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一种基于本原多项式的LDPC码构建新算法 被引量：2

A New LDPC Code Construction Algorithm Based on Primitive Polynomial
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摘要 在分析传统LDPC编码方式的基础上,提出一种基于本原多项式实现LDPC编码的新方法。根据特定LDPC码长选择合适的本原多项式作为子矩阵,对子矩阵进行行列分解、组合,最终构建LDPC码校验矩阵H。仿真实验结果和工程应用证明:新算法构建的LDPC码在恶劣的通信环境下,误码率、误帧率优于传统Mackay-LDPC码,具有较好的性能。 A new LDPC（Low Density Parity Check） code constructed by primitive polynomial is proposed based on analysis of traditional LDPC. The appropriate primitive polynomials are selected as the sub - matrixes by the length of the specific LDPC. Then the matrixes are decomposed and combined to construct the check matrix. The simulation and engineering applications prove that the performance of LDPC code constructed by proposed algorithm is better than that of Mackay - LDPC. The BER（ Bit Error Rate） and FER（ Frame Error Rate） are both lower in the bad communication environment.
作者 蔡黎 代妮娜 戴闽鲁
机构地区 重庆三峡学院电信学院 日本芝测株式会社
出处 《电讯技术》 北大核心 2011年第10期51-54,共4页 Telecommunication Engineering
基金 重庆市教委科技研究项目(KJ111112) 重庆三峡学院青年基金资助项目(10QN-32)~~
关键词 LDPC 本原多项式 矩阵分解 校验矩阵 LDPC primitive polynomial matrix decomposition check matrix
分类号 TN911.22 [电子电信—通信与信息系统]
  • 相关文献

参考文献5

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二级参考文献10

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共引文献2

同被引文献13

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引证文献2

二级引证文献3

电讯技术
2011年 第10期

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