1977
DOI: 10.1016/0010-4809(77)90044-1
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Automatic classification of multivariate EEGs using an amount of information measure and the eigenvalues of parametric time series model features

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Cited by 39 publications
(8 citation statements)
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“…Thus, the coupling is least when the chains reside in state 2/2, and most in state 0/0. This corresponds with the literature [16] showing that coupling is minimal during periods of wakefulness and maximal during deep sleep. As the two chains correspond to signal information from different sides of the brain this indicates a greater interhemispheric coupling during deep sleep.…”
Section: Sleep Eeg Datasupporting
confidence: 92%
“…Thus, the coupling is least when the chains reside in state 2/2, and most in state 0/0. This corresponds with the literature [16] showing that coupling is minimal during periods of wakefulness and maximal during deep sleep. As the two chains correspond to signal information from different sides of the brain this indicates a greater interhemispheric coupling during deep sleep.…”
Section: Sleep Eeg Datasupporting
confidence: 92%
“…• • Extraction using parametric time series models: This technique is customary in the construction of some brain computer interfaces. [16][17][18][19][20][21] In our study, the EEG signals were extracted by fitting to them order-3 autoregressive models (AR(3)). 22 The resulting set of model coefficients (without the variance of the model driving noise) was subsequently used in the classification task.…”
Section: • • Fourier Analysis Based Technique: For Comparison Pur-mentioning
confidence: 99%
“…This feature can make the connection between the stimulus and the response, or between the responses observed at different scalp locations, invisible to the methods we have described-even if the two frequencies fall within the same frequency band at the base resolution of the analysis-if the record is sufficiently long (100). Various techniques have been proposed which may be capable of addressing such issues, including nonlinear cross-spectral analysis (178), approaches based on the theory of mutual information (130,179,180), and higherorder spectral analysis (181,182), all of which have been applied in at least exploratory fashion to EEG data. The theory of nonlinear dynamic systems and nonstationary random processes is also currently undergoing vigorous development in various areas of mathematics and engineering.…”
Section: Problems Of Nonstationarity and Nonlinearitymentioning
confidence: 99%