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  3. Topological Features of Electroencephalography are Reference-Invariant
 

Topological Features of Electroencephalography are Reference-Invariant

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BORIS DOI
10.48350/155286
Publisher DOI
10.1101/2020.09.25.311829
Description
Electroencephalography (EEG) is among the most widely diffused, inexpensive, and applied neuroimaging techniques. Nonetheless, EEG requires measurements against a reference site(s), which is typically chosen by the experimenter, and specific pre-processing steps precede analysis. It is therefore valuable to obtain quantities that are reference-independent and minimally affected by pre-processing choices. Here, we show that the topological structure of embedding spaces, constructed either from multi-channel EEG timeseries or from their temporal structure, are subject-specific and robust to re-referencing and pre-processing pipelines. By contrast, the shape of correlation spaces, that is, discrete spaces where each point represents an electrode and the distance between them that is in turn related to the correlation between the respective timeseries, were neither significantly subject-specific nor robust to changes of reference. Our results suggest that the shape of spaces describing the observed configurations of EEG signals holds information about the individual specificity of the underlying individual’s brain dynamics, and that temporal correlations constrain to a large degree the set of possible dynamics. In turn, these encode the differences between subjects’ space of resting state EEG signals. Finally, our results and proposed methodology provide tools to explore the individual topographical landscapes and how they are explored dynamically. We propose therefore to augment conventional topographic analyses with an additional – topological – level of analysis, and to consider them jointly. More generally, these results provide a roadmap for the incorporation of topological analyses within EEG pipelines.
Date of Publication
2020
Publication Type
Working Paper
Subject(s)
000 Computer science, knowledge & systems
500 Science > 510 Mathematics
Language(s)
en
Contributor(s)
Billings, Jacob
Tivadar, Ruxandra-Iolanda
Institut für Informatik (INF)
Murray, Micah
Franceschiello, Benedetta
Petri, Giovanni
Additional Credits
Institut für Informatik (INF)
Publisher
Cold Spring Harbor Laboratory
Access(Rights)
restricted
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