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Powers for each of the bands were calculated by summing up the respective frequency band and multiplying by the frequency resolution.
EEG power and isolated effective coherence of delta (1 3.5 Hz), theta (4 7.5 Hz), alpha (8 12.5 Hz), and beta (13 30 Hz) bands were calculated in the frontal, central, temporal, parietal, and occipital regions.
The intensities of bands were calculated relative to untreated controls after densitometry using the QuantityOne 4.6.5 program (Bio-Rad).
Power in both the delta (0 5 Hz) and theta (5 10 Hz) frequency bands were calculated for each fourteen second window.
For quantitative analysis of C-strand signals, the ratios between the intensities of C-strand and loading control bands were calculated by using the NIH image program.
Power spectra of delta (1 4 Hz), theta (5 10 Hz), and spindle (12 15 Hz) frequency bands were calculated continuously, and sleep-wake episodes were scored by visual assessment for 10-s epochs according to standard criteria [22].
Similar(26)
The deformation-induced shift in transmission spectrum valleys for different bands is calculated, and the changes in the width of these reflectance peaks are also obtained.
Electroencephalogram power within delta, theta, alpha, and beta frequency bands was calculated.
The RMSE for non-superposed bands is calculated as follows.
The relationship for the various frequency bands are calculated for each year.
The energy bands are calculated at the current density of 50 A/cm2.
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