Few-shot time-series anomaly detection with unsupervised domain adaptation

  • Hongbo Li
  • , Wenli Zheng*
  • , Feilong Tang
  • , Yanmin Zhu
  • , Jielong Huang
  • *Corresponding author for this work

Research output: Contribution to journalArticlepeer-review

21 Scopus citations

Abstract

Anomaly detection for time-series data is crucial in the management of systems for streaming applications, computational services, and cloud platforms. The majority of current few-shot learning (FSL) approaches are supposed to discover the remarkably low fraction of anomaly samples in a large number of time-series samples. Furthermore, due to the tremendous effort required to label data, most time-series datasets lack data labels, necessitating unsupervised domain adaptation (UDA) methods. Therefore, time-series anomaly detection is a problem that combines the aforementioned two difficulties, termed FS-UDA. To solve the problem, we propose a Few-Shot time-series Anomaly Detection framework with unsupervised domAin adaPTation (FS-ADAPT), which consists of two modules: a dueling triplet network to address the constraints of unsupervised target information, and an incremental adaptation module for addressing the limitations of few anomaly samples in an online scenario. The dueling triplet network is adversarially trained with augmented data and unlabeled target samples to learn a classifier. The incremental adaptation module fully exploits both the critical anomaly samples and the freshest normal samples to keep the classifier up to date. Extensive experiments on five real-world time-series datasets are conducted to assess FS-ADAPT, which outperforms the state-of-the-art FSL and UDA based time-series classification models, as well as their naive combinations.

Original languageEnglish
Article number119610
JournalInformation Sciences
Volume649
DOIs
StatePublished - Nov 2023
Externally publishedYes

Keywords

  • Dueling triplet network
  • Few-shot learning
  • Incremental adaptation
  • Time-series anomaly detection
  • Unsupervised domain adaptation

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