arXiv:2511.18859cs.LGcs.CV2025-11

用不确定性感知的适配器提升图神经网络微调的鲁棒性与泛化能力

Robust and Generalizable GNN Fine-Tuning via Uncertainty-aware Adapter Learning

  • 引入高斯概率适配器,让模型自动吸收图数据噪声带来的方差变化
  • 在多个基准数据集上显著提升对噪声边和模糊节点属性的鲁棒性
  • 适合处理含噪声的真实图数据场景,尤其适用于跨任务迁移学习

近期,大规模预训练图神经网络(GNN)的微调受到广泛关注,用于适应下游图学习任务。代表性方法是插入轻量级适配模块(称为AdapterGNN),以增强预训练模型的适配能力。然而,下游任务中的图数据常包含噪声边和模糊节点属性等各类噪声,现有AdapterGNN易受噪声影响,泛化能力有限。本文提出不确定性感知适配器(UAdapterGNN),通过将不确定性学习融入适配器设计,显著提升微调过程中的鲁棒性与泛化能力。不同于传统方法,UAdapterGNN采用高斯概率适配器,在图数据含噪时能自动吸收分布方差变化的影响。大量实验表明,该方法在多个基准数据集上均表现出优异的有效性、鲁棒性及强泛化能力。

原文摘要 · Abstract (English)

Recently, fine-tuning large-scale pre-trained GNNs has yielded remarkable attention in adapting pre-trained GNN models for downstream graph learning tasks. One representative fine-tuning method is to exploit adapter (termed AdapterGNN) which aims to 'augment' the pre-trained model by inserting a lightweight module to make the 'augmented' model better adapt to the downstream tasks. However, graph data may contain various types of noise in downstream tasks, such as noisy edges and ambiguous node attributes. Existing AdapterGNNs are often prone to graph noise and exhibit limited generalizability. How to enhance the robustness and generalization ability of GNNs' fine tuning remains an open problem. In this paper, we show that the above problem can be well addressed by integrating uncertainty learning into the GNN adapter. We propose the Uncertainty-aware Adapter (UAdapterGNN) that fortifies pre-trained GNN models against noisy graph data in the fine-tuning process. Specifically, in contrast to regular AdapterGNN, our UAdapterGNN exploits Gaussian probabilistic adapter to augment the pre-trained GNN model. In this way, when the graph contains various noises,our method can automatically absorb the effects of changes in the variances of the Gaussian distribution, thereby significantly enhancing the model's robustness. Also, UAdapterGNN can further improve the generalization ability of the model on the downstream tasks. Extensive experiments on several benchmarks demonstrate the effectiveness, robustness and high generalization ability of the proposed UAdapterGNN method.

图神经网络微调鲁棒性不确定性

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