Abstract

In task-based functional magnetic resonance imaging (fMRI), researchers seek to measure fMRI signals related to a given task or condition. In many circumstances, measuring this signal of interest is limited by noise. In this study, we present GLMdenoise, a technique that improves signal-to-noise ratio (SNR) by entering noise regressors into a general linear model (GLM) analysis of fMRI data. The noise regressors are derived by conducting an initial model fit to determine voxels unrelated to the experimental paradigm, performing principal components analysis (PCA) on the time-series of these voxels, and using cross-validation to select the optimal number of principal components to use as noise regressors. Due to the use of data resampling, GLMdenoise requires and is best suited for datasets involving multiple runs (where conditions repeat across runs). We show that GLMdenoise consistently improves cross-validation accuracy of GLM estimates on a variety of event-related experimental datasets and is accompanied by substantial gains in SNR. To promote practical application of methods, we provide MATLAB code implementing GLMdenoise. Furthermore, to help compare GLMdenoise to other denoising methods, we present the Denoise Benchmark (DNB), a public database and architecture for evaluating denoising methods. The DNB consists of the datasets described in this paper, a code framework that enables automatic evaluation of a denoising method, and implementations of several denoising methods, including GLMdenoise, the use of motion parameters as noise regressors, ICA-based denoising, and RETROICOR/RVHRCOR. Using the DNB, we find that GLMdenoise performs best out of all of the denoising methods we tested.

Highlights

  • The blood oxygenation level dependent (BOLD) signal measured in functional magnetic resonance imaging arises from multiple sources

  • BASIC MECHANICS OF GLMdenoise GLMdenoise is a variant of the general linear model (GLM) that is commonly used in functional magnetic resonance imaging (fMRI) analysis (Dale, 1999; Monti, 2011; Poline and Brett, 2012)

  • The GLMdenoise model consists of an hemodynamic response function (HRF) and beta weights, which describe effects related to the experiment and are of primary interest, as well as polynomial and noise regressors, which describe nuisance effects (Figure 1A)

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Summary

Introduction

The blood oxygenation level dependent (BOLD) signal measured in functional magnetic resonance imaging (fMRI) arises from multiple sources. The portion of the BOLD signal arising from neural activity is generally of scientific interest. In task-based fMRI, researchers seek to identify signals that are related to an experimental manipulation, such as a sensory stimulus, motor act, or cognitive process. This is challenging due to the presence of many sources of noise (e.g., physiological noise, instrumental noise) in the BOLD signal. To improve sensitivity to task-related signals, a simple and effective approach is to use block experimental designs (Liu et al, 2001). Experimental conditions have long durations (e.g., 12 s) This elicits (or is likely to elicit) sustained neural activity and leads to a large BOLD response. Event-related designs may be necessary to avoid adaptation and anticipatory effects (Zarahn et al, 1997; Josephs and Henson, 1999), to sample many conditions (Kay et al, 2008b; Kriegeskorte et al, 2008), to examine the temporal dynamics of the BOLD response to a single event (Ploran et al, 2007; Ho et al, 2009; Huettel, 2012), or to match the duration of the stimulus to a psychophysical threshold (Grill-Spector and Kanwisher, 2005)

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