Successive iterative decoding of Reed Solomon codes using cryptographic hash codes as parity

O. Rehman, N. Zivic
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引用次数: 2

Abstract

Coding theory and Cryptography have common roots. Both the fields were introduced by Claude Shannon in his legendary work. The applications of both the fields are however quite different and therefore not significant research work has previously been done to investigate the connection between the both. In this work, those applications that require security in the form of cryptographic hash codes are considered and this cryptographic hash code is used as a means to improve the decoding results of concatenated Convolutional/Reed Solomon codes. Using the message digest, the results of concatenated decoding are enhanced and vice versa i.e. using the concatenated codes, the errors in the message digest are minimized. It is also demonstrated that a coding gain is achieved in both the cases.
使用加密哈希码作为奇偶校验的里德所罗门码的连续迭代解码
编码理论和密码学有着共同的根源。这两个领域都是由克劳德·香农在他的传奇著作中介绍的。然而,这两个领域的应用有很大的不同,因此以前没有做过重要的研究工作来调查两者之间的联系。在这项工作中,考虑了那些需要加密哈希码形式的安全性的应用,并将该加密哈希码用作改进连接卷积/里德所罗门码的解码结果的手段。使用消息摘要,串联解码的结果得到增强,反之亦然,即使用串联代码,消息摘要中的错误被最小化。还证明了在这两种情况下都实现了编码增益。
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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