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The Dimension-Reduced Multi-scale Histogram: A New Method for Fast and Efficient Retrieval of Similar Time Sequences and Subsequence

机译:降维多尺度直方图:一种快速有效检索相似时间序列和子序列的新方法

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In this paper, we propose dimensionality reduction representation of multi-scale time series histograms, which is performed based on the multi-scale histograms. It is a faster and efficient way to pre-select time sequence in a database and leads to reduce the need of time sequence comparisons when answering similarity queries. A new metric distance function MD ( ) that consistently lower-bounds WED and also satisfies the triangular inequality is also presented and based on it, we construct the Slim-tree index structure as the metric access method to answer similarity queries. We also extend it to subsequence matching and presented a MSST index structure.
机译:在本文中,我们提出了基于多尺度直方图的多尺度时间序列直方图的降维表示。这是一种预先选择数据库中时间序列的更快,更有效的方法,并且可以减少在回答相似性查询时进行时间序列比较的需要。还提出了一个新的度量距离函数MD(),该函数始终满足WED的下限并且还满足三角不等式,并在此基础上,构造了Slim-tree索引结构作为度量访问方法来回答相似性查询。我们还将其扩展到子序列匹配,并提出了MSST索引结构。

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