论文标题

增强以连续标记检测异常

Augment to Detect Anomalies with Continuous Labelling

论文作者

Khazaie, Vahid Reza, Wong, Anthony, Mohsenzadeh, Yalda

论文摘要

异常检测是要识别在某些方面与训练观察结果不同的样本。这些不符合正常数据分布的样本称为异常值或异常。在现实世界的异常检测问题中,离群值不存在,定义不当或实例非常有限。最新的基于最新的深度学习异常检测方法遭受了高计算成本,复杂性,不稳定的培训程序和非平凡的实施,这使得它们难以在现实世界应用中部署。为了解决这个问题,我们利用一个简单的学习程序来训练轻量级卷积神经网络,在异常检测中达到最先进的表现。在本文中,我们建议将检测作为监督回归问题解决异常。我们使用连续值的两个可分离分布标记正常和异常数据。为了补偿训练时间中异常样品的不可用,我们利用直接的图像增强技术来创建一组不同的样本作为异常。增强集的分布相似,但与正常数据略有偏差,而实际异常将具有进一步的分布。因此,对这些增强样品进行训练回归器将导致标签的分布更加可分离,以适应正常和真实的异常数据点。图像和视频数据集的异常检测实验显示了所提出的方法比最新方法的优越性。

Anomaly detection is to recognize samples that differ in some respect from the training observations. These samples which do not conform to the distribution of normal data are called outliers or anomalies. In real-world anomaly detection problems, the outliers are absent, not well defined, or have a very limited number of instances. Recent state-of-the-art deep learning-based anomaly detection methods suffer from high computational cost, complexity, unstable training procedures, and non-trivial implementation, making them difficult to deploy in real-world applications. To combat this problem, we leverage a simple learning procedure that trains a lightweight convolutional neural network, reaching state-of-the-art performance in anomaly detection. In this paper, we propose to solve anomaly detection as a supervised regression problem. We label normal and anomalous data using two separable distributions of continuous values. To compensate for the unavailability of anomalous samples during training time, we utilize straightforward image augmentation techniques to create a distinct set of samples as anomalies. The distribution of the augmented set is similar but slightly deviated from the normal data, whereas real anomalies are expected to have an even further distribution. Therefore, training a regressor on these augmented samples will result in more separable distributions of labels for normal and real anomalous data points. Anomaly detection experiments on image and video datasets show the superiority of the proposed method over the state-of-the-art approaches.

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