TY - JOUR
T1 - Sparse geostatistical analysis in clustering fMRI time series
AU - Ye, Jun
AU - Lazar, Nicole A.
AU - Li, Yehua
N1 - Funding Information:
We wish to express our appreciation to Dr. Rebecca L. McNamee of the University of Pittsburgh for kindly providing the first saccade data set and her conscientious assistance with physiological interpretations. We thank Dr. Jennifer McDowell and Michael Amlung at the University of Georgia Psychology Department for providing the second saccade data set. We also would like to thank Dr. Nathan Yanasak, now at the Medical College of Georgia, for his assistance with the resting data acquisition. Jun Ye was supported in part by SDSU 2011 Research/Scholarship Support Fund SA1100185 . We thank the referees of an earlier version of this paper, who gave helpful advice on clarifying and explaining our ideas.
PY - 2011/8/15
Y1 - 2011/8/15
N2 - Clustering is used in fMRI time series data analysis to find the active regions in the brain related to a stimulus. However, clustering algorithms usually do not work well for ill-balanced data, i.e., when only a small proportion of the voxels in the brain respond to the stimulus. This is the typical situation in fMRI - most voxels do not, in fact, respond to the specific task. We propose a new method of sparse geostatistical analysis in clustering, which first uses sparse principal component analysis (SPCA) to perform data reduction, followed by geostatistical clustering. The proposed method is model-free and data-driven; in particular it does not require prior knowledge of the hemodynamic response function, nor of the experimental paradigm. Our data analysis shows that the spatial and temporal structures of the task-related activation produced by our new approach are more stable compared with other methods (e.g., GLM analysis with geostatistical clustering). Sparse geostatistical analysis appears to be a promising tool for exploratory clustering of fMRI time series.
AB - Clustering is used in fMRI time series data analysis to find the active regions in the brain related to a stimulus. However, clustering algorithms usually do not work well for ill-balanced data, i.e., when only a small proportion of the voxels in the brain respond to the stimulus. This is the typical situation in fMRI - most voxels do not, in fact, respond to the specific task. We propose a new method of sparse geostatistical analysis in clustering, which first uses sparse principal component analysis (SPCA) to perform data reduction, followed by geostatistical clustering. The proposed method is model-free and data-driven; in particular it does not require prior knowledge of the hemodynamic response function, nor of the experimental paradigm. Our data analysis shows that the spatial and temporal structures of the task-related activation produced by our new approach are more stable compared with other methods (e.g., GLM analysis with geostatistical clustering). Sparse geostatistical analysis appears to be a promising tool for exploratory clustering of fMRI time series.
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U2 - 10.1016/j.jneumeth.2011.05.016
DO - 10.1016/j.jneumeth.2011.05.016
M3 - Article
C2 - 21641934
AN - SCOPUS:79960255002
SN - 0165-0270
VL - 199
SP - 336
EP - 345
JO - Journal of Neuroscience Methods
JF - Journal of Neuroscience Methods
IS - 2
ER -