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Security and complexity of the McEliece cryptosystem based on quasi-cyclic low-density parity-check codes

机译:基于准循环低密度奇偶校验码的McEliece密码系统的安全性和复杂性

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In the context of public key cryptography, the McEliece cryptosystem represents a very smart solution based on the hardness of the decoding problem, which is believed to be able to resist the advent of quantum computers. Despite this, the original McEliece cryptosystem based on Goppa codes, has encountered limited interest in practical applications, partly because of some constraints imposed by this very special class of codes. The authors have recently introduced a variant of the McEliece cryptosystem including low-density parity-check codes, that are state-of-the-art codes, now used in many telecommunication standards and applications. In this study, the authors discuss the possible use of a bit-flipping decoder in this context, which gives a significant advantage in terms of complexity. The authors also provide theoretical arguments and practical tools for estimating the trade-off between security and complexity, in such a way to give a simple procedure for the system design.
机译:在公钥密码学的背景下,基于解码问题的难度,McEliece密码系统代表了一个非常聪明的解决方案,据信它能够抵抗量子计算机的出现。尽管如此,基于Goppa码的原始McEliece密码系统在实际应用中的兴趣有限,部分原因是由于这种非常特殊的代码类别所施加的一些约束。作者最近介绍了McEliece密码系统的一种变体,其中包括低密度奇偶校验码,这是最先进的代码,目前已在许多电信标准和应用中使用。在这项研究中,作者讨论了在这种情况下使用比特翻转解码器的可能性,这在复杂性方面具有明显优势。作者还提供了用于评估安全性和复杂性之间折衷方案的理论论据和实用工具,从而为系统设计提供了一个简单的过程。

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    《Information Security, IET》 |2013年第3期|1-1|共1页
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