LGAIOct 27, 2024

Uncovering Capabilities of Model Pruning in Graph Contrastive Learning

arXiv:2410.20356v23 citationsh-index: 9MM
Originality Incremental advance
AI Analysis

This work addresses a key limitation in graph contrastive learning for unsupervised and transfer learning, though it is incremental as it builds on existing pruning techniques.

The paper tackles the problem of semantics alteration in graph contrastive learning by proposing a method that contrasts different model versions via pruning instead of augmented views, achieving better performance than state-of-the-art methods on graph classification benchmarks.

Graph contrastive learning has achieved great success in pre-training graph neural networks without ground-truth labels. Leading graph contrastive learning follows the classical scheme of contrastive learning, forcing model to identify the essential information from augmented views. However, general augmented views are produced via random corruption or learning, which inevitably leads to semantics alteration. Although domain knowledge guided augmentations alleviate this issue, the generated views are domain specific and undermine the generalization. In this work, motivated by the firm representation ability of sparse model from pruning, we reformulate the problem of graph contrastive learning via contrasting different model versions rather than augmented views. We first theoretically reveal the superiority of model pruning in contrast to data augmentations. In practice, we take original graph as input and dynamically generate a perturbed graph encoder to contrast with the original encoder by pruning its transformation weights. Furthermore, considering the integrity of node embedding in our method, we are capable of developing a local contrastive loss to tackle the hard negative samples that disturb the model training. We extensively validate our method on various benchmarks regarding graph classification via unsupervised and transfer learning. Compared to the state-of-the-art (SOTA) works, better performance can always be obtained by the proposed method.

Foundations

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