Literature DB >> 17094118

Validity and power in hemodynamic response modeling: a comparison study and a new approach.

Martin A Lindquist1, Tor D Wager.   

Abstract

One of the advantages of event-related functional MRI (fMRI) is that it permits estimation of the shape of the hemodynamic response function (HRF) elicited by cognitive events. Although studies to date have focused almost exclusively on the magnitude of evoked HRFs across different tasks, there is growing interest in testing other statistics, such as the time-to-peak and duration of activation as well. Although there are many ways to estimate such parameters, we suggest three criteria for optimal estimation: 1) the relationship between parameter estimates and neural activity must be as transparent as possible; 2) parameter estimates should be independent of one another, so that true differences among conditions in one parameter (e.g., hemodynamic response delay) are not confused for apparent differences in other parameters (e.g., magnitude); and 3) statistical power should be maximized. In this work, we introduce a new modeling technique, based on the superposition of three inverse logit functions (IL), designed to achieve these criteria. In simulations based on real fMRI data, we compare the IL model with several other popular methods, including smooth finite impulse response (FIR) models, the canonical HRF with derivatives, nonlinear fits using a canonical HRF, and a standard canonical model. The IL model achieves the best overall balance between parameter interpretability and power. The FIR model was the next-best choice, with gains in power at some cost to parameter independence. We provide software implementing the IL model. 2006 Wiley-Liss, Inc.

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Mesh:

Year:  2007        PMID: 17094118      PMCID: PMC3318967          DOI: 10.1002/hbm.20310

Source DB:  PubMed          Journal:  Hum Brain Mapp        ISSN: 1065-9471            Impact factor:   5.038


  40 in total

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  59 in total

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4.  Modeling group fMRI data.

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9.  Optimal design for nonlinear estimation of the hemodynamic response function.

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10.  The neural temporal dynamics of the intensity of emotional experience.

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