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Interpretability of Multivariate Brain Maps in Linear Brain Decoding: Definition and Heuristic Quantification in Multivariate Analysis of MEG Time-Locked Effects

机译:线性脑解码中多元脑图的可解释性:MEG时滞效应多元分析中的定义和启发式量化

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摘要

Brain decoding is a popular multivariate approach for hypothesis testing in neuroimaging. Linear classifiers are widely employed in the brain decoding paradigm to discriminate among experimental conditions. Then, the derived linear weights are visualized in the form of multivariate brain maps to further study spatio-temporal patterns of underlying neural activities. It is well known that the brain maps derived from weights of linear classifiers are hard to interpret because of high correlations between predictors, low signal to noise ratios, and the high dimensionality of neuroimaging data. Therefore, improving the interpretability of brain decoding approaches is of primary interest in many neuroimaging studies. Despite extensive studies of this type, at present, there is no formal definition for interpretability of multivariate brain maps. As a consequence, there is no quantitative measure for evaluating the interpretability of different brain decoding methods. In this paper, first, we present a theoretical definition of interpretability in brain decoding; we show that the interpretability of multivariate brain maps can be decomposed into their reproducibility and representativeness. Second, as an application of the proposed definition, we exemplify a heuristic for approximating the interpretability in multivariate analysis of evoked magnetoencephalography (MEG) responses. Third, we propose to combine the approximated interpretability and the generalization performance of the brain decoding into a new multi-objective criterion for model selection. Our results, for the simulated and real MEG data, show that optimizing the hyper-parameters of the regularized linear classifier based on the proposed criterion results in more informative multivariate brain maps. More importantly, the presented definition provides the theoretical background for quantitative evaluation of interpretability, and hence, facilitates the development of more effective brain decoding algorithms in the future.
机译:脑解码是用于神经影像假设检验的一种流行的多变量方法。线性分类器广泛用于大脑解码范例,以区分实验条件。然后,以多元脑图的形式将导出的线性权重可视化,以进一步研究潜在神经活动的时空模式。众所周知,由于线性预测器之间的相关性高,信噪比低,神经影像数据的维数高,因此难以解释从线性分类器的权重得出的脑图。因此,在许多神经影像研究中,提高大脑解码方法的可解释性是最主要的兴趣所在。尽管对此类型进行了广泛研究,但目前尚无关于多元脑图可解释性的正式定义。结果,没有用于评估不同大脑解码方法的可解释性的定量方法。在本文中,首先,我们提出了大脑解码中可解释性的理论定义;我们表明,多元脑图的可解释性可以分解为它们的再现性和代表性。第二,作为提出的定义的应用,我们举例说明了启发式方法,用于在诱发性脑磁图(MEG)响应的多变量分析中逼近可解释性。第三,我们建议将近似的可解释性和大脑解码的泛化性能组合成一个新的多目标准则用于模型选择。我们的结果(针对模拟和实际的MEG数据)表明,基于建议的准则优化正则化线性分类器的超参数会产生更多信息的多元脑图。更重要的是,提出的定义为定量评估可解释性提供了理论背景,因此,有助于将来开发更有效的大脑解码算法。

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