Complex Independent Component Analysis of Frequency-Domain Electroencephalographic Data
arXiv:q-bio/0310011 · doi:10.1016/j.neunet.2003.08.003
Abstract
Independent component analysis (ICA) has proven useful for modeling brain and electroencephalographic (EEG) data. Here, we present a new, generalized method to better capture the dynamics of brain signals than previous ICA algorithms. We regard EEG sources as eliciting spatio-temporal activity patterns, corresponding to, e.g., trajectories of activation propagating across cortex. This leads to a model of convolutive signal superposition, in contrast with the commonly used instantaneous mixing model. In the frequency-domain, convolutive mixing is equivalent to multiplicative mixing of complex signal sources within distinct spectral bands. We decompose the recorded spectral-domain signals into independent components by a complex infomax ICA algorithm. First results from a visual attention EEG experiment exhibit (1) sources of spatio-temporal dynamics in the data, (2) links to subject behavior, (3) sources with a limited spectral extent, and (4) a higher degree of independence compared to sources derived by standard ICA.
21 pages, 11 figures. Added final journal reference, fixed minor typos
Cited by in corpus (7)
- Complex Random Vectors and ICA Models: Identifiability, Uniqueness and Separability
- On the blind source separation of human electroencephalogram by approximate joint diagonalization of second order statistics
- Modeling sparse connectivity between underlying brain sources for EEG/MEG
- Spectral independent component analysis with noise modeling for M/EEG source separation
- Detecting driver distraction using stimuli-response EEG analysis
- Bound on Peak-to-Average Power Ratio with Moment and Reduction Method
- Moment-Based Bound on Peak-to-Average Power Ratio and Reduction with Unitary Matrix