2022
DOI: 10.1016/j.neuroimage.2022.118919
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Spectral graph theory of brain oscillations—-Revisited and improved

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Cited by 33 publications
(57 citation statements)
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“…Indeed, such a decomposition can be applied to more complex systems having a range of local and non-local interactions, by defining an eigen-decomposition involving a structural graph Laplacian defined on the basis of these local and non-local interactions [ 73 75 ]. Recently this and similar approaches [ 76 ] have been applied to investigating the macroscopic emergence of spatial patterns of oscillatory activity in linearised neural field EEG models constrained by the estimated cortico-cortical connectivity of the human brain [ 73 , 74 , 77 80 ]. However, neuronal population connectivity is not restricted to these long-range excitatory connections but will also include the many ‘intra-columnar’ feedforward and feedback connections between inhibitory and excitatory neurons that traverse distances of the order of micrometres and millimetres [ 81 ].…”
Section: Discussionmentioning
confidence: 99%
“…Indeed, such a decomposition can be applied to more complex systems having a range of local and non-local interactions, by defining an eigen-decomposition involving a structural graph Laplacian defined on the basis of these local and non-local interactions [ 73 75 ]. Recently this and similar approaches [ 76 ] have been applied to investigating the macroscopic emergence of spatial patterns of oscillatory activity in linearised neural field EEG models constrained by the estimated cortico-cortical connectivity of the human brain [ 73 , 74 , 77 80 ]. However, neuronal population connectivity is not restricted to these long-range excitatory connections but will also include the many ‘intra-columnar’ feedforward and feedback connections between inhibitory and excitatory neurons that traverse distances of the order of micrometres and millimetres [ 81 ].…”
Section: Discussionmentioning
confidence: 99%
“…Likewise, it is intriguing that loss of consciousness also tends to increase the prevalence of low-frequency (i.e., slow) temporal oscillations, and vice-versa for psychedelics (Bastos et al, 2021;Ching et al, 2010;Colombo et al, 2019;Donoghue et al, 2019;Ní Mhuircheartaigh et al, 2013;Pal et al, 2019;Stephen et al, 2020;Warnaby et al, 2017). However, temporal frequencies and connectome harmonic frequencies are distinct concepts, each providing a unique perspective, and should not be confused or conflated: recent work has begun to investigate the relationship between connectome eigenmodes and M/EEG temporal frequencies (Glomb et al, 2020;Raj et al, 2020;Verma et al, 2022), opening the door for future multi-modal studies combining fMRI and EEG to elucidate the complex inter-relationships between connectome harmonics, temporal frequencies, and consciousness in the human brain.…”
Section: Connectome Harmonics and The Temporal Dimensionmentioning
confidence: 99%
“…The goal of this study was to identify impaired neuronal parameters in excitatory and inhibitory neuronal subpopulations and determine their specific associations to regional Aβ and tau pathology in AD patients. We combined spectral signatures derived from magnetic field potentials via noninvasive imaging in AD patients with mathematical modeling (neural mass model, NMM) ( David and Friston, 2003 ; Raj et al, 2020 ; Verma et al, 2022 ), to estimate excitatory and inhibitory neuronal parameters. Specifically, we hypothesized that abnormal regional spectral signatures in AD patients related to altered activity of excitatory and inhibitory neuronal subpopulations will be associated with tau and Aβ depositions.…”
Section: Introductionmentioning
confidence: 99%