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Extensible Lower Bound Function for Dynamic Time Warping

机译:动态时间规整的可扩展下界函数

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The similarity measurement of time series is a significant approach to mine the rich and valuable law information hidden in the massive time series data. As the most advantageous approach in measuring similarities of time series, Dynamic Time Warping (DTW) has become one of the hottest researches in the field of data mining. However, the DTW algorithm does not satisfy the trigonometric inequality, its time and space complexity are extremely high, how to efficiently realize the retrieval of similar sequences in large-scale sequential sequences remains a challenge. This paper first introduces a novel extensible lower bound function (LB_ex), then validates the effeteness of its lower bound tightness theoretically, finally uses a bidirectional processing strategy (BPS) to reduce computation complexity and time consumption during the massive sequential data retrieval, and significantly improves the operation efficiency. Extensive experiments were conducted with public dataset to evaluate feasibility and efficiency of the proposed approaches. The results show that LB_ex and BPS performs a more robust and efficient processing of similarity of time series than does traditional approaches, reducing by about 43% of time-consuming.
机译:时间序列的相似性度量是挖掘隐藏在大量时间序列数据中的丰富而有价值的法律信息的重要方法。作为度量时间序列相似性的最有利方法,动态时间规整(DTW)已成为数据挖掘领域中最热门的研究之一。然而,DTW算法不能满足三角不等式,其时间和空间复杂度极高,如何有效地实现大规模顺序序列中相似序列的检索仍然是一个挑战。本文首先介绍了一种新颖的可扩展下界函数(LB_ex),然后从理论上验证了其下界紧密性的有效性,最后使用双向处理策略(BPS)来减少海量顺序数据检索期间的计算复杂性和时间消耗,并且显着提高了运营效率。使用公共数据集进行了广泛的实验,以评估所提出方法的可行性和效率。结果表明,与传统方法相比,LB_ex和BPS对时间序列相似性进行了更强大和有效的处理,减少了约43%的时间。

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