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Statistical evaluation of coherence estimated from optimally beamformed signals

机译:从最佳波束形成信号估计的相干性的统计评估

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摘要

In this paper we investigate a situation where we want to perform a coherence analysis of two signal sources, one of which is measured directly, and the other is measured through a sensor array affected by noise. To extract the latter signal, we suggest the use of the optimal beamforming with reference. We note, however, that this approach results in a coherence estimate that is noticeably biased, and cannot be evaluated by the known statistical tests. We therefore derive a new statistical test, that allows the evaluation of the biased coherence estimate. We illustrate the applicability of our methodology on the coherence analysis of EEG and EMG signals. We note that the suggested approach has several advantages over the surface Laplacian, which is a spatial filter commonly used in the EEG-EMG coherence analysis.
机译:在本文中,我们研究了要对两个信号源进行相干分析的情况,其中一个直接测量,另一个通过受噪声影响的传感器阵列测量。为了提取后一个信号,我们建议使用参考的最佳波束成形。但是,我们注意到,这种方法会导致相干性估计值明显偏差,并且无法通过已知的统计检验进行评估。因此,我们得出了一个新的统计检验,该检验可以评估偏差的相干估计。我们说明了我们的方法在脑电和肌电信号的相干分析中的适用性。我们注意到,与表面拉普拉斯算子相比,该方法具有多个优势,表面拉普拉斯算子是EEG-EMG相干分析中常用的空间滤波器。

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