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Paradigm free mapping with sparse regression automatically detects single‐trial functional magnetic resonance imaging blood oxygenation level dependent responses

机译:具有稀疏回归的无范式映射自动检测单次试验性磁共振成像血氧水平依赖性反应

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摘要

The ability to detect single trial responses in functional magnetic resonance imaging (fMRI) studies is essential, particularly if investigating learning or adaptation processes or unpredictable events. We recently introduced paradigm free mapping (PFM), an analysis method that detects single trial blood oxygenation level dependent (BOLD) responses without specifying prior information on the timing of the events. PFM is based on the deconvolution of the fMRI signal using a linear hemodynamic convolution model. Our previous PFM method (Caballero‐Gaudes et al., 2011: Hum Brain Mapp) used the ridge regression estimator for signal deconvolution and required a baseline signal period for statistical inference. In this work, we investigate the application of sparse regression techniques in PFM. In particular, a novel PFM approach is developed using the Dantzig selector estimator, solved via an efficient homotopy procedure, along with statistical model selection criteria. Simulation results demonstrated that, using the Bayesian information criterion to select the regularization parameter, this method obtains high detection rates of the BOLD responses, comparable with a model‐based analysis, but requiring no information on the timing of the events and being robust against hemodynamic response function variability. The practical operation of this sparse PFM method was assessed with single‐trial fMRI data acquired at 7T, where it automatically detected all task‐related events, and was an improvement on our previous PFM method, as it does not require the definition of a baseline state and amplitude thresholding and does not compromise on specificity and sensitivity. Hum Brain Mapp, 2013. © 2011 Wiley Periodicals, Inc.
机译:在功能磁共振成像(fMRI)研究中检测单个试验响应的能力至关重要,尤其是在调查学习或适应过程或不可预测的事件时。我们最近推出了无范式映射(PFM),这是一种分析方法,可检测单个试验血氧水平依赖性(BOLD)响应,而无需指定有关事件发生时间的先验信息。 PFM基于使用线性血液动力学卷积模型的fMRI信号的反卷积。我们以前的PFM方法(Caballero-Gaudes等,2011:Hum Brain Mapp)使用岭回归估计器进行信号反卷积,并需要基线信号周期进行统计推断。在这项工作中,我们研究了稀疏回归技术在PFM中的应用。特别是,使用Dantzig选择器估计器开发了一种新颖的PFM方法,该方法通过有效的同伦过程以及统计模型选择标准进行了求解。仿真结果表明,使用贝叶斯信息准则选择正则化参数,此方法可获得较高的BOLD响应检出率,与基于模型的分析相当,但不需要事件发生时间的信息并且对血流动力学具有鲁棒性响应函数变异性。该稀疏PFM方法的实际操作是通过在7T获得的单次试验fMRI数据进行评估的,它可以自动检测所有与任务相关的事件,并且是对我们以前的PFM方法的改进,因为它不需要定义基线状态和幅度阈值,并且不影响特异性和敏感性。嗡嗡声脑图,2013年。©2011 Wiley Periodicals,Inc.

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