Decision feedback equalizer based on non-singleton fuzzy regular neural networks
Decision feedback equalizer based on non-singleton fuzzy regular neural networks
摘要
A new equalization method is proposed in this paper for severely nonlinear distorted channels. The structure of decision feedback is adopted for the non-singleton fuzzy regular neural network that is trained by gradient-descent algorithm. The model shows a much better performance on anti-jamming and nonlinear classification, and simulation is carried out to compare this method with other nonlinear channel equalization methods. The results show the method has the least bit error rate (BER).
A new equalization method is proposed in this paper for severely nonlinear distorted channels. The structure of decision feedback is adopted for the non-singleton fuzzy regular neural network that is trained by gradient-descent algorithm. The model shows a much better performance on anti-jamming and nonlinear classification, and simulation is carried out to compare this method with other nonlinear channel equalization methods. The results show the method has the least bit error rate (BER).
参考文献10
-
1Mulgrew B.Applying radial basis functions[].IEEE Signal Processing Magazine.1996
-
2Williamson D,Kennedy R A,Pulford G W.Block decision feedback equalization[].IEEE Trans on Commu.1992
-
3Gibson G J,Siu S,Cowan C F N.Application of multilayer perceptrons as adaptive equalizer[].Proc of IEEE Int Conf on ASSP.1989
-
4Messerchimitt D G.A geometric theory of intersymbol interference Part Ⅰ : Zero-forcing and decision feedback equalization. Part Ⅱ: Performance of the maximum likelihood detector[].Bell Syst Tech.1972
-
5Chen S,Mclaughlin S,Mulgrew B.Complex valued radial basis function networks: application to digital communicat- ions channel equalization (PartⅡ[].Signal Processing.1994
-
6Yee M S,Yeap B L,Hanzo.Radial basis function-assisted turbo Equalization[].IEEE Trans on Commu.2003
-
7Chen S,Gibson G J,Cowan C F N, et al.Adaptive equalization of finite non-linear channels using multilayer perceptrons[].Signal Processing.1990
-
8Zadeh L A.Outline of a new approach to the analysis of complex systems and decision processes[].IEEE Trans on Systems Manand Cybernetics.1973
-
9Gibson G J,Siu S,Cowan C F N.The application of nonlinear structures to the reconstruction of binary signals[].IEEE Transactions on Signal Processing.1991
-
10Wang Shitong.Fuzzy system, fuzzy neural networks and applications[]..1998
-
1蜂巢技巧[J].计算机应用文摘,2013(6):51-51.
-
2卢珂,孟军霞.在实际数据中心环境下测量流媒体服务器的能力[J].焦作大学学报,2005,19(2):57-59.
-
3门威,吕书林.浅谈基于Hadoop平台的大规模数据排序[J].智能计算机与应用,2016,6(3):130-131.
-
4Sumin Zhang,Shu Li,Donglin Su.Adaptive support vector machine decision feedback equalizer[J].Journal of Systems Engineering and Electronics,2011,22(3):452-461.
-
5于东超,耿祥义,刘泮青.5vs5仿真机器人足球比赛——防守算法研究[J].计算机技术与发展,2008,18(2):59-61. 被引量:3
-
6莫宾江.主板专集(一)[J].电脑校园,2001(6):13-13.
-
7苏芸.自动鉴别的I-Button技术[J].今日电子,1999(4):9-10.
-
8孙相超,魏玉宏,王晓红.基于最速下降-Newton的DV—Hop定位算法[J].武警工程大学学报,2015,0(4):31-34.
-
9田明,伍舟宏,洪银萍.一个多因子信用违约互换定价模型[J].数学的实践与认识,2008,38(23):47-56. 被引量:1
-
10张冰.基于直径为2的摩尔图网络的并行矩阵乘算法[J].计算机学报,2013,36(9):1843-1849.