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Bispectrum estimation via autoregressive modeling: a group delay approach

机译:通过自回归建模的BISPectrum估计:群延迟方法

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A new method of bispectrum estimation by an AR (autoregressive) model has been proposed for a signal which is the output of a mixed-phase system driven by a non-Gaussian noise. This is achieved by relating the bispectrum phase and magnitude to the system group delay functions. The maximum and minimum phase property of the group delay functions makes AR bispectrum estimation possible, since there exists a direct relation between the cepstral and AR coefficients. The proposed method uses only the bispectrum information and is applicable for moving average (MA) or AR or ARMA system with either mixed-phase poles or mixed-phase zeros or both. Unlike some of the existing methods, it uses all the bispectral information and does not involve any solution of a system of equations. The method has been illustrated for MA and ARMA systems using sample root mean square error as the performance index.
机译:已经提出了通过AR(自回归)模型的BISPectrum估计的新方法,该信号是由非高斯噪声驱动的混合相系统的输出。 这是通过将BISPectrum阶段和幅度与系统组延迟函数相关的实现来实现的。 组延迟函数的最大和最小相表性能使AR BISPectrum估计成为可能的,因为倒谱和AR系数之间存在直接关系。 所提出的方法仅使用BISPectrum信息,适用于具有混合相杆或混合相零的移动平均(MA)或AR或ARMA系统。 与一些现有方法不同,它使用所有双光谱信息,并且不涉及任何方程式的解决方案。 使用样本根均方误差作为性能指标的样本均方误差来说明该方法。

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