and some other reasons, which will lead to the low reconciliation efficiency. Therefore, to scramble the sifted key is adopted in many QKD systems. In this paper, an Arnold-based Scrambling Algorithm and Fast Exchange Scrambling Algorithm are proposed mainly for the CASCADE class and WINNOW class error reconciliation algorithms. The experimental results demonstrate that the proposed algorithms provide the lower computational complexity and higher scrambling efficiency than the representative scrambling algorithm in QKD.
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