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一种改进型LLR BP算法的LDPC译码研究 被引量:5

A New Modified LLR BP Algorithm Research for LDPC Decoders
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摘要 采用经典LLR BP算法对低密度奇偶校验(Low Density Parity Check,LDPC)码译码时,译码复杂度非常高,主要表现在译码时迭代次数过多和每次循环时校验节点的计算复杂度过高。基于以上问题提出一种新的改进型LLR BP译码算法,自适应地实时监控译码是否稳定来降低在低信噪比条件下的译码迭代次数,同时采用函数逼近的方法降低每次循环时校验节点的计算复杂度。仿真结果表明,该算法在译码性能损失不大的情况下可大幅降低LDPC码的译码复杂度。 Classical LLR BP algorithm to decode LDPC involves high complexitybecause of iterations and calculation complexity of horizontal directions in every iteration process. This paper proposes a new modified LLR BP algorithm to monitor whether decoding output is stable or not to decrease iteration times in low signal noise rate. At the same time,Taylor function approximation is adopted to reduce calculation complexity at check codes. Simulations reveal that this proposed method can reduce decode complexity widely for LDPC in the condition of a small decoding performance loss.
出处 《无线电工程》 2015年第3期4-6,18,共4页 Radio Engineering
基金 总装"十二五"预先研究基金资助项目
关键词 LDPC码 LLR BP算法 改进算法 检验因子 复杂度 LDPC LLR BP algorithm modified algorithm check factor complexity
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参考文献13

  • 1GALLAGERR.Low-Density-Parity-Check Codes[J].IRE Transactions on Information Theory(S0096-1000),1962,8(1):21-28.
  • 2MACHAY D J C.Good Error-Correcting Codes Based on Very Sparse Matrices[J].IEEE Transactions on Information Theory(S0018-9448),1999,45(2):399-431.
  • 3MACKAYD J C,NEALR M.Near Shannon Limit Performance of Low-density Parity-check Codes[J].Electronics Letters,1996,32(18):1 645-1 646.
  • 4ZAHNG J,FOSSORIERM P C.A Modified Weighted BitFlipping Decoding of Low-density Parity-check Codes[J].IEEE Communications Letters,2004,8(3):165-167.
  • 5SHANM,ZHAOC M,JIANGM.Improved Weighted BitFlipping Algorithm for Decoding LDPC Codes[J].IEEE Proceedings Communications,IET,2005,152(6):919-922.
  • 6卢建波.硬判决LDPC译码算法在卫星导航中的应用[J].无线电工程,2012,42(9):38-40. 被引量:4
  • 7KSCHISCHANGF R,FREYB J,LOELIGERH A.Factor Graphs and the Sum-Product Algorithm[J].IEEE Transactions on Information Theory,2001,47(2):498-519.
  • 8KIM N,PARK H.Modified UMP-BP Decoding Algorithm Based on Mean Square Error[J].Electronics Letters,2004,40(13):816-817.
  • 9GOUNAIS,OHTSUKI T,KANEKOT.Modified Beliefpropagation Decoding Algorithm Forlow-Density Parity Check Code Based on Oscillation[C]∥Vehicular Technology Conference,VTC,2006:1 467-1 471.
  • 10JIANG M,ZHAO C M.Reliability-Based Iterative Decoding of LDPC Codes Using Likelihood Accumulation[J].IEEE Communications Letters,2007,11(8):677-679.

