基于剖面分解的混合迁移学习冷启动数据异常检测

Ziyue Li, Haodong Yan, F. Tsung, Ke Zhang
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引用次数: 10

摘要

异常检测是智能制造质量管理的一项重要任务。一个准确的数据驱动检测方法通常需要足够的数据和标签。然而,在实践中,在制造中通常存在新建立的过程,它们只有相当有限的数据可用于分析。借用推荐系统的名字,我们称这个过程为冷启动过程。异常的稀疏性、剖面的偏差和噪声加剧了检测的难度。迁移学习可以通过将知识从更有经验的过程转移到新的过程中来帮助检测冷启动过程的异常。然而,现有的迁移学习和多任务学习框架都是建立在任务级或领域级关联上的。相反,我们观察到,在一个域内,一些组件(背景和异常)具有更多的共性,而其他组件(剖面偏差和噪声)则没有。为此,我们提出了一种更精细的组件级迁移学习方案,即基于分解的混合迁移学习(DHTL):它首先将一个域(例如,包含轮廓的数据源)分解为不同的组件(平滑背景、轮廓偏差、异常和噪声);然后,利用专家知识分析各组成部分的可转移性;最后,不同的迁移学习技术可以相应地调整。采用贝叶斯概率层次模型对背景进行参数传递,采用“L2,1+L1”范数对异常进行低维特征表征传递。提出了一种基于块坐标下降的参数学习算法。基于玻璃镀膜压力剖面的实例研究表明,该方法提高了异常检测的准确性和完整性,并通过仿真验证了分解结果的保真度。
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Profile Decomposition Based Hybrid Transfer Learning for Cold-Start Data Anomaly Detection
Anomaly detection is an essential task for quality management in smart manufacturing. An accurate data-driven detection method usually needs enough data and labels. However, in practice, there commonly exist newly set-up processes in manufacturing, and they only have quite limited data available for analysis. Borrowing the name from the recommender system, we call this process a cold-start process. The sparsity of anomaly, the deviation of the profile, and noise aggravate the detection difficulty. Transfer learning could help to detect anomalies for cold-start processes by transferring the knowledge from more experienced processes to the new processes. However, the existing transfer learning and multi-task learning frameworks are established on task- or domain-level relatedness. We observe instead, within a domain, some components (background and anomaly) share more commonality, others (profile deviation and noise) not. To this end, we propose a more delicate component-level transfer learning scheme, i.e., decomposition-based hybrid transfer learning (DHTL): It first decomposes a domain (e.g., a data source containing profiles) into different components (smooth background, profile deviation, anomaly, and noise); then, each component’s transferability is analyzed by expert knowledge; Lastly, different transfer learning techniques could be tailored accordingly. We adopted the Bayesian probabilistic hierarchical model to formulate parameter transfer for the background, and “L2,1+L1”-norm to formulate low dimension feature-representation transfer for the anomaly. An efficient algorithm based on Block Coordinate Descend is proposed to learn the parameters. A case study based on glass coating pressure profiles demonstrates the improved accuracy and completeness of detected anomaly, and a simulation demonstrates the fidelity of the decomposition results.
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