结合黎曼几何特征提取和多任务学习,增强跨学科脑磁图解码能力

Yalin Liu, Tianyou Yu, Yuanqing Li
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引用次数: 2

摘要

许多脑解码算法都是基于训练数据和测试数据在相同特征空间中并且具有相同分布的假设。然而,在许多实际应用中,大脑信号的统计分布在不同科目和会话之间是不同的,这限制了训练数据或训练模型在不同科目或会话之间的可转移性。在本研究中,我们重点研究了脑磁图信号中的这一问题。通过对迁移学习在脑解码中取得满意效果的文献的回顾,提出了一种跨主体脑电信号解码的新方法。首先,通过建立黎曼几何与样本协方差矩阵(SCM)之间的联系,推导出一个新的核,然后利用改进的多任务学习框架将其应用于MEG传输解码。在人脸与乱序解码任务的脑磁图数据集上进行的实验表明,该方法优于其他可比较的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Enhance cross-subject MEG decoding by combining Riemannian Geometry feature extraction and multi-task learning
Many brain decoding algorithms are based on the assumption that the training and test data are in the same feature space and have the same distribution. However, in many practical applications, the statistical distribution of brain signal varies across subjects as well as sessions, restricting the transferability of training data or training models between different subjects or sessions. In this study, we focus on this problem in magnetoencephalography (MEG) signal. By reviewing the transfer learning literatures that have achieved satisfactory results in brain decoding, we proposed a new method for MEG decoding across subjects. First, a new kernel is derived by establishing a connection between the Riemannian geometry and the sample covariance matrix (SCM), which is then applied to MEG transfer decoding by using an improved multi-task learning framework. The experiments on an MEG dataset of face vs. scramble decoding task demonstrated that the proposed approach is superior to other comparable methods.
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