4.7 Article

Total activation: fMRI deconvolution through spatio-temporal regularization

期刊

NEUROIMAGE
卷 73, 期 -, 页码 121-134

出版社

ACADEMIC PRESS INC ELSEVIER SCIENCE
DOI: 10.1016/j.neuroimage.2013.01.067

关键词

fMRI; BOLD; Deconvolution; Sparsity; Total variation; Spatio-temporal regularization; Paradigm-free mapping; Resting state

资金

  1. Swiss National Science Foundation [PP00P2-123438]
  2. Center for Biomedical Imaging (CIBM) of the Geneva-Lausanne Universities Hospitals
  3. EPFL

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Confirmatory approaches to fMRI data analysis look for evidence for the presence of pre-defined regressors modeling contributions to the voxel time series, including the BOLD response following neuronal activation. As more complicated questions arise about brain function, such as spontaneous and resting-state activity, new methodologies are required. We propose total activation (TA) as a novel fMRI data analysis method to explore the underlying activity-inducing signal of the BOLD signal without any timing information that is based on sparse spatio-temporal priors and characterization of the hemodynamic system. Within a variational framework, we formulate a convex cost function-including spatial and temporal regularization terms-that is solved by fast iterative shrinkage algorithms. The temporal regularization expresses that the activity-inducing signal is block-type without restrictions on the timing nor duration. The spatial regularization favors coherent activation patterns in anatomically-defined brain regions. TA is evaluated using a software phantom and an event-related fMRI experiment with prolonged resting state periods disturbed by visual stimuli. The results illustrate that both block-type and spike-type activities can be recovered successfully without prior knowledge of the experimental paradigm. Further processing using hierarchical clustering shows that the activity-inducing signals revealed by TA contain information about meaningful task-related and resting-state networks, demonstrating good abilities for the study of non-stationary dynamics of brain activity. (C) 2013 Elsevier Inc. All rights reserved.

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