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Key properties of D-optimal designs for event-related functional MRI experiments with application to nonlinear models

机译:与非线性模型应用于事件相关的功能MRI实验的D-OPTEMAL设计的关键特性

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To properly formulate functional magnetic resonance imaging (fMRI) experiments with complex mental activity, it is advantageous to permit great flexibility in the statistical components of the design of these studies. The length of an experiment, the placement of various stimuli and the modeling approach used all affect the ability to detect mental activity. Major advances in understanding the implications of various designs of fMRI experiments have taken place over the last decade. Nevertheless, new and increasingly difficult issues relating to the modeling of hemodynamic responses and the detection of activated brain regions continue to arise because of the increasing complexity of the experiments. In this article, the D-optimality criterion is used in conjunction with a genetic algorithm to create probability-based design generators for the selection of designs in event-related fMRI experiments where the hemodynamic response function is modeled with a function that is nonlinear in the parameters. The designs produced by these generators are shown to perform well compared with locally D-optimal designs and provide insight into optimal design characteristics that investigators can utilize in the selection of interstimulus intervals. Designs with these characteristics are shown to be applicable to fMRI studies involving one or two stimulus types. The designs are also shown to be robust with respect to misspecification of an AR(1) error autocorrelation and compare favorably with a maximin procedure.
机译:为了适当地制定具有复杂心理活动的功能性磁共振成像(FMRI)实验,有利的是允许在这些研究设计的统计组件中允许具有很大的灵活性。实验的长度,各种刺激的放置和建模方法使用所有都会影响检测心理活动的能力。在过去十年中发生了理解FMRI实验各种设计的影响的主要进展。然而,由于实验的复杂性增加,与血流动力学反应建模和激活脑区的检测相关的新的和越来越困难的问题。在本文中,D-Optimaly标准与遗传算法结合使用,以创建基于概率的设计发生器,以选择与事件相关的FMRI实验中的设计,其中血流动力学响应函数用非线性中的函数建模参数。这些发电机产生的设计被证明与本地D-OPTEMAL设计相比表现良好,并提供对调查人员在选择间隔间隔中使用的最佳设计特征的洞察力。具有这些特性的设计被证明适用于涉及一种或两种刺激类型的FMRI研究。对于AR(1)误差自相关的误操作,设计也被认为是稳健的,并且用最大限度的过程比较有利地比较。

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