Spatial-Temporal Source Reconstruction of MEG via Variational EM Algorithm

J. Kan, Richard C. Wilson
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Abstract

Magnetoencephalography(MEG) is a new noninvasive brain imaging technique reconstructed electronic activities of brain by measured the magnetic field surrounding scalp. The aim of this paper is to explore a new method of MEG source spatio-temporal reconstruction based on optimizing the reconstructed MEG source model. We make the assumption that the stimulated electronic activities of the brain are located on a particular part of cortex where we partition it with multiple even voxels. In terms of Biot-Savart Law of electromagnetism, the spatial source model is built with multiple unknown parameters which reflect the information of the source location. Then, we try to solve this parameters optimization as a Maximum-likelihood estimation (MLE) using variational EM algorithm. According to the application of this approach, this paper also addresses that the solution of MEG signal reconstruction should be considered to avoid overlapping the calculation complexity, which may result in too expensive calculation to practice. Whereas, this approach also provides a new possibility and the new angle to solve MEG source reconstruction.
基于变分EM算法的脑磁图时空源重构
脑磁图(MEG)是一种新的无创脑成像技术,通过测量头皮周围的磁场来重建大脑的电子活动。本文的目的是在优化重构后的MEG源模型的基础上,探索一种新的MEG源时空重构方法。我们假设大脑受刺激的电子活动位于皮层的特定部分,我们将其划分为多个均匀体素。根据电磁比奥-萨瓦定律,建立了包含多个反映源位置信息的未知参数的空间源模型。然后,我们尝试使用变分EM算法将该参数优化求解为最大似然估计(MLE)。根据该方法的应用,本文还提出了应考虑MEG信号重构的解决方案,以避免计算复杂度重叠,从而导致计算成本过高而无法实践。同时,该方法也为解决MEG源重构问题提供了一种新的可能性和新的角度。
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