A Comprehensive Survey on EEG-Based Emotion Recognition: A Graph-Based Perspective
Chenyu Liu, Xinliang Zhou, Yihao Wu, Yi Ding, Liming Zhai, Kun Wang, Ziyu Jia, Yang Liu
TL;DR
This survey addresses the challenge of emotion recognition from EEG by advocating graph-based models that capture dynamic functional connectivity among brain regions. It introduces a unified framework and taxonomy spanning feature selection, edge computation, node aggregation, and graph manipulation, synthesizing model-independent and model-dependent approaches across spectral, spatial, hierarchical, multi-graph, and spatio-temporal paradigms. Key contributions include systematic organization of methods, critical discussion of advantages and limitations, and articulation of future directions such as temporal graphs, edge-focused interpretability, and heterogeneous graphs for mixed emotions. The work advances understanding of how graph representations can better reflect neurophysiological underpinnings of emotion, guiding researchers toward more robust, generalizable EEG-based emotion recognition systems.
Abstract
Compared to other modalities, electroencephalogram (EEG) based emotion recognition can intuitively respond to emotional patterns in the human brain and, therefore, has become one of the most focused tasks in affective computing. The nature of emotions is a physiological and psychological state change in response to brain region connectivity, making emotion recognition focus more on the dependency between brain regions instead of specific brain regions. A significant trend is the application of graphs to encapsulate such dependency as dynamic functional connections between nodes across temporal and spatial dimensions. Concurrently, the neuroscientific underpinnings behind this dependency endow the application of graphs in this field with a distinctive significance. However, there is neither a comprehensive review nor a tutorial for constructing emotion-relevant graphs in EEG-based emotion recognition. In this paper, we present a comprehensive survey of these studies, delivering a systematic review of graph-related methods in this field from a methodological perspective. We propose a unified framework for graph applications in this field and categorize these methods on this basis. Finally, based on previous studies, we also present several open challenges and future directions in this field.
