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Epileptic electroencephalography (EEG) can exhibit progressive rhythm slowing across seizure evolution and postictal recovery. How fast ictal activity and slower recovery-related processes generate this fast-to-slow rhythm transition within recurrent seizure cycles remains poorly understood. This study aimed to reproduce and explain this spectral evolution using a dynamical model. To provide an empirical reference, we characterized spectral evolution in 33 seizures from 11 patients using time-frequency analysis. Within-patient analysis showed ictal slowing followed by retained relative low-frequency weighting during early postictal recovery, whereas postictal trajectories varied across patients. We developed a Dual-Component Epileptic EEG (DCE) model comprising two coupled subsystems: one generates fast ictal discharges and spontaneous interictal--ictal transitions; the other governs transitions among fast spikes, spike--wave discharges, and slow waves. The model qualitatively reproduced the fast-to-slow rhythm transition and delineated interictal, ictal, and postictal phases. Three parameter families regulated distinct transition features: timescale ratios set spectral span, filtering rates governed temporal organization, and connectivity coefficients shaped oscillatory-regime composition by shifting bifurcation thresholds. In simulations of two coupled DCE nodes, coupling strength controlled the extent of recruited rhythm slowing, and recruited events exhibited longer model-defined postictal durations than spontaneous events. By linking recurrent interictal--ictal switching with spectral evolution, the DCE model provides a unified dynamical account of fast-to-slow rhythm transitions and their variability. Its model-defined ictal--postictal boundary may support patient-specific estimation of electrographic seizure offset. Inter-node differences in rhythm slowing and postictal duration may serve as candidate dynamical signatures for distinguishing driving from recruited nodes in epileptic networks.
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Zhang et al. (2026) studied this question.
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