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HCPN-GCN:基于锥几何的层次原型网络扩展用于持续图学习

HCPN-GCN: Scaling Hierarchical Prototype Networks with Cone Geometry for Continual Graph Learning

Sammuel R. Silva, Vander L. S. Freitas, Gladston Moreira, Eduardo J. S. Luz, Rodrigo Silva

arXiv 2610.08823首次发表:更新:

发表机构

Universidade Federal de Ouro Preto(欧鲁普雷图联邦大学)

机构由 AI 辅助整理,请以论文原文为准。

AI 中文总结

提出HCPN-GCN,用图卷积网络替换线性提取器并引入锥原型与多样性正则化,在六个基准上提升持续图学习准确率且遗忘近零,原型数减少约30倍。

AI 中文摘要

持续图学习(CGL)旨在从图结构数据中增量学习,同时保留从先前任务中获得的知识。该设置中的一个主要挑战是灾难性遗忘,即学习新任务会降低对先前学习任务的性能。层次原型网络(HPNs)通过基于原型的记忆机制解决了这一问题,该机制避免了存储历史数据,但其对线性特征提取器的依赖限制了其利用图拓扑的能力,而基于点的原型通常会导致在结构多样的图上原型增长效率低下。在这项工作中,我们提出了HCPN-GCN,一种图感知的HPN扩展,它将原始线性特征提取器替换为图卷积网络(GCNs),并引入了基于锥的原型以及多样性正则化目标。所提出的设计产生了更丰富的图感知表示,同时紧凑地建模嵌入空间,减少了原型增殖而不牺牲判别性。在六个持续图学习基准上的实验结果表明,HCPN-GCN在平均分类准确率上持续优于原始HPN和代表性的持续学习基线,同时保持接近零的遗忘。此外,我们的分析表明,所提出的模型使用比原始HPN少约30倍的原子原型学习了更丰富的类级原型层次结构,为持续图学习提供了更紧凑且有效的记忆表示。

英文摘要

Continual Graph Learning (CGL) aims to incrementally learn from graph-structured data while preserving knowledge acquired from previous tasks. A major challenge in this setting is catastrophic forgetting, where learning new tasks degrades performance on previously learned ones. Hierarchical Prototype Networks (HPNs) address this problem through a prototype-based memory mechanism that avoids storing historical data, but their reliance on linear feature extractors limits their ability to exploit graph topology, while point-based prototypes often lead to inefficient prototype growth on structurally diverse graphs. In this work, we propose HCPN-GCN, a graph-aware extension of HPN that replaces the original linear feature extractors with Graph Convolutional Networks (GCNs) and introduces cone-based prototypes with a diversity regularization objective. The proposed design produces richer graph-aware representations while compactly modeling the embedding space, reducing prototype proliferation without sacrificing discriminability. Experimental results on six continual graph learning benchmarks demonstrate that HCPN-GCN consistently improves average classification accuracy over the original HPN and representative continual learning baselines while maintaining near-zero forgetting. Furthermore, our analysis shows that the proposed model learns substantially richer class-level prototype hierarchies using approximately $30\times$ fewer atomic prototypes than the original HPN, providing a more compact and effective memory representation for continual graph learning.

论文原文

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