真实场景下评估图异常检测模型的极限表现
GAD in the Wild: Benchmarking Graph Anomaly Detection under Realistic Deployment Challenges

- 构建三重挑战基准:百万节点、极低异常率、缺失属性
- 九种模型在真实数据中均出现性能骤降,最高召回率归零
- 适合关注工业级图分析落地的开发者与研究者
图异常检测(GAD)在金融反欺诈与社交平台治理中至关重要。但现有基准多基于小规模、均衡数据,难以反映真实部署环境。为此,我们提出多维度基准,系统评估模型在百万级图、极端异常稀缺(如0.1%)及缺失节点属性下的表现。基于五个多样化图数据集,包括两个超370万节点的工业级数据集,构建可控变体。对九种代表性GAD模型的评估发现:(1)多数基于GNN的方法因内存开销过大无法扩展至百万节点;(2)在真实异常率下检测性能急剧下降,常导致零召回;(3)基于重构的模型对属性补全策略极为敏感。结果表明,实验室高性能不等于生产环境鲁棒性。我们开源该基准与评估流程,助力开发适用于大规模、不完美图的稳健系统。代码见https://anonymous.4open.science/r/Benchmark_GAD-E7A3。
原文摘要 · Abstract (English)
Graph Anomaly Detection (GAD) is a critical task in graph machine learning with vital applications in financial fraud detection and social platform governance. However, existing GAD benchmarks are often restricted to small-scale, curated graphs with relatively balanced anomaly ratios, leaving a substantial gap between academic evaluation and real-world deployment. To bridge this gap, we present a multi-dimensional benchmark that systematically evaluates GAD models under three deployment-relevant challenges: million-scale graphs, extreme anomaly scarcity, and missing node attributes. We derive a family of controlled benchmark variants from five diverse graphs, including two native industrial-scale datasets with over 3.7 million nodes. Our extensive evaluation of nine representative GAD models reveals three major limitations: (1) most GNN-based methods fail to scale to million-node graphs due to prohibitive memory requirements; (2) detection performance drops sharply under realistic anomaly ratios (e.g., 0.1\%), often resulting in zero recall; and (3) reconstruction-based models are highly sensitive to attribute imputation strategies. Our findings suggest that strong performance in laboratory settings does not guarantee robustness in production environments. We release this benchmark and empirical evaluation as a diagnostic testbed to promote the development of robust and scalable GAD systems for large-scale, imperfect graphs encountered in practice. Code is available at https://anonymous.4open.science/r/Benchmark_GAD-E7A3.
Thank you to arXiv for use of its open access interoperability. PaperDance 不是 arXiv 官方产品;中文卡片由大模型生成,请以原文为准。