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Comparison of second- and fourth-order cumulant-based MUSIC method in the presence of sensor errors

机译:存在传感器错误时基于二阶和四阶累积量的MUSIC方法的比较

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We carry out a sensitivity analysis of fourth-order cumulant-based MUSIC method (FOC-MUSIC) via a generalized approach using a particular Taylor series expansion of a null spectrum function. We provide the variance of the estimate error for FOC-MUSIC with an emphasis on comparing robustness of FOC-MUSIC with that of the standard covariance matrix based MUSIC in the presence of sensor errors. We address the condition of effective aperture extension by higher-order cumulant-based processing, and give the new interpretation of effective aperture extension. A new fourth-order cumulants matrix is also given.
机译:我们通过使用零谱函数的特定泰勒级数展开的广义方法,对基于四阶累积量的MUSIC方法(FOC-MUSIC)进行了敏感性分析。我们提供了FOC-MUSIC估计误差的方差,重点是在存在传感器误差的情况下将FOC-MUSIC的鲁棒性与基于标准协方差矩阵的MUSIC的鲁棒性进行比较。我们通过基于高阶累积量的处理来解决有效孔径扩展的条件,并给出有效孔径扩展的新解释。还给出了一个新的四阶累积量矩阵。

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