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Celeritas: Out-of-Core Based Unsupervised Graph Neural Network via Cross-Layer Computing 2024

Yi Li, Tsun-Yu Yang, Ming-Chang Yang, Zhaoyan Shen, Bingzhe Li

2024Year
6Citations
2Top-tier citations

Abstract

Graph neural networks (GNN) one of the most popular neural network models, are extensively applied in graph-related fields, including drug discovery, recommendation systems, etc. Unsupervised graph learning as one type of GNN plays a crucial role in various graph-related missions like node classification and edge prediction. However, with the increasing size of real-world graph datasets, processing such massive graphs in host memory becomes impractical, and GNN training demands a substantial storage volume to accommodate the vast amount of graph data. Consequently, GNN training results in significant I/O migration between the host and storage. Although state-of-the-art frameworks have made strides in mitigating I/O overhead by considering embedding locality, their GNN frameworks still suffer from long training times. In this paper, we propose a fully out-of-core framework, called Celeritas, which speeds up the unsupervised GNN training on a single machine by co-designing the GNN algorithm and storage systems. First, based on the theoretical analysis, we propose a new partial combination operation to enable the embedding updates across GNN layers. This cross-layer computing achieves future computation for the embedding stored in memory to save data migration. Second, due to the dependency between embedding and edges, we consider their data locality together. Based on the cross-layer computing property, we propose a new loading order to fully utilize the data stored in the main memory to save I/O. Finally, a new sampling scheme called two-level sampling is proposed associated with a new partition algorithm to further reduce data migration and computation overhead while maintaining similar training accuracy. The real system experiments indicate that the proposed Celeritas can reduce the total training time of different G NN models from 44.76 % to 73.85 % compared to state-of-art schemes for different graph datasets.

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