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Using normal distribution to retrieve temporal associations by Euclidean distance

机译:使用正态分布按欧氏距离检索时间关联

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摘要

Euclidean distance measure is widely adopted distance measure to find the distance between any two vectors. In this paper, we extend the use of Euclidean distance to the context of normal distribution based temporal pattern mining. The similarity between any two patterns is computed by using the probability vectors of corresponding temporal patterns. These temporal patterns in our case are expressed as probability vector sequences. The probabilities are found from computed normal scores of patterns considering a given reference and using probability chart. The work in this paper is restricted to introducing the approach of mining patterns using the proposed dissimilarity measure.
机译:欧几里德距离测度是广泛采用的距离测度,用于找到任意两个向量之间的距离。在本文中,我们将欧几里得距离的使用扩展到基于正态分布的时间模式挖掘的上下文中。通过使用相应的时间模式的概率向量来计算任意两个模式之间的相似度。在我们的情况下,这些时间模式表示为概率向量序列。概率是从考虑给定参考并使用概率图的模式的正常分数得出的。本文的工作仅限于使用提出的相异性度量来介绍挖掘模式的方法。

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