Source Extent Estimation in OPM-MEG: A Two-Stage Champagne Approach

Wen Li;Fuzhi Cao;Nan An;Wenli Wang;Chunhui Wang;Weinan Xu;Yang Gao;Xiaolin Ning
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Abstract

The accurate estimation of source extent using magnetoencephalography (MEG) is important for the study of preoperative functional localization in epilepsy. Conventional source imaging techniques tend to produce diffuse or focused source estimates that fail to capture the source extent accurately. To address this issue, we propose a novel method called the two-stage Champagne approach (TS-Champagne). TS-Champagne divides source extent estimation into two stages. In the first stage, the Champagne algorithm with noise learning (Champagne-NL) is employed to obtain an initial source estimate. In the second stage, spatial basis functions are constructed from the initial source estimate. These spatial basis functions consist of potential activation source centers and their neighbors, and serve as spatial priors, which are incorporated into Champagne-NL to obtain a final source estimate. We evaluated the performance of TS-Champagne through numerical simulations. TS-Champagne achieved more robust performance under various conditions (i.e., varying source extent, number of sources, signal-to-noise level, and correlation coefficients between sources) than Champagne-NL and several benchmark methods. Furthermore, auditory and median nerve stimulation experiments were conducted using a 31-channel optically pumped magnetometer (OPM)-MEG system. The validation results indicated that the reconstructed source activity was spatially and temporally consistent with the neurophysiological results of previous OPM-MEG studies, further demonstrating the feasibility of TS-Champagne for practical applications.
OPM-MEG 中的源范围估算:两阶段香槟法
利用脑磁图(MEG)准确估计源程度对癫痫术前功能定位的研究具有重要意义。传统的源成像技术往往产生漫射或聚焦源估计,不能准确捕获源的范围。为了解决这个问题,我们提出了一种新的方法,称为两阶段香槟方法(TS-Champagne)。TS-Champagne将源范围估计分为两个阶段。在第一阶段,使用带有噪声学习的香槟算法(Champagne- nl)获得初始源估计。在第二阶段,从初始源估计构造空间基函数。这些空间基函数由潜在激活源中心和它们的邻居组成,并作为空间先验,将其纳入到Champagne-NL中以获得最终的源估计。我们通过数值模拟来评估TS-Champagne的性能。TS-Champagne在各种条件下(即不同的信号源范围、信号源数量、信噪比和信号源之间的相关系数)都比Champagne-NL和几种基准方法具有更强的鲁棒性。此外,使用31通道光泵磁强计-脑磁图系统进行听觉和正中神经刺激实验。验证结果表明,重构源活性在空间和时间上与前人OPM-MEG研究的神经生理学结果一致,进一步证明了TS-Champagne在实际应用中的可行性。
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