ICA model order selection of task co-activation networks.
Kimberly L Ray1, D Reese McKay, Peter M Fox
1Research Imaging Institute, University of Texas Health Science Center, San Antonio TX, USA.
Independent component analysis (ICA) reveals brain networks. Optimal dimensionality for ICA on BrainMap data is 20 for large networks and 70 for sub-network analysis.
Area of Science:
- Neuroimaging
- Computational Neuroscience
- Cognitive Neuroscience
Background:
- Independent Component Analysis (ICA) is crucial for identifying functional brain networks during rest and tasks.
- Varied ICA dimensionality across studies complicates cross-study comparisons due to its impact on network topology.
- Applying ICA to neuroimaging databases like BrainMap enables task-based co-activation network extraction.
Purpose of the Study:
- Investigate the influence of model order (dimensionality) on functional properties of ICA-derived networks from BrainMap data.
- Determine the most informative ICA decompositions for BrainMap-based co-activation networks.
- Assess how different dimensionalities reveal large-scale networks versus their sub-network fractionation.
Main Methods:
- Utilized Independent Component Analysis (ICA) on peak activation coordinates from the BrainMap Database.
- Systematically varied the model order (dimensionality) of ICA decomposition.
- Analyzed the functional properties and organizational changes of resulting co-activation networks across dimensionalities.
Main Results:
- A dimensionality of 20 is suggested for low-order ICA to identify large-scale brain networks.
- A dimensionality of 70 provides insights into the fractionation of large-scale networks into sub-networks.
- Functional and organizational assessments were performed on visual, motor, emotion, and interoceptive networks across model orders.
Conclusions:
- Model order significantly impacts the functional properties and network topology derived from ICA on neuroimaging data.
- Specific dimensionalities (20 and 70) are recommended for distinct levels of network analysis (large-scale vs. sub-networks).
- This approach offers a quantitative method for assessing cognitive processes within brain networks using large databases.
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