DS-HGCN: A Dual-Stream Hypergraph Convolutional Network for Predicting Student Engagement via Social Contagion
Ziyang Fan, Li Tao, Yi Wang, Jingwei Qu, Ying Wang, Fei Jiang
TL;DR
This work addresses the challenge of predicting student engagement by capturing social contagion within classroom groups. It introduces DS-HGCN, a dual-stream hypergraph convolutional network with a multivariate propagation path for high-order interactions and a parallel multi-frequency path for frequency-aware feature propagation, augmented by a hypergraph attention mechanism. The approach demonstrates state-of-the-art performance on the RoomReader dataset for both binary and ternary engagement classification, outperforming unimodal, multi-feature, and existing graph-based methods. The results underscore the importance of modeling group-level contagion and frequency-specific information for robust engagement prediction in educational settings.
Abstract
Student engagement is a critical factor influencing academic success and learning outcomes. Accurately predicting student engagement is essential for optimizing teaching strategies and providing personalized interventions. However, most approaches focus on single-dimensional feature analysis and assessing engagement based on individual student factors. In this work, we propose a dual-stream multi-feature fusion model based on hypergraph convolutional networks (DS-HGCN), incorporating social contagion of student engagement. DS-HGCN enables accurate prediction of student engagement states by modeling multi-dimensional features and their propagation mechanisms between students. The framework constructs a hypergraph structure to encode engagement contagion among students and captures the emotional and behavioral differences and commonalities by multi-frequency signals. Furthermore, we introduce a hypergraph attention mechanism to dynamically weigh the influence of each student, accounting for individual differences in the propagation process. Extensive experiments on public benchmark datasets demonstrate that our proposed method achieves superior performance and significantly outperforms existing state-of-the-art approaches.
