期刊文献+

中短码长的率匹配多进制LDPC码研究设计 被引量:1

On Several Kinds of Non-binary Rate-compatible LDPC Codes
原文传递
导出
摘要 该课题研究构造了纠错能力强、编译码复杂度低的中短码长的率匹配多进制LDPC码。提出了一种校验位高效编码删余算法,以得到高性能的多进制RC-LDPC码。该删余算法以设计的高性能中短码长、中等码率(1/2码率)的多进制LDPC母码为基础,采用高效的结构化编码删余算法,实现比较宽的速率范围(例如1/10到9/10)内设计高性能的纠错码。仿真结果表明,此算法性能优于传统的随机删余和节点分组与排序删余算法。 Several kinds of non-binary rate-compatible LDPC codes with strong error-detecting ability and low complexity in encoding and decoding are studied and constructed. An efficient punctured encoding algorithm of parity bit is proposed, thus to get high-performance non-binary RC-LDPC codes. The punctured algorithm, based on the non-binary mother code with high performance and medium bit rate (i/2 rate), adopts efficient structured punctured algorithm and designs the high-performance error correction codes in a wide rate range (for example, from I/lO to 9/i0). The simulation results indicate that this algorithm is better in performance than the conventional random puncturing algorithm and the puncturing algorithm based on node grouping and sorting.
出处 《通信技术》 2012年第10期6-7,10,共3页 Communications Technology
关键词 中等码率 多进制LDPC码 率匹配 删余算法 medium bit rate non-binary LDPC codes rate-compatible punctured algorithm
  • 相关文献

参考文献4

二级参考文献28

  • 1苏鹏,彭建华.WIMAX技术应用前景分析[J].通信技术,2007,40(10):34-36. 被引量:9
  • 2童胜,王鹏,王单,王新梅.LDPC码量化和积译码的高效实现[J].西安电子科技大学学报,2004,31(5):709-713. 被引量:13
  • 3王单,童胜,李颖,王新梅.LDPC码的快速收敛译码算法[J].西安电子科技大学学报,2005,32(1):103-107. 被引量:3
  • 4Liu Yuanhua, Wang Xinmei, Chen Ruwei, et al. Generalized Combining Method for Design of Quasi-Cyclic LDPC Codes [J]. IEEE Communications Letters, 2008, 12(5) :392-394.
  • 5Felstrom A J, Zigangirov K S. Time-varying Periodic Convolutional Codes with Low-density Parity-check Matrix [J]. IEEE Trans on Inf Theory, 1999, 45(6) : 2181-2191.
  • 6Sridharan A, Costello Jr D J, Tanner R M. A Construction for Low Density Parity Check Convolutional Codes Based on Quasi-cyclic Block Codes [C]//International Symposium on Information Theory (ISIT). Lausanne: IEEE, 2002: 481.
  • 7Pusane A E, Lentmaier M, Zigangirov K S, et al. Reduced Complexity Decoding Strategies for LDPC Convolutional Codes [C]//IEEE International Symposium on Inf Theory (ISIT). Chicago: IEEE, 2004: 491.
  • 8Cardinal C, Haccoun D, Gagnon F. Iterative Threshold Decoding without Interleaving for Convolutional Self-doubly Orthogonal Codes [J]. IEEE Trans on Commun, 2003, 51(8) : 1274-1282.
  • 9Haccoun D, He Y C, Cardinal C. Forward-only Iterative Decoding of Convolutional Self-orthogonal Codes [C]// International Symposium on Information Theory (ISIT). Chicago: IEEE, 2004: 492.
  • 10刘玉君.信道编码修订版[M].河南:河南科学技术出版社,2001.

共引文献26

同被引文献12

  • 1白洁.安全服务,需要拓展新的空间——汤放鸣研究员谈信息安全服务的内涵及拓展方向[J].信息安全与通信保密,2006,28(12):21-22. 被引量:1
  • 23GPP. TS. 45.003-3rd~2009, Generation PartnershipProject; Technical Specification Group GSM/EDGERadio Access Network;Channel Coding (Release 9) [S].Sophia Antipolis Valbonne: 3GPP,2013:156-158.
  • 33GPP TS. 36.212-3rd-2009, Generation PartnershipProject; Technical Specification Group RadioAccess Network; Evolved Universal TerrestrialRadio Access (E-UTRA); Multiplexing and ChannelCoding (Release 8) [S]. Sophia Antipolis Valbonne:3GPP, 2013:11-13.
  • 4IEEE Computer Society and the IEEE Microwave Theoryand Techniques Society. IEEE Std 802. 16.-2012,IEEE Standard for local and metropolitan areanetworks Part 16: Air Interface for BroadbandWireless Access Systems[S]. New York:IEEE, 2013:765-767.
  • 5PA I H, HAN S, WU T, et al. Low-complexity ML Decodingfor Convolutional Tail-biting Codes[J]. IEEECommunications Letters, 2008, 12(12):883-885.
  • 6WANG X, QIAN H,XU J, et al.An Efficient CVA-basedDecoding Algorithm for Tail-biting Codes[C]//Proc.of Global Telecommunications Conference. Houston,USA: IEEE, 2011:1-5.
  • 7SHA0 R, LIN S, F0SS0RIER M. Two Decoding Algorithmsfor Tailbiting Codes[J]. IEEE Transactions onCommunications, 2003,51(10):1658-1665.
  • 8STAHL P, ANDERSON J, JOHANNESSON R. Optimal and Near-optimal Encoders for Short and Moderate-1engthTailbiting Trellises[J]. IEEE Transactions onInformation Theory, 1999, 45(07):2562-2571.
  • 9CALDERBANK A, FORNEY G, VARDY A. Minimal Tail-bitingTrellises: the Golay Code and More[J]. IEEETransactions on Information Theory, 1999, 45(05):1435-1455.
  • 10BOCHAROVA I, JOHANNESSON R,KUDRYASHOV B,et al.BEAST Decoding for Block Codes[J]. EuropeanTransactions on Telecommunications, 2004(15):297-305.

引证文献1

二级引证文献3

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部