使用卷积循环一致生成对抗网络的无监督时间序列异常检测

S. Saravanan, Tie Luo, Mao V. Ngo
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引用次数: 2

摘要

异常检测广泛应用于网络入侵检测、自动驾驶、医疗诊断、信用卡诈骗等领域。然而,一些关键的挑战仍然存在,例如缺乏真实值标签,存在复杂的时间模式,以及在不同数据集上进行泛化。本文提出了一种时间序列的无监督异常检测模型TSI-GAN,它可以自动学习复杂的时间模式,并且可以很好地泛化,即不需要选择特定于数据集的参数,对底层数据进行统计假设,也不需要改变模型架构。为了实现这些目标,我们使用两种编码技术将每个输入时间序列转换为2D图像序列,目的是捕获时间模式和各种类型的偏差。此外,我们设计了一个重构GAN,它在编码器-解码器网络中使用卷积层,并在训练期间使用循环一致性损失来确保逆映射的准确性。此外,我们还仪器在后处理Hodrick-Prescott滤波器,以减少误报。我们使用250个精心策划和比通常更难的数据集评估TSI-GAN,并与8个最先进的基线方法进行比较。结果表明,TSI-GAN优于所有基线,与性能第二好的MERLIN和性能第三好的LSTM-AE相比,其总体性能分别提高了13%和31%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
TSI-GAN: Unsupervised Time Series Anomaly Detection using Convolutional Cycle-Consistent Generative Adversarial Networks
Anomaly detection is widely used in network intrusion detection, autonomous driving, medical diagnosis, credit card frauds, etc. However, several key challenges remain open, such as lack of ground truth labels, presence of complex temporal patterns, and generalizing over different datasets. This paper proposes TSI-GAN, an unsupervised anomaly detection model for time-series that can learn complex temporal patterns automatically and generalize well, i.e., no need for choosing dataset-specific parameters, making statistical assumptions about underlying data, or changing model architectures. To achieve these goals, we convert each input time-series into a sequence of 2D images using two encoding techniques with the intent of capturing temporal patterns and various types of deviance. Moreover, we design a reconstructive GAN that uses convolutional layers in an encoder-decoder network and employs cycle-consistency loss during training to ensure that inverse mappings are accurate as well. In addition, we also instrument a Hodrick-Prescott filter in post-processing to mitigate false positives. We evaluate TSI-GAN using 250 well-curated and harder-than-usual datasets and compare with 8 state-of-the-art baseline methods. The results demonstrate the superiority of TSI-GAN to all the baselines, offering an overall performance improvement of 13% and 31% over the second-best performer MERLIN and the third-best performer LSTM-AE, respectively.
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