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Increasing Stability of EEG Components Extraction Using Sparsity Regularized Tensor Decomposition

机译:使用稀疏正则张量分解提高EEG部件提取的稳定性

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Tensor decomposition has been widely employed for EEG signal processing in recent years. Constrained and regularized tensor decomposition often attains more meaningful and interpretable results. In this study, we applied sparse nonnegative CANDECOMP/PARAFAC tensor decomposition to ongoing EEG data under naturalistic music stimulus. Interesting temporal, spectral and spatial components highly related with music features were extracted. We explored the ongoing EEG decomposition results and properties in a wide range of sparsity levels, and proposed a paradigm to select reasonable sparsity regularization parameters. The stability of interesting components extraction from fourteen subjects' data was deeply analyzed. Our results demonstrate that appropriate sparsity regularization can increase the stability of interesting components significantly and remove weak components at the same time.
机译:据近年来,张量分解已广泛用于EEG信号处理。受限和正规化的张量分解通常往往达到更有意义和可解释的结果。在这项研究中,我们将稀疏的非负烛体CANCOMP / PARAFOR张解物分解在自然音乐刺激下的持续脑电图数据上。提取与音乐特征高度相关的有趣的时间,光谱和空间组件。我们探讨了各种稀疏性水平的持续脑电图分解结果和性质,并提出了一个范式来选择合理的稀疏正则化参数。深刻分析了来自十四个受试者数据的有趣组分提取的稳定性。我们的结果表明,适当的稀疏正规化可以显着提高有趣组件的稳定性,并同时去除弱组件。

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