Paper
18 November 2024 Centrality-guided deep dynamic graph clustering
Bianfang Chai, Jangtao Zhang, Xiaowei Shi, Yongquan Liu
Author Affiliations +
Proceedings Volume 13403, International Conference on Algorithms, High Performance Computing, and Artificial Intelligence (AHPCAI 2024) ; 134031I (2024) https://doi.org/10.1117/12.3051369
Event: International Conference on Algorithms, High Performance Computing, and Artificial Intelligence, 2024, Zhengzhou, China
Abstract
The anchor-based iterative deep graph representation learning (IDGL-anchor) method has the potential to yield excellent performance in node classification. Nevertheless, IDGL-anchor demonstrates simplicity when it comes to the selection of anchor points and overlooks the significance of these points. Additionally, throughout the learning process, it solely employs labeled nodes to direct the learning objectives, disregarding the information provided by unlabeled nodes and thereby squandering the valuable unlabeled information. To tackle these problems, a centrality-guided deep dynamic graph clustering (CGDDGC) method has been proposed. It enhances the strategy for choosing anchor points through the utilization of a centrality metric function. An unsupervised clustering module is incorporated to leverage unlabeled information for guiding the learning process. Simultaneously, the model is optimized by taking into account both labeled and unlabeled nodes, enhancing the accuracy and efficiency of node classification. Experiments conducted on five benchmark datasets demonstrate that our method surpasses IDGL-anchor and other state-of-the-art approaches.
(2024) Published by SPIE. Downloading of the abstract is permitted for personal use only.
Bianfang Chai, Jangtao Zhang, Xiaowei Shi, and Yongquan Liu "Centrality-guided deep dynamic graph clustering", Proc. SPIE 13403, International Conference on Algorithms, High Performance Computing, and Artificial Intelligence (AHPCAI 2024) , 134031I (18 November 2024); https://doi.org/10.1117/12.3051369
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KEYWORDS
Mathematical optimization

Performance modeling

Neural networks

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