基于稀疏基函数表示的脑电图源重构

Sofie Therese Hansen, L. K. Hansen
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引用次数: 1

摘要

目前的三维脑电图成像性能是基于空间基函数表示的重建。在这项工作中,我们扩大了稀疏逼近的变分绞喉(VG)方法,以纳入空间基函数。由于VG通过交叉验证来处理偏差方差权衡,这种方法比多重稀疏先验(Multiple Sparse prior,弗里斯顿等人,2008)或香槟(Wipf等人,2010)等竞争方法更加自动化,后者分别需要手动选择噪声水平和辅助信号自由数据。最后,我们提出了一种基于劈半重采样协议的重构激活时间过程再现性的无偏估计。
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EEG source reconstruction using sparse basis function representations
State of the art performance of 3D EEG imaging is based on reconstruction using spatial basis function repre-sentations. In this work we augment the Variational Garrote (VG) approach for sparse approximation to incorporate spatial basis functions. As VG handles the bias variance trade-off with cross-validation this approach is more automated than competing approaches such as Multiple Sparse Priors (Friston et al., 2008) or Champagne (Wipf et al., 2010) that require manual selection of noise level and auxiliary signal free data, respectively. Finally, we propose an unbiased estimator of the reproducibility of the reconstructed activation time course based on a split-half resampling protocol.
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