arXiv:2410.04013cs.LG2024-10NeurIPS被引 35

通过时间行走矩阵投影提升时序链接预测效率与精度

Improving Temporal Link Prediction via Temporal Walk Matrix Projection

  • 将相对编码统一为时间行走矩阵函数,建立理论基础
  • 提出TPNet模型,融合时间衰减效应,提升预测性能
  • 随机特征传播机制实现高效计算,速度比最优基线快33.3倍

时序链接预测旨在基于历史交互关系预测未来实体间互动,对众多实际应用至关重要。尽管已有方法证明了相对编码在有效预测中的重要性,但其构建过程存在计算效率低的问题。此外,现有相对编码多基于结构连通性构建,较少考虑时间信息。为此,本文首先分析现有相对编码,并将其统一为时间行走矩阵的函数形式,建立了相对编码与时间行走矩阵之间的联系,为分析和设计相对编码提供了更严谨的框架。基于此,提出新型时序图神经网络TPNet,引入包含时间衰减效应的时间行走矩阵,同时捕捉时序与结构信息。此外,TPNet设计了一种具有理论保证的随机特征传播机制,隐式维护时间行走矩阵,显著提升计算与存储效率。在13个基准数据集上的实验结果验证了TPNet的有效性与高效性,其在多数数据集上超越其他基线,最大速度提升达33.3倍。代码已公开于https://github.com/lxd99/TPNet。

原文摘要 · Abstract (English)

Temporal link prediction, aiming at predicting future interactions among entities based on historical interactions, is crucial for a series of real-world applications. Although previous methods have demonstrated the importance of relative encodings for effective temporal link prediction, computational efficiency remains a major concern in constructing these encodings. Moreover, existing relative encodings are usually constructed based on structural connectivity, where temporal information is seldom considered. To address the aforementioned issues, we first analyze existing relative encodings and unify them as a function of temporal walk matrices. This unification establishes a connection between relative encodings and temporal walk matrices, providing a more principled way for analyzing and designing relative encodings. Based on this analysis, we propose a new temporal graph neural network called TPNet, which introduces a temporal walk matrix that incorporates the time decay effect to simultaneously consider both temporal and structural information. Moreover, TPNet designs a random feature propagation mechanism with theoretical guarantees to implicitly maintain the temporal walk matrices, which improves the computation and storage efficiency. Experimental results on 13 benchmark datasets verify the effectiveness and efficiency of TPNet, where TPNet outperforms other baselines on most datasets and achieves a maximum speedup of $33.3 \times$ compared to the SOTA baseline. Our code can be found at \url{https://github.com/lxd99/TPNet}.

时序图神经网络链接预测时间衰减高效计算

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