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Using larger dimensional signal subspaces to increase sensitivity in fMRI time series analyses

机译:在fMRI时间序列分析中使用较大尺寸的信号子空间来提高灵敏度

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摘要

It has been explained previously how using large dimensional signal‐subspaces can reduce/eliminate bias in the estimated fMRI response (Burock and Dale [ ]: Hum Brain Mapp 11:249–260). It has also been explained how one can project this less biased estimate onto a one‐dimensional subspace of interest (Burock and Dale [ ]: Hum Brain Mapp 11:249–260). In cases where there are multiple, correlated characterized response components per event type, separately projecting the full hemodynamic response onto one‐dimensional subspaces of interest can lead to bias. We present an approach for both estimating the full hemodynamic response and obtaining from it unbiased estimates of effects of theoretical interest (in the context of ordinary least‐squares estimation). The latter estimates are identical to those obtained by projecting the original data into the space defined by the (possibly multi‐dimensional) effects of theoretical interest, but the ensuing statistical inference can be more sensitive. Hum. Brain Mapping 17:13–16, 2002. © 2002 Wiley‐Liss, Inc.
机译:先前已经解释了如何使用大尺寸信号子空间来减少/消除估计的fMRI反应中的偏倚(Burock和Dale []:Hum Brain Mapp 11:249–260)。还已经解释了如何将这种偏少的估计投影到感兴趣的一维子空间上(Burock和Dale []:Hum Brain Mapp 11:249–260)。如果每种事件类型有多个相关的特征响应成分,则将完整的血液动力学响应分别投影到感兴趣的一维子空间上可能会导致偏差。我们提出了一种方法,既可以估算完整的血流动力学反应,又可以从中获得理论关注效果的无偏估计(在普通最小二乘估计的背景下)。后者的估计与通过将原始数据投影到由理论兴趣的(可能是多维的)效应所定义的空间中而获得的估计相同,但是随后的统计推断可能更加敏感。哼。 Brain Mapping 17:13–16,2002。©2002 Wiley-Liss,Inc.。

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