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Fast Reliability-based Algorithm of Finding Minimum-weight Codewords for LDPC Codes

机译:基于快速可靠性的查找最小权重码字的算法   LDpC码

摘要

Despite the NP hardness of acquiring minimum distance $d_m$ for linear codestheoretically, in this paper we propose one experimental method of findingminimum-weight codewords, the weight of which is equal to $d_m$ for LDPC codes.One existing syndrome decoding method, called serial belief propagation (BP)with ordered statistic decoding (OSD), is adapted to serve our purpose. We holdthe conjecture that among many candidate error patterns in OSD reprocessing,modulo 2 addition of the lightest error pattern with one of the left errorpatterns may generate a light codeword. When the decoding syndrome changes toall-zero state, the lightest error pattern reduces to all-zero, the lightestnon-zero error pattern is a valid codeword to update lightest codeword list. Given sufficient codewords sending, the survived lightest codewords arelikely to be the target. Compared with existing techniques, our methoddemonstrates its efficiency in the simulation of several interested LDPC codes.
机译:尽管从理论上讲获得线性距离最小距离d_m $的NP难度,但本文还是提出了一种找到最小权重码字的实验方法,对于LDPC码来说,其权重等于$ d_m $。一种现有的校正子解码方法称为具有顺序统计解码(OSD)的串行置信传播(BP)适合于我们的目的。我们推测,在OSD再处理的许多候选错误模式中,最轻的错误模式与左错误模式之一进行模2加法可能会产生一个轻代码字。当解码校验子变为全零状态时,最轻的错误模式减少到全零,最轻的非零错误模式是更新最轻的代码字列表的有效码字。如果发送足够的代码字,则存活下来的最轻的代码字很可能成为目标。与现有技术相比,我们的方法展示了其在几种感兴趣的LDPC码仿真中的效率。

著录项

  • 作者

    Li, Guangwen; Feng, Guangzeng;

  • 作者单位
  • 年度 2007
  • 总页数
  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
  • 中图分类

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