Abstract

Magnetoencephalography (MEG) and electroencephalography (EEG) are invaluable neuroscientific tools for unveiling human neural dynamics in three dimensions (space, time, and frequency), which are associated with a wide variety of perceptions, cognition, and actions. MEG/EEG also provides different categories of neuronal indices including activity magnitude, connectivity, and network properties along the three dimensions. In the last 20 years, interest has increased in inter-regional connectivity and complex network properties assessed by various sophisticated scientific analyses. We herein review the definition, computation, short history, and pros and cons of connectivity and complex network (graph-theory) analyses applied to MEG/EEG signals. We briefly describe recent developments in source reconstruction algorithms essential for source-space connectivity and network analyses. Furthermore, we discuss a relatively novel approach used in MEG/EEG studies to examine the complex dynamics represented by human brain activity. The correct and effective use of these neuronal metrics provides a new insight into the multi-dimensional dynamics of the neural representations of various functions in the complex human brain.

Highlights

  • Neuroscience has been witness to a long-standing debate on functional specialization of the human brain since the early times of Franz Josef Gall, Marie-Jean-Pierre Flourens, Paul Broca, John Hughlings Jackson, and other individuals of note in this field

  • The findings of this study indicated the possibility of the cortical dynamics of functional networks showing frequency-specific, sub-second rapid temporal changes depending on the periods of task execution. Functional magnetic resonance imaging (fMRI) studies have been investigating brain-wide task-related temporal changes in graph metrics (Wang et al, 2013)

  • The identification of complex systems in the human brain has been associated with connectivity and network analyses, and, we briefly review MEG/EEG studies characterizing complex dynamics in the human brain

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Summary

INTRODUCTION

Neuroscience has been witness to a long-standing debate on functional specialization (or localization) of the human brain since the early times of Franz Josef Gall, Marie-Jean-Pierre Flourens, Paul Broca, John Hughlings Jackson, and other individuals of note in this field. In principle, increasing the dimension of the representation is possible by considering different aspects of datasets, e.g., experimental variables; we focus on these three dimensions These features, which are based on high temporal resolution and multichannel recording, provide detailed information on the cortical mechanisms underlying perceptions, cognition, and actions, which may be hidden in MEG and EEG data. The brain (anatomy) has to be divided into different regions, which are used to set dipoles (or virtual sensors) for estimations of signal sources and the subsequent computation of connectivity and graph metrics. This brain parcellation may be performed on the basis on an anatomical atlas (structural parcellation) and functionally-separated regions (functional parcellation). Connectivity and graph metrics may be computed from sensor-space MEG signals; source-space data may be more appropriate for avoiding spurious connectivity caused by a common signal source and establishing what brain regions are involved in changes in connectivity and network properties

CONNECTIVITY METRICS
FUNCTIONAL CONNECTIVITY
Partial Coherence
Gyy f
Phase Coherence
Generalized Synchronization
Phase Locking Value
Imaginary Component of Coherency
Phase Lag Index
Band Limited Power Correlation
Power Envelope Correlation of Orthogonalized Signals
Mutual Information
Mx My
Comparisons of Functional Connectivity
Granger Causality Index
Dynamic Causal Modeling
Causality Metrics in the Frequency Domain
Transfer Entropy
Phase Slope Index
APPROPRIATE METRICS OF
ALGORITHMS USED IN CONNECTIVITY
Clustering Coefficient and Transitivity
Degree Centrality
Characteristic Path Length
Local Efficiency
Global Efficiency
Closeness Centrality and Betweenness Centrality
COMPLEX DYNAMICS OF THE HUMAN
Fractal Scaling
SUMMARY

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