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ATGL: Awesome Temporal Graph Learning

ATGL is a collection of state-of-the-art (SOTA), novel temporal graph learning methods (papers, codes and datasets). If you find this repository useful to your research or work, it is really appreciated to star this repository. Any problems, please contact mengliuedu@163.com.

What is temporal graph?

Temporal graph is a special kind of graph data in dynamic graphs. Graph data can be divided into static graphs and dynamic graphs depending on whether they contain time information.

Static graphs mean that a graph is fixed where neither topological structure nor node attribute changes over time. Unlike static graphs, dynamic graphs mean that a graph contains dynamic changes, which can be divided into discrete graphs (also call static snapshot graphs) and temporal graphs.

A discrete graph is a dynamic graph divided into a number of static snapshots at equal time intervals, and these static snapshots are ordered by time.

Since there are many interactions in the interval between two static snapshots, it is difficult to accurately represent graph changes, researchers began focusing on learning node embeddings in temporal graphs with chronological interactive events.

A temporal graph is similar to an interactive log. If nodes x and y interact at time t, we denote it as (x, y, t), and the temporal graph data is composed of these interactions, i.e., (x<sub>1</sub>, y<sub>1</sub>, t<sub>1</sub>), ..., (x<sub>n</sub>, y<sub>n</sub>, t<sub>n</sub>).

<div align="center"> <img src="./assets/graph.png" width=100% /> </div>

Survey

Paper

2024

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2018

Cite us

@inproceedings{TGC_ML_ICLR,
  title={Deep Temporal Graph Clustering},
  author={Liu, Meng and Liu, Yue and Liang, Ke and Tu, Wenxuan and Wang, Siwei and Zhou, Sihang and Liu, Xinwang},
  booktitle={The 12th International Conference on Learning Representations},
  year={2024}
}

@article{S2T_ML,
  title={Self-Supervised Temporal Graph Learning with Temporal and Structural Intensity Alignment},
  author={Liu, Meng and Liang, Ke and Zhao, Yawei and Tu, Wenxuan and Zhou, Sihang and Liu, Xinwang and He Kunlun},
  journal={IEEE Transactions on Neural Networks and Learning Systems},
  year={2024}
}