Matching Pursuit Based Dynamic Phase-Amplitude Coupling Measure

T. T. Munia, Selin Aviyente
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引用次数: 1

Abstract

Long-distance neuronal communication in the brain is enabled by the interactions across various oscillatory frequencies. One interaction that is gaining importance during cognitive brain functions is phase amplitude coupling (PAC), where the phase of a slow oscillation modulates the amplitude of a fast oscillation. Current techniques for calculating PAC provide a numerical index that represents an average value across a pre-determined time window. However, there is growing empirical evidence that PAC is dynamic, varying across time. Current approaches to quantify time-varying PAC relies on computing PAC over sliding short time windows. This approach suffers from the arbitrary selection of the window length and does not adapt to the signal dynamics. In this paper, we introduce a data-driven approach to quantify dynamic PAC. The proposed approach relies on decomposing the signal using matching pursuit (MP) to extract time and frequency localized atoms that best describe the given signal. These atoms are then used to compute PAC across time and frequency. As the atoms are time and frequency localized, we only compute PAC across time and frequency regions determined by the selected atoms rather than the whole time-frequency range. The proposed approach is evaluated on both simulated and real electroencephalogram (EEG) signals.
基于匹配追踪的动态相幅耦合测量
大脑中的远距离神经元通信是通过不同振荡频率的相互作用实现的。在认知脑功能中越来越重要的一个相互作用是相位振幅耦合(PAC),其中慢振荡的相位调制快速振荡的振幅。目前计算PAC的技术提供了一个数字索引,它表示预先确定的时间窗口内的平均值。然而,越来越多的经验证据表明,PAC是动态的,随时间而变化。目前量化时变PAC的方法依赖于计算滑动短时间窗口上的PAC。这种方法存在窗长的任意选择和不适应信号动力学的缺点。在本文中,我们引入了一种数据驱动的方法来量化动态PAC。所提出的方法依赖于使用匹配追踪(MP)对信号进行分解,以提取最能描述给定信号的时间和频率局部原子。然后使用这些原子计算跨时间和频率的PAC。由于原子是时间和频率局域化的,我们只计算由所选原子确定的时间和频率区域的PAC,而不是整个时间-频率范围。在模拟和真实的脑电图信号上对该方法进行了评估。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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