The Effects of Computational Method, Data Modeling, and TR on Effective Connectivity Results
- 24 March 2009
- journal article
- research article
- Published by Springer Nature in Brain Imaging and Behavior
- Vol. 3 (2) , 220-231
- https://doi.org/10.1007/s11682-009-9064-5
Abstract
As the use of effective connectivity has become more popular, it is important to understand how the results from different analyses compare with each other, as the results from studies employing differing methods for determining connectivity may not reach the same conclusion. Simulated fMRI time series data were used to compare the results from four of the more commonly used computational methods, structural equation modeling, autoregressive analysis, Granger causality, and dynamic causal modeling to determine which may be better suited to the task. The results show that all three methods are able to detect changes in system dynamics. Structural equation modeling appeared to be the least sensitive to changes in TR or source of variance, and Granger causality the most sensitive. The results also suggest that improved reporting on data analyses is necessary, and employing an effect statistic to depict results may remove some of the ambiguity in comparing results across studies using differing methods to determine connectivity.Keywords
This publication has 36 references indexed in Scilit:
- Assessing functional connectivity in the human brain by fMRIMagnetic Resonance Imaging, 2007
- Unified structural equation modeling approach for the analysis of multisubject, multivariate functional MRI dataHuman Brain Mapping, 2006
- Evaluating frequency-wise directed connectivity of BOLD signals applying relative power contribution with the linear multivariate time-series modelsNeuroImage, 2005
- Multivariate autoregressive modeling of fMRI time seriesNeuroImage, 2003
- Bayesian Estimation of Dynamical Systems: An Application to fMRINeuroImage, 2002
- A power primer.Psychological Bulletin, 1992
- Measures of Conditional Linear Dependence and Feedback between Time SeriesJournal of the American Statistical Association, 1984
- Measures of Conditional Linear Dependence and Feedback Between Time SeriesJournal of the American Statistical Association, 1984
- Measurement of Linear Dependence and Feedback Between Multiple Time SeriesJournal of the American Statistical Association, 1982
- Measurement of Linear Dependence and Feedback between Multiple Time SeriesJournal of the American Statistical Association, 1982