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Spectral Extremal Connectivity of Two-State Seizure Brain Waves

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arxiv 2503.04169 v1 pith:33RD2HYP submitted 2025-03-06 stat.AP stat.ME

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keywords connectivitybrainextremalnovelspectralcapturescoherencedependence
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Coherence analysis plays a vital role in the study of functional brain connectivity. However, coherence captures only linear spectral associations, and thus can produce misleading findings when ignoring variations of connectivity in the tails of the distribution. This limitation becomes important when investigating extreme neural events that are characterized by large signal amplitudes. The focus of this paper is to examine connectivity in the tails of the distribution, as this reveals salient information that may be overlooked by standard methods. We develop a novel notion of spectral tail association of periodograms to study connectivity in the network of electroencephalogram (EEG) signals of seizure-prone neonates. We further develop a novel non-stationary extremal dependence model for multivariate time series that captures differences in extremal dependence during different brain phases, namely burst-suppression and non-burst-suppression. One advantage of our proposed approach is its ability to identify tail connectivity at key frequency bands that could be associated with outbursts of energy which may lead to seizures. We discuss these novel scientific findings alongside a comparison of the extremal behavior of brain signals for epileptic and non-epileptic patients.

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Cited by 2 Pith papers

Reviewed papers in the Pith corpus that reference this work. Sorted by Pith novelty score. Full citation record

  1. Clustering of multivariate tail dependence using conditional methods

    stat.ME 2025-10 conditional novelty 6.0 of 10

    A closed-form divergence between conditional-extremes models yields a new clustering method for multivariate tail dependence that works in arbitrary dimensions.

  2. MOPED: A moving sum method for change point detection in pairwise extremal dependence

    stat.ME 2025-08 conditional novelty 6.0 of 10

    MOPED uses moving sums of tail pairwise dependence matrix estimates to detect multiple change points in extremal dependence, with a multiscale variant that pools thresholds and bandwidths.

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