Blind source detection and separation using second order non-stationarity

A. Souloumiac
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引用次数: 78

Abstract

We address the problem of using an array of sensors for detecting a narrow band source and separating its signal from unwanted disturbance signals, that is jammers and noise. The power of the desired signal is assumed to move from one level to another. This second order non-stationarity occurs, for instance, in frequency hopping systems, and more generally, at the beginning or at the end of any communication. We derive a method based on the generalized eigenstructure of two covariance matrices which requires no a priori knowledge of the array manifold, but only second order stationarity of the disturbance signals. The loss in signal to interference plus noise ratio (SINR) due to finite sample effect is calculated in closed form at the first order and validated by simulations. This last result shows that the method gives interesting performance in a wide range of situations.
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利用二阶非平稳性进行盲源检测和分离
我们解决了使用传感器阵列来检测窄带源并将其信号与不需要的干扰信号(即干扰器和噪声)分离的问题。假设期望信号的功率从一个电平移动到另一个电平。这种二阶非平稳性发生,例如,在跳频系统中,更一般地,在任何通信的开始或结束时。我们提出了一种基于两个协方差矩阵的广义特征结构的方法,该方法不需要阵列流形的先验知识,而只需要干扰信号的二阶平稳性。以一阶封闭形式计算了有限样本效应导致的信噪比损失,并通过仿真进行了验证。最后的结果表明,该方法在广泛的情况下提供了有趣的性能。
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Language identification with phonological and lexical models Computationally efficient wavelet packet coding of wide-band stereo audio signals Signaling techniques using solitons Blind source detection and separation using second order non-stationarity On blind channel identification for impulsive signal environments
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