二级参考文献29

  • 1张玉玲,袁东风,程翔.具有不等错误保护特性的LDPC编码调制方案[J].通信学报,2006,27(12):98-102. 被引量:4
  • 2OHTSUKI T. LDPC codes in communications and broadcasting [J]. IEICE Trans on Communication, 2007, E90 - B (3) : 440 - 453.
  • 3LI Y, RYAN W E. Bit-reliability mapping in LDPC-coded modulation systems[ J ]. IEEE Comm Letters, 2005,9( 1 ) : 1 - 3.
  • 4GALLAGER R G. Low Density Parity-check Codes [ M ]. Cambridge, MA, MIT Press, 1963.
  • 5KOU Y,LIN S, FOSSORIER M P C. Low-density Parity- check Codes Based on Finite Geometries: a Rediscovery and New Results [ J]. IEEE Transactions on Information Theory,2001,47(7) : 2 711 -2 736.
  • 6ZHANGJ,FOSSORIER M P C. A Modified Weighted Bit- flipping Decoding of Low-density Parity-check Codes [ J ]. IEEE Communication Letters,2004,8 ( 3 ) : 165 - 167.
  • 7JIANCM,ZHAO C,SHI Z,et al. An Improvement on the Modified Weighted Bit Flipping Decoding Algorithm for LDPC Codes [ J ]. IEEE Communication Letters, 2005,9 (9) : 814 -816.
  • 8GUO F,HANZO L. Reliability Ratio Based Weighted Bit- flipping Decoding for Low-density Parity-check Codes[ J]. Electronics Letters,2004,40(21): 1 356-1 358.
  • 9LEE C H, WOLF W. Implementation-efficient Reliability Ratio Based Weighted Bit-flipping Decoding for LDPC Codes [ J ]. Electronics Letters, 2005,41 ( 13 ) : 755 - 757.
  • 10BERNARDW,STEARNSSD著.自适应信号处理[M].王永德,龙宪惠译.北京:机械工业出版社,2008:69-79.

共引文献13

同被引文献27

  • 1窦金芳,王楠,周宇昌,周诠.LDPC码在深空通信中的应用[J].遥测遥控,2009,30(1):30-34. 被引量:1
  • 2GALLAGER R G. Low Density Parity-Check Codes [J]. 1EEE Transactions on Information Theory, 1962, 8(1) :21-28.
  • 3MACKEY D J C.Good Error-Correcting Codes Based on Very Sparse Matrices [J]. IEEE Transactions on Information Theory, 1999(45) : 399-431.
  • 4HUANG Ke-chao, MITCHELL, D G M , WEI Lai, et al. Performance Comparison of LDPC Block and Spatially Coupled Codes Over GF (q) [J]. IEEE Transactions on Communication, 2015, 63 (3) : 592- 604.
  • 5RICHARDSON T J, SHOKROLLAHI M A, UR- BANKE R.Design of Capacity-Approaching Irregular Low-Density Parity-Check Codes[J]. IEEE Transac- tions on Information Theory, 2001, 47(2): 619-637.
  • 6ERHESTO Z, WOLFGANG R, GERHARD F. Fet- weis G, Zimmermann E, Rave W. Forced Conver- gence Decoding of LDPC Codes: EXIT Chart Analy- sis and Combination with Node Complexity Reduc- tion Techniques [ C]//International symposium on Wireless Personal Multimedia Communications (WPMC).Hong Kong: IEEE, 2004:753-759.
  • 7YI F L, WANG P J.Low Complexity Decoding Algo- rithm of QC-LDPC Codes [C]// IEEE Asia-Pacific Services Computing Conference. Shanghai:IEEE, 2010: 531-534.
  • 8WANG Y, ZHANG J, FOSSOR/ER M. Reduced Com- plexity Column Layered Decoding and Implementation for LDPC Codes [J]. IET Communications 2011,5(2): 2177-2186.
  • 9CHEN X C,KANG J Y,LIN S,et al.Memory System Optimization for FPGA- Based Implementation of Quasi-Cyclic LDPC Codes Decoders[J].IEEE Transa- ciions on Circuits and System,2011,58(1) :98-111.
  • 10GONG Yi, LIU Xingcheng, HAN Guojun, et al. In- formed Shuffled Belief-Propagation Decoding for Low -Density Parity-Check Codes [J]. IET Communica- tions, 2015, 9(18) :2259-2266.

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二级引证文献10

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