Non-uniform spatial priors for multi-dipole localization from MEG/EEG data

Alessandro Viani, Gianvittorio Luria, A. Sorrentino
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Abstract

Localization of current dipoles from magneto/electro-encephalographic data is a key step in several applications, from basic neuroscience to pre-surgical evaluation of epileptic patients.SESAME is a Monte Carlo algorithm that can automatically localize an a priori unknown number of dipolar sources from M/EEG data, and provides a posterior probability map representing uncertainty on the source locations.SESAME has been shown to provide accurate localization in case of multi-dipole configurations. So far, SESAME has always been applied using a uniform prior distribution on the source location, corresponding to complete lack of information about the source location. However, in many practical contexts the experimenter (or clinician) might have some more or less vague information about where the sources could be.In this work, we investigate whether the use of non-uniform priors within SESAME can contribute to increasing the accuracy of source localization.We provide numerical results on simulated data, showing that the use of non-uniform priors can effectively increase the source localization accuracy when the prior distribution is correct (i.e., higher around the true source locations), without substantially worsening the performances when, as it may happen, the prior information is wrong.
基于脑磁图/脑电数据的多偶极子定位非均匀空间先验
从磁/脑电图数据中定位电流偶极子是几个应用的关键步骤,从基础神经科学到癫痫患者的术前评估。SESAME是一种蒙特卡罗算法,可以从M/EEG数据中自动定位先验未知数量的偶极源,并提供表示源位置不确定性的后验概率图。SESAME已被证明可以在多偶极子结构的情况下提供精确的定位。到目前为止,芝麻芝麻的应用一直是采用源位置均匀先验分布,对应于源位置完全缺乏信息。然而,在许多实际情况下,实验者(或临床医生)可能有一些或多或少模糊的信息来源可能在哪里。在这项工作中,我们研究了在SESAME中使用非均匀先验是否有助于提高源定位的准确性。我们在模拟数据上提供的数值结果表明,当先验分布正确时(即在真实源位置附近更高),使用非均匀先验可以有效地提高源定位精度,而在先验信息错误时(可能发生这种情况),性能不会大幅下降。
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