Treffer: Predicting Student Success with Heterogeneous Graph Deep Learning and Machine Learning Models

Title:
Predicting Student Success with Heterogeneous Graph Deep Learning and Machine Learning Models
Language:
English
Source:
International Educational Data Mining Society. 2025.
Availability:
International Educational Data Mining Society. e-mail: admin@educationaldatamining.org; Web site: https://educationaldatamining.org/conferences/
Peer Reviewed:
Y
Page Count:
11
Publication Date:
2025
Document Type:
Konferenz Speeches/Meeting Papers<br />Reports - Research
Education Level:
Higher Education
Postsecondary Education
Entry Date:
2025
Accession Number:
ED675661
Database:
ERIC

Weitere Informationen

Early identification of student success is crucial for enabling timely interventions, reducing dropout rates, and promoting on-time graduation. In educational settings, AI-powered systems have become essential for predicting student performance due to their advanced analytical capabilities. However, effectively leveraging diverse student data to uncover latent and complex patterns remains a key challenge. While prior studies have explored this area, the potential of dynamic data features and multi-category entities has been largely overlooked. To address this gap, we propose a framework that integrates heterogeneous graph deep learning models to enhance early and continuous student performance prediction, using traditional machine learning algorithms for comparison. Our approach employs a graph metapath structure and incorporates dynamic assessment features, which progressively influence the student success prediction task. Experiments on the Open University Learning Analytics (OULA) dataset demonstrate promising results, achieving a 68.6% validation F1 score with only 7% of the semester completed, and reaching up to 89.5% near the semester's end. Our approach outperforms top machine learning models by 4.7% in validation F1 score during the critical early 7% of the semester, underscoring the value of dynamic features and heterogeneous graph representations in student success prediction. [For the complete proceedings, see ED675583.]

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