计算机科学
异常检测
时间序列
系列(地层学)
多元统计
算法
扩散
模式识别(心理学)
异常(物理)
人工智能
数据挖掘
数据建模
概率密度函数
扩散图
统计物理学
特征提取
作者
Qian Ma,Yanyang Li,Mei Bai,Xite Wang,Shikai Guo,Yu Gu,Ge Yu
标识
DOI:10.1109/tkde.2026.3708334
摘要
Multivariate time series anomaly detection (MTSAD) is critically important across a wide range of research fields and applications. However, achieving accurate anomaly detection in multivariate time series (MTS) presents several challenges. First, existing MTSAD methods mainly emphasize modeling long short-term temporal dependencies, while neglecting the intricate and strongly correlated inter-variable dependencies, which limits detection accuracy. Second, distributional shifts caused by external factors further hinder a single model’s ability to generalize across evolving patterns, risking missed subtle anomalies and compromising detection robustness. To address these issues, we propose EnsDiffAD, a novel MTSAD framework leveraging an ensemble of improved diffusion models. A key component of our framework is TiT-Diffusion, a denoising architecture designed to model the entangled yet distinct nature of temporal and inter-variable dependencies. Instead of directly combining existing models, TiT-Diffusion decouples these aspects into complementary modules: a temporal Transformer captures long-term and short-term temporal patterns, while an inter-variable iTransformer models global cross-variable correlations. This decomposition mitigates representation conflicts and facilitates more expressive and disentangled feature learning. Additionally, we enhance dynamics and uncertainty modeling via a novel loss function and ensemble multiple TiT-Diffusion models during training. Experiments on five real-world datasets demonstrate EnsDiffAD’s superiority.
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