高频多变量数据的非参数控制图

Deovrat Kakde, Sergiy Peredriy, A. Chaudhuri, Anya McGuirk
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引用次数: 6

摘要

支持向量数据描述(SVDD)是一种用于单类分类和异常值检测的机器学习技术。基于SVDD的k图最早由Sun和Tsung提出[4]。当底层多变量数据的分布是非正态或未知时,k图提供了传统控制图(如Hotelling的T2图)的一个有吸引力的替代方案。但在实际应用k图时,也存在一些挑战。k图需要计算每个新观测值的核距离,但对于如何解释核距离图以及如何推断过程均值的变化或过程方差的变化,没有指导方针。这限制了k图在设备健康监测等大数据应用中的应用,因为这些应用的观测频率非常高。在这种情况下,使用k图的分析人员以非常高的频率被核距离结果淹没,通常没有任何资源来检测任何可分配的变化原因的存在。我们提出了一种新的基于SVDD的控制图,称为kT图,它解决了在大数据应用中使用k图时遇到的挑战。kT图可用于同时跟踪过程变化和集中趋势。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A non-parametric control chart for high frequency multivariate data
Support Vector Data Description (SVDD) is a machine learning technique used for single class classification and outlier detection. A SVDD based K-chart was first introduced by Sun and Tsung [4]. K-chart provides an attractive alternative to the traditional control charts such as the Hotelling's T2 charts when the distribution of the underlying multivariate data is either non-normal or is unknown. But there are challenges when the K-chart is deployed in practice. The K-chart requires calculating the kernel distance of each new observation but there are no guidelines on how to interpret the kernel distance plot and draw inferences about shifts in process mean or changes in process variation. This limits the application of K-charts in big-data applications such as equipment health monitoring, where observations are generated at a very high frequency. In this scenario, the analyst using the K-chart is inundated with kernel distance results at a very high frequency, generally without any recourse for detecting presence of any assignable causes of variation. We propose a new SVDD based control chart, called a kT chart, which addresses the challenges encountered when using a K-chart for big-data applications. The kT charts can be used to track simultaneously process variation and central tendency.
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