State Transition Pattern with Periodic Wildcard Gaps

Zhi-Heng Zhang, Wen-jie Zhai, Rong-Ping Shen, Sheng-Chao Zeng, Fan Min
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引用次数: 1

Abstract

Sequence pattern discovery is a key issue in multivariate time series analysis. Popular methods consist of three stages: feature extraction, feature clustering, and block sequence discovery. Both cross and temporal associations are obtained during the third stage. In this paper, we propose a new type of pattern called a state transition pattern with periodic wildcard gaps (STAP) to enrich cross associations. We design an approach that consists of three stages, that is, feature extraction, frequent state discovery, and pattern synthesis, to obtain frequent STAPs. Compared with previous approaches, STAP emonstrates stronger cross associations by considering different variables multaneously. We propose two pre-pruning and the Apriori-pruning technique to speed up pattern discovery. We also propose a type of graph to visualize STAPs. Experimental results on three real-world datasets and one artificial dataset demonstrate that STAPs capture richer cross and temporal associations.
具有周期性通配符间隙的状态转换模式
序列模式发现是多变量时间序列分析中的一个关键问题。常用的方法包括三个阶段:特征提取、特征聚类和块序列发现。在第三阶段获得交叉和时间关联。在本文中,我们提出了一种新的模式,称为具有周期性通配符间隙(STAP)的状态转换模式,以丰富交叉关联。我们设计了一种由特征提取、频繁状态发现和模式合成三个阶段组成的方法来获得频繁的STAPs。与以往的方法相比,STAP在同时考虑不同变量的情况下表现出更强的交叉关联。我们提出了两种预剪枝和先验剪枝技术来加速模式发现。我们还提出了一种图形来可视化STAPs。在三个真实数据集和一个人工数据集上的实验结果表明,STAPs捕获了更丰富的交叉和时间关联。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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