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DPCG: an efficient density peaks clustering algorithm based on grid

机译:DPCG:一种基于网格的高效密度峰聚类算法

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摘要

To deal with the complex structure of the data set, density peaks clustering algorithm (DPC) was proposed in 2014. The density and the delta-distance are utilized to find the clustering centers in the DPC method. It detects outliers efficiently and finds clusters of arbitrary shape. But unfortunately, we need to calculate the distance between all data points in the first process, which limits the running speed of DPC algorithm on large datasets. To address this issue, this paper introduces a novel approach based on grid, called density peaks clustering algorithm based on grid (DPCG). This approach can overcome the operation efficiency problem. When calculating the local density, the idea of the grid is introduced to reduce the computation time based on the DPC algorithm. Neither it requires calculating all the distances nor much input parameters. Moreover, DPCG algorithm successfully inherits the all merits of the DPC algorithm. Experimental results on UCI data sets and artificial data show that the DPCG algorithm is flexible and effective.
机译:为了处理数据集的复杂结构,2014年提出了密度峰聚类算法(DPC)。利用密度和增量距离在DPC方法中找到聚类中心。它有效地检测离群值并找到任意形状的簇。但是不幸的是,我们需要在第一个过程中计算所有数据点之间的距离,这限制了DPC算法在大型数据集上的运行速度。为了解决这个问题,本文介绍了一种基于网格的新方法,称为基于网格的密度峰聚类算法(DPCG)。这种方法可以克服运行效率问题。在计算局部密度时,引入了网格的思想以减少基于DPC算法的计算时间。它既不需要计算所有距离,也不需要太多输入参数。而且,DPCG算法成功地继承了DPC算法的所有优点。在UCI数据集和人工数据上的实验结果表明,DPCG算法是灵活有效的。

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