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Discovery of Arbitrary-Shapes Clusters Using DENCLUE Algorithm

机译:使用Denclue算法发现任意形状群集

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One of the main requirements in clustering spatial datasets is the discovery of clusters with arbitrary-shapes. Density-based algorithms satisfy this requirement by forming clusters as dense regions in the space that are separated by sparser regions. DENCLUE is a density-based algorithm that generates a compact mathematical form of arbitrary-shapes clusters. Although DENCLUE has proved its efficiency, it cannot handle large datasets since it requires large computation complexity. Several attempts were proposed to improve the performance of DENCLUE algorithm, including DENCLUE 2. In this study, an empirical evaluation is conducted to highlight the differences between the first DENCLUE variant which uses the Hill-Climbing search method and DENCLUE 2 variant, which uses the fast Hill-Climbing method. The study aims to provide a base for further enhancements on both algorithms. The evaluation results indicate that DENCLUE 2 is faster than DENCLUE 1. However, the first DECNLUE variant outperforms the second variant in discovering arbitrary-shapes clusters.
机译:聚类空间数据集中的主要要求之一是发现具有任意形状的簇。基于密度的算法通过将簇形成为与稀疏区域分开的空间中的密集区域形成簇来满足该要求。 Denclue是一种基于密度的算法,可以产生紧凑的任意形状集群的数学形式。虽然DeNclue已经证明了其效率,但它无法处理大型数据集,因为它需要大的计算复杂性。提出了几次尝试提高了丹Lue算法的性能,包括Denclue 2.在本研究中,进行了实证评估,以突出第一位丹Lue变体之间的差异,该变体使用山坡搜索方法和Denclue 2变体,它使用了快速爬山方法。该研究旨在为两种算法提供进一步增强的基础。评估结果表明,DENCLUE 2比DENCLUE 1更快1。然而,第一个DECNLUE变体优于发现任意形状簇的第二变体。

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