G-value Decoding of Greedy Codes

K. Ahmad
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Abstract

Error-correcting codes are widely used to increase the reliability of transmission of information over various forms of communication channels. Codes with a given minimum distance d can be constructed by a greedy algorithm [2]. In this paper, I proposed a new algorithm for the allocation of g-values to the binary vectors. Hamming (7, 4, 3) code can be generated by the application of greedy algorithm on the binary vectors of length 7 arranged in B-ordering. This code is used to demonstrate a new decoding technique for linear codes in addition to the schemes already known for decoding such as Syndrome Decoding Array (S.D.A).
贪心码的g值解码
纠错码被广泛用于提高各种通信渠道中信息传输的可靠性。具有给定最小距离d的码可以用贪婪算法[2]构造。在本文中,我提出了一个新的算法分配g值的二进制向量。对长度为7的二进制向量按b序排列,应用贪心算法可以生成Hamming(7,4,3)码。此代码用于演示除了已知的解码方案(如综合征解码阵列(S.D.A))之外的线性代码的新解码技术。
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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