Order-recursive least-squares(ORLS)algorithms are applied to the prob-lems of estimation and identification of FIR or ARMA system parameters where a fixedset of input signal samples is available and the desired order ...Order-recursive least-squares(ORLS)algorithms are applied to the prob-lems of estimation and identification of FIR or ARMA system parameters where a fixedset of input signal samples is available and the desired order of the underlying model isunknown.On the basis of several universal formulae for updating nonsymmetric projec-tion operators,this paper presents three kinds of LS algorithms,called nonsymmetric,symmetric and square root normalized fast ORLS algorithms,respectively.As to the au-thors’ knowledge,the first and the third have not been so far provided,and the second isone of those which have the lowest computational requirement.Several simplified versionsof the algorithms are also considered.展开更多
Aimed at the problem of adaptive noise canceling(ANC),three implementary algorithms which are least mean square(LMS) algorithm,recursive least square(RLS) algorithm and fast affine projection(FAP) algorithm,have been ...Aimed at the problem of adaptive noise canceling(ANC),three implementary algorithms which are least mean square(LMS) algorithm,recursive least square(RLS) algorithm and fast affine projection(FAP) algorithm,have been researched.The simulations were made for the performance of these algorithms.The extraction of fetal electrocardiogram(FECG) is applied to compare the application effect of the above algorithms.The proposed FAP algorithm has obvious advantages in computational complexity,convergence speed and steadystate error.展开更多
外辐射源雷达面临严重的多径杂波问题,传统的递归最小二乘(Recursive Least Square,RLS)算法能有效地抑制多径杂波,相对最小均方(Least Mean Square,LMS)算法而言,该算法收敛速率快,且不随输入相关矩阵特征值的扩散而改变,能获得更好的...外辐射源雷达面临严重的多径杂波问题,传统的递归最小二乘(Recursive Least Square,RLS)算法能有效地抑制多径杂波,相对最小均方(Least Mean Square,LMS)算法而言,该算法收敛速率快,且不随输入相关矩阵特征值的扩散而改变,能获得更好的杂波抑制效果,但该算法复杂度高,不利于实时处理.针对此问题,提出了一种外辐射源雷达多径杂波抑制的快速横向滤波算法,该算法的计算量与LMS相当,同时具有RLS的优越性,对多径杂波抑制的实时处理更具有吸引力.仿真和实测数据处理结果验证了该算法的有效性.展开更多
文摘Order-recursive least-squares(ORLS)algorithms are applied to the prob-lems of estimation and identification of FIR or ARMA system parameters where a fixedset of input signal samples is available and the desired order of the underlying model isunknown.On the basis of several universal formulae for updating nonsymmetric projec-tion operators,this paper presents three kinds of LS algorithms,called nonsymmetric,symmetric and square root normalized fast ORLS algorithms,respectively.As to the au-thors’ knowledge,the first and the third have not been so far provided,and the second isone of those which have the lowest computational requirement.Several simplified versionsof the algorithms are also considered.
基金the National Key Technologies R&D Program (No. 2006BAI22B01)
文摘Aimed at the problem of adaptive noise canceling(ANC),three implementary algorithms which are least mean square(LMS) algorithm,recursive least square(RLS) algorithm and fast affine projection(FAP) algorithm,have been researched.The simulations were made for the performance of these algorithms.The extraction of fetal electrocardiogram(FECG) is applied to compare the application effect of the above algorithms.The proposed FAP algorithm has obvious advantages in computational complexity,convergence speed and steadystate error.
文摘外辐射源雷达面临严重的多径杂波问题,传统的递归最小二乘(Recursive Least Square,RLS)算法能有效地抑制多径杂波,相对最小均方(Least Mean Square,LMS)算法而言,该算法收敛速率快,且不随输入相关矩阵特征值的扩散而改变,能获得更好的杂波抑制效果,但该算法复杂度高,不利于实时处理.针对此问题,提出了一种外辐射源雷达多径杂波抑制的快速横向滤波算法,该算法的计算量与LMS相当,同时具有RLS的优越性,对多径杂波抑制的实时处理更具有吸引力.仿真和实测数据处理结果验证了该算法的有效性.
