Razieh Faghihpirayesh, Tales Imbiriba, Mathew Yarossi, Eugene Tunik, Dana Brooks, Deniz Erdoğmuş
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引用次数: 0
摘要
经颅磁刺激(TMS)的一个重要应用是通过对运动皮层进行空间取样,绘制皮层运动地形图,并通过表面肌电图记录运动诱发电位(MEP)。TMS 绘图的标准方法是在头皮上间隔(通常为 1 厘米)网格的不同位置进行重复刺激。这些映射策略非常耗时,而且反应部位通常很稀疏。此外,由于时间跨度长,无法测量短暂的皮层变化,临床人群的耐受性也很差。另一种方法是利用 TMS 绘图仪的专业知识,通过 MEPs 的反馈来决定刺激哪个位置,从而利用地图的稀疏性。在这项研究中,我们提出了一种新颖的主动学习方法,用于自动推断最佳的未来刺激位置,以取代用户的专业知识。具体来说,我们提出了一种主动高斯过程(GP)策略,该策略采用熵和互信息(MI)等定位选择标准。我们提出的方法将估计的 MEP 场(即 GP 平均值)建模为高斯随机变量本身,从而改变了通常基于熵和 MI 的选择标准。通过这种方法,我们将 MEP 振幅纳入了位置选择标准,而在其他情况下,位置选择标准是完全独立于 MEP 值的。使用真实数据的实验结果表明,当 MEP 变化主要集中在空间的一个子区域时,所提出的策略可以大大优于其他竞争方法。
Motor Cortex Mapping using Active Gaussian Processes.
One important application of transcranial magnetic stimulation (TMS) is to map cortical motor topography by spatially sampling the motor cortex, and recording motor evoked potentials (MEP) with surface electromyography. Standard approaches to TMS mapping involve repetitive stimulations at different loci spaced on a (typically 1 cm) grid on the scalp. These mappings strategies are time consuming and responsive sites are typically sparse. Furthermore, the long time scale prevents measurement of transient cortical changes, and is poorly tolerated in clinical populations. An alternative approach involves using the TMS mapper expertise to exploit the map's sparsity through the use of feedback of MEPs to decide which loci to stimulate. In this investigation, we propose a novel active learning method to automatically infer optimal future stimulus loci in place of user expertise. Specifically, we propose an active Gaussian Process (GP) strategy with loci selection criteria such as entropy and mutual information (MI). The proposed method twists the usual entropy- and MI-based selection criteria by modeling the estimated MEP field, i.e., the GP mean, as a Gaussian random variable itself. By doing so, we include MEP amplitudes in the loci selection criteria which would be otherwise completely independent of the MEP values. Experimental results using real data shows that the proposed strategy can greatly outperform competing methods when the MEP variations are mostly conned in a sub-region of the space.