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利用线性均衡的减少状态序列估值 被引量:4

Reduced State Sequence Estimation Using Linear Equalization
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摘要 本文对码间串扰信道提出一种新的减少状态序列估值,利用线性均衡的判决信息可大大减少Viterbi算法的状态。对于记忆长度L较短且线性均衡效果较好的信道,利用随L仅呈线性增长的复杂度可显著改善线性均衡的性能并接近最大似然序列估值的性能。本文还分析了利用判决反馈均衡来减少状态所带来的问题。 In this paper;we proposed a new reduced state sequence estimator for intersymbol interference(ISI)channels.The states can be greatly reduced using information from the decisions of linear equalization(LE).For mild ISI channels with short memory length(L),the new estimator can greatly improve the performance of LE and approachs to Maximum Likelihood Sequence Estimation(MLSE)with the complexity increasing only linearly with L.The problem existed when decision feedback equalization is used to reduce the states of Viterbi algorithm is also analysed.
机构地区 通信工程学院
出处 《通信学报》 EI CSCD 北大核心 1999年第2期82-85,共4页 Journal on Communications
基金 东南大学移动通信国家重点实验室资助
关键词 线性均衡 VITERBI算法 信道均衡 Reduced state sequence estimation,linear equalization,Viterbi algorithm
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  • 1王斌.自适应均衡技术在散射通信中的应用[J].无线电通信技术,2005,31(3):53-55. 被引量:7
  • 2周寒冰,刘海涛,李道本.快衰落信道下MLSD接收机的简化[J].北京邮电大学学报,2007,30(2):110-113. 被引量:1
  • 3CHIU M:CHAO C. Analysis of LMS-adaptive MLSE equaliza- tion on multipath fading channels[J]. IEEE Transactions on Communications, 1996,44(12) : 1648-1692.
  • 4WU J, AGHVAMI A H, A new adaptive equalizer with channel estimator for mobile radio communications[J]. IEEE Transac- tions on Vehicular Technology, 1996, 45(3) : 1178-1190.
  • 5RAHELI R, POLYDOROS A, TZOU C K. Per-survivor pro-cessing: a general approach to mlse in uncertain environments [J]. IEEE Transactions on Communications, 1995, 43 (2/3/4) : 354-364.
  • 6DUEL-HALLEN A, HEEGARD C. Delayed decision-feedback sequence estimation [J]. IEEE Transactions on Communica- tions, 1989,37 : 428-436.
  • 7EYUBOGLU V M, QUERESHI S U. Reduced-state sequence estimation for coded modulation and inter-symbol interference channelsEJ']. IEEE Journal on Selected areas in Communica- tions, 1989,7:989-995.
  • 8Wu Xiaofu,Sua Songgeng. Block demodutatioa of MDPSK with tow complexity, Electronics Letters,1998,34(5).
  • 9Oberst J F,Schilling D L. Double error probability in differential PSK. Proc. IEEE, 1968,56:1099-1100.
  • 10有本卓著,杨逢春,许织新译.近代信息论.北京:人民邮电出版社,1982..

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