Faculty of Computer Science and Information Technology, West Pomeranian University of Technology Szczecin, Szczecin, Poland.
J Neural Eng. 2019 Sep 11;16(5):056025. doi: 10.1088/1741-2552/ab36db.
The paper aims to present a method that enables the application of independent component analysis (ICA) to a low-channel EEG recording. The idea behind the method (called moving average ICA or MAICA) is to extend the original low-sensor matrix of signals by applying a set of zero-phase moving average filters to each of the recorded signals.
The paper discusses the theoretical background of the MAICA algorithm and verifies its usefulness under three exemplary settings: (i) a pure mathematic system composed of ten source sinusoids; (ii) real EEG data recorded from 64 channels; (iii) real EEG data recorded from five subjects during 200 trials with motor imagery brain-computer interface.
The first system shows that MAICA is able to decompose two mixed signals (composed of ten source sinusoids) into ten components with an extremely high correlation between the source patterns and identified components (99%-100%). The second system shows that when used over five channels, MAICA is able to recognize more artefact components than those recognized by classic ICA used over 64 channels. Finally, the third system demonstrates that MAICA is capable of working in an online mode without significant delays; the additional time needed to run MAICA for one trial was less than 6ms in the survey reported in the paper.
The method presented in the paper should have a significant impact on all areas of medical signal processing where a large number of known and/or unknown patterns have to be retrieved in real time from complex signals recorded from a small number of external/internal body sensors.
本文旨在提出一种方法,使独立成分分析(ICA)能够应用于低通道 EEG 记录。该方法(称为移动平均 ICA 或 MAICA)的思路是通过对每个记录信号应用一组零相位移动平均滤波器,扩展原始低传感器信号矩阵。
本文讨论了 MAICA 算法的理论背景,并在三种示例设置下验证了其有效性:(i)由十个源正弦波组成的纯数学系统;(ii)来自 64 个通道的真实 EEG 数据;(iii)来自五个受试者在 200 次运动想象脑机接口试验期间记录的真实 EEG 数据。
第一个系统表明,MAICA 能够将两个混合信号(由十个源正弦波组成)分解为十个成分,源模式和识别成分之间具有极高的相关性(99%-100%)。第二个系统表明,当使用五个通道时,MAICA 能够识别比经典 ICA 在 64 个通道上识别出的更多的伪迹成分。最后,第三个系统表明,MAICA 能够在没有明显延迟的情况下在线工作;在本文报道的调查中,运行 MAICA 进行一次试验所需的额外时间不到 6ms。
本文提出的方法应该对医学信号处理的所有领域都有重大影响,在这些领域中,必须从少数外部/内部身体传感器记录的复杂信号中实时检索大量已知和/或未知模式。