期刊文献+

高码率多进制LDPC码在AWGN信道中的性能分析 被引量:2

Performance Analysis of High-rate Non-binary LDPC Codes Under AWGN Channels
下载PDF
导出
摘要 为了解决多进制LDPC码原有译码算法复杂度较高,不利于硬件实现的问题,研究了多进制LDPC码的2种简化译码算法:基于快速傅里叶变换的信度传播译码算法(FFT-BP)和基于对数运算的Log-BP译码算法.同时分析了基于这2种译码算法的高码率(1/2~1)多进制LDPC码在AWGN信道中的性能优势.仿真结果表明:当多进制LDPC码采用这2种不同的译码算法时,随着码率的下降,编码增益和性能曲线与香农限的距离都会随之而增大,即多进制LDPC码适合于高码率情况下的应用.并在牺牲一定的信噪比时,Log-BP算法能够使多进制LDPC码的硬件复杂度得到较大的改善. To solve the problem of high computational complexity and inconvenient for hardware implementation in original decoding algorithm for non-binary LDPC codes, two simplified decoding algorithms are introduced for non-binary LDPC codes: the fast Fourier transform belief propagation (FFT- BP) decoding algorithm and the Log-domain belief propagation (Log- BP) decoding algorithm. The performance comparison between two different decoding algorithms for LDPC Codes over GF(q) is investigated at high code rates ( 1/2 - 1 ) over AWGN channel. The performance curves show that by the decreasing of code rate, both coding gains and the distances from Shannon limit increase with the two algo- rithms, which means that non-binary LDPC Codes are suit for applications at high rates. Meanwhile it is shown that Log -BP decoding algorithm may contribute a considerable improvement in computational complexity at the cost of sacrificing some performance, which is important for Log - BP decoding algorithm to be applied in hardware implementation.
出处 《重庆大学学报(自然科学版)》 EI CAS CSCD 北大核心 2007年第8期40-43,共4页 Journal of Chongqing University
基金 教育部新世纪优秀人才支持计划资助(NCET-04-0601)
关键词 FFT-BP算法 Log-BP算法 高码率 香农限 FFT- BP algorithm Log- BP algorithm high rate Shannon limit.
  • 相关文献

参考文献7

  • 1MACKAY D,WILSON S,DAVEY M.Comparison of constructions of irregular Gallager codes[J].IEEE Transaction on Communication,1999,47(10):1449-1454.
  • 2CHUNG S Y,FORNEY J G D,RICHARDSON T,et al.On the design of low-density parity-check codes within 0.0045dB of the Shannon limit[J].IEEE Communication Letter,2001,5(2):58-60.
  • 3DAVEY M C,MACKAY D J C.Low density parity check codes over GF (q)[J].IEEE Communication Letter,1998,2(6):165-167.
  • 4DAVEY M C.Error-correction using low-density parity-check codes[D].Cambridge,U.K.:Univ.Cambridge,1999.
  • 5WYMEERSCH H,STEENDAM H,MOENECLAEY M.Logdomain decoding of LDPC codes over GF (q):proc.IEEE ICC2004[C].Paris,France:[s.N.],2004:772-776.
  • 6CHEN JUNBIN,WANG LIN,LI YONG.Performance comparison between non-binary LDPC codes and reed-solomon codes over noise bursts channels:proc IEEE ICCCAS 2005[C].Hong Kong,China:[s.n.],2005:1-4.
  • 7HU X,ELEFTERIOU E,ARNOLD D M,et al.Efficient implementations of the sum-product algorithm for decoding LDPC codes:proc.IEEE Globecom.2001[C].SanAntonio,USA:[s.n.],2001,2:1036-1036E.

同被引文献9

  • 1DAVEY M C,MACKAY D J C. Low density parity check over codes GF(q) [J]. IEEE Communication Letters, 1998,2 (6) : 165-167.
  • 2DECLERCG D, FOSSORIER M. Decoding algorithms for non Binary LDPC codes over GF(q)[J]. IEEE Trans. On Commun. , 2007,55 (4) : 633-643.
  • 3WYMEERSCH H,STEENDAM H, MOENECLAEY M A. Computational complexity and quantization effects of decoding algorithms for non-binary LDPC codes[C]//IEEE. International Conference on Speech and Signal Processing. Montreal: IEEE, 2004 : 669-672.
  • 4SONG H,CRUZ J R. Reduced-complexity decoding of Q-ary LDPC codes for magnetic recoding [J]. IEEE Trans. On Magn. ,2003,39(3) : 1081-1087.
  • 5BARNAULT L,DECLERCG D. Fast decoding algorithm for LDPC codes over GF (2q) [C]//IEEE. Proceeding of IEEE ITW2003. Paris 2 IEEE, 2003: 70-73.
  • 6WYMEERSCH H, STEENDAM H, MOENECLACEY M. Log-domain decoding of LDPC codes over GF (q)[C]// IEEE. Proceeding of IEEE ICC2004. Paris: IEEE, 2004: 7?2-776.
  • 7SONG H, CRUZ J R. Reduced-complexity decoding of q-ary LDPC codes for magnetic recording [ J ]. IEEE Trans. Magn., 2003,39(2) :1081 - 1087.
  • 8LIN Jun, SHA Jin, WANG Zhongfeng, et al. An efficient VL- SI architecture for nonbinary LDPC decoders [ J ]. IEEE Trans. Circuits and Systems, 2010, 57( 1 ) :51 -55.
  • 9郑慧娟.快速傅立叶变换在多进制LDPC码译码中的应用[J].西安邮电学院学报,2009,14(5):51-54. 被引量:3

引证文献2

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