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'Serial' versus 'Parallel': A Comparison of Spatio-Temporal Clustering Approaches

机译:“串行”与“并行”:时空聚类方法的比较

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Spatio-temporal clustering, which is a process of grouping objects based on their spatial and temporal similarity, is increasingly gaining more scientific attention. Research in spatio-temporal clustering mainly focuses on approaches that use time and space in parallel. In this paper, we introduce a serial spatio-temporal clustering algorithm, called ST-DPOLY, which creates spatial clusters first and then creates spatio-temporal clusters by identifying continuing relationships between the spatial clusters in consecutive time frames. We compare this serial approach with a parallel approach named ST-SNN. Both ST-DPOLY and ST-SNN are density-based clustering approaches: while ST-DPOLY employs a density-contour based approach that operates on an actual density function, ST-SNN is based on well-established generic clustering algorithm Shared Nearest Neighbor (SNN). We demonstrate the effectiveness of these two approaches in a case study involving a New York city taxi trip dataset. The experimental results show that both ST-DPOLY and ST-SNN can find interesting spatio-temporal patterns in the dataset. Moreover, in terms of time and space complexity, ST-DPOLY has advantages over ST-SNN, while ST-SNN is more superior in terms of temporal flexibility; in terms of clustering results, results of ST-DPOLY are easier to interpret, while ST-SNN obtains more clusters which overlap with each other either spatially or temporally, which makes interpreting its clustering results more complicated.
机译:时空聚类是基于对象的时空相似性对对象进行分组的过程,因此越来越受到科学界的关注。时空聚类的研究主要集中在并行使用时间和空间的方法上。在本文中,我们介绍了一种称为ST-DPOLY的串行时空聚类算法,该算法首先创建空间聚类,然后通过识别连续时间范围内空间聚类之间的连续关系来创建时空聚类。我们将这种串行方法与名为ST-SNN的并行方法进行了比较。 ST-DPOLY和ST-SNN都是基于密度的聚类方法:ST-DPOLY采用基于密度轮廓的方法对实际密度函数进行操作,而ST-SNN基于完善的通用聚类算法Shared Nearest Neighbor( SNN)。在涉及纽约市出租车旅行数据集的案例研究中,我们证明了这两种方法的有效性。实验结果表明,ST-DPOLY和ST-SNN都可以在数据集中找到有趣的时空模式。此外,就时间和空间复杂度而言,ST-DPOLY具有优于ST-SNN的优势,而ST-SNN在时间灵活性方面更为优越;就聚类结果而言,ST-DPOLY的结果更易于解释,而ST-SNN获得更多的在空间或时间上相互重叠的聚类,这使得其聚类结果的解释更加复杂。

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