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Subsequence Similarity Search under Time Shifting

机译:时移下的子序列相似度搜索

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Time series data naturally arise in many application domains, and the similarity search for time series under dynamic time shifting is prevailing. But most recent research focused on the full length similarity match of two time series. In this paper a basic subsequence similarity search algorithm based on dynamic programming is proposed. For a given query time series, the algorithm can find out the most similar subsequence in a long time series. Furthermore two improved algorithms are also given in this paper. They can reduce the computation amount of the distance matrix for subsequence similarity search. Experiments on real and synthetic data sets show that the improved algorithms can significantly reduce the computation amount and running time compared to the basic algorithm
机译:时间序列数据自然地出现在许多应用领域中,并且在动态时移下对时间序列进行相似性搜索成为主流。但是最近的研究集中在两个时间序列的全长相似性匹配上。提出了一种基于动态规划的基本子序列相似度搜索算法。对于给定的查询时间序列,该算法可以找出较长时间序列中最相似的子序列。此外,本文还给出了两种改进的算法。它们可以减少用于子序列相似性搜索的距离矩阵的计算量。对真实和合成数据集的实验表明,与基本算法相比,改进后的算法可以显着减少计算量和运行时间

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