NeighborDiv: Training-free Zero-shot Generalist Graph Anomaly Detection via Neighbor Diversity
Kaifeng Wei, Teng Liu, Liang Dong, Xiubo Liang, Yuke Li

TL;DR
NeighborDiv introduces a training-free, neighbor diversity-based approach for graph anomaly detection, achieving state-of-the-art results and robust cross-domain generalization without complex training pipelines.
Contribution
It proposes a novel neighbor diversity paradigm for GGAD, moving away from traditional neighbor consistency methods, enabling training-free, efficient, and stable anomaly detection.
Findings
Achieves 10.25% relative gain in AUC over baselines in SDIT.
Yields zero performance volatility across datasets.
Operates independently of training data dependency.
Abstract
Graph Anomaly Detection (GAD) is increasingly shifting to Generalist GAD (GGAD) for cross-domain "one-for-all" detection, but existing GGAD methods predominantly rely on the neighbor consistency principle, falling into the \textbf{Node-to-Neighbor Consistency Paradigm} for anomaly quantification. These methods suffer from complex training pipelines, heavy training data dependency, high computational costs, and unstable cross-domain generalization. To address these limitations, we propose NeighborDiv, a training-free generalist graph anomaly detection framework based on neighbor diversity. Departing from the dominant Node-to-Neighbor Consistency Paradigm, we shift the focus to the \textbf{Neighbor-to-Neighbor Diversity Paradigm}, and uncover that the internal structural dispersion of a node's neighbor set is a powerful, independently discriminative anomaly signal. We quantify neighbor…
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