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These network harmonics are naturally ordered by smoothness

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(1)Article. Connectome spectral analysis to track EEG task dynamics on a subsecond scale GLOMB, Katharina, et al.. Abstract We present an approach for tracking fast spatiotemporal cortical dynamics in which we combine white matter connectivity data with source-projected electroencephalographic (EEG) data. We employ the mathematical framework of graph signal processing in order to derive the Fourier modes of the brain structural connectivity graph, or “network harmonics” . These network harmonics are naturally ordered by smoothness. Smoothness in this context can be understood as the amount of variation along the cortex, leading to a multi-scale representation of brain connectivity. We demonstrate that network harmonics provide a sparse representation of the EEG signal, where, at certain times, the smoothest 15 network harmonics capture 90% of the signal power. This suggests that network harmonics are functionally meaningful, which we demonstrate by using them as a basis for the functional EEG data recorded from a face detection task. There, only 13 network harmonics are sufficient to track the large-scale cortical activity during the processing of the stimuli with a 50 ms resolution, reproducing well-known activity in the fusiform face [...]. Reference GLOMB, Katharina, et al. Connectome spectral analysis to track EEG task dynamics on a subsecond scale. NeuroImage, 2020, vol. 221, p. 117137. DOI : 10.1016/j.neuroimage.2020.117137 PMID : 32652217. Available at: http://archive-ouverte.unige.ch/unige:138579 Disclaimer: layout of this document may differ from the published version..

(2) Supplementary Materials for. Connectome spectral analysis to track EEG task dynamics on a subsecond scale Katharina Glomb​1​*, Joan Rue Queralt, David Pascucci​2​, Michaël Defferard​3​, Sebastien Tourbier​1​, Margherita Carboni​4,5​, Maria Rubega​6​, Serge Vulliemoz​4,5​, Gijs Plomp​2​, Patric Hagmann​1 1 Connectomics Lab, Dept. of Radiology, University Hospital of Lausanne and University of Lausanne (CHUV-UNIL), Lausanne, Switzerland 2 Perceptual Networks Group, Dept. of Psychology, University of Fribourg, Fribourg, Switzerland 3 Signal Processing Lab 2, EPFL, Lausanne, Switzerland 4 EEG and Epilepsy Unit, University Hospital of Geneva, Geneva, Switzerland 5 Functional Brain Mapping Lab, Department of Fundamental Neurosciences, University of Geneva, Geneva, Switzerland 6 Neuromove-Rehab Lab, University of Padova, Padova, Italy. *corresponding author; katharina.glomb@gmail.com.

(3) Figure S1: The first 10 harmonic networks plotted on the brain surface, viewed from different angles..

(4) A​ - Illustration of statistical approach. B​ - Nonparametric effect sizes: pre- vs. post-stimulus interval. C ​- Nonparametric effect sizes: faces vs. scrambled trials interval. Figure S2: Nonparametric effect sizes for differences in GFT weights (activation of network harmonics) for network harmonics which exhibit time windows of significant differences (marked in yellow).​ A ​- Illustration of nonparametric effect size ​(Kraemer and Andrews 1982)​ applied to the comparison between pre- and post-stimulus activations of network harmonics. Left panel: Without normalization of GFT weights by the norm of the difference between pre and post. Right panel: With normalization. ​B​ - Nonparametric effect sizes for GFT weight differences between pre- and post-stimulus interval, corresponding to the activations shown in Figure 3. ​C​ - Nonparametric effect sizes for GFT weight differences between faces and scrambled faces trials, corresponding to the activations shown in Figure 4..

(5) Figure S3. (related to Figure 3) Time courses of significantly contributing brain regions. Gray boxes mark time windows for which surface renderings are shown in Figure 3. Brain regions are color-coded in the plot at the bottom..

(6) Figure S4: (related to Figure 4) Time courses of brain regions that are significantly different between faces and scrambled conditions. Gray boxes mark time windows for which surface renderings are shown in Figure 4. See Figure S3 for a legend of the brain regions’ locations..

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