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An Efficient Partitional Clustering Algorithm Based on Splitting Merging Strategy

机译:基于分裂与合并策略的高效分区聚类算法

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摘要

The A-means has been one of the most accepted partitioning clustering algorithms among a wide range of clustering algorithms, due to its superior scalability and efficiency. But, key drawbacks of Ameans algorithm is that it usually creates empty clusters depending on initial cluster centers and number of clusters dependency. In order to tackle these challenges, we have proposed an efficient partitional clustering algorithm utilizing A-means clustering. The concept proposed in the work can generate the initial clusters to initialize A-means clustering. The initial cluster centers of the -means clustering are identified by applying the splitting and merging strategy, which employs density and mean parameter of the initial partitions. The experimentation is carried out on wine datasets and the experimental results ensured that the proposed algorithm has achieved better clustering accuracy and less computation time compared with the k-means clustering algorithm.
机译:由于其优异的可扩展性和效率,A-means一直是众多聚类算法中最被接受的分区聚类算法之一。但是,Ameans算法的主要缺点在于,它通常会根据初始聚类中心和对聚类的依赖性而创建空聚类。为了解决这些挑战,我们提出了一种利用A均值聚类的有效分区聚类算法。工作中提出的概念可以生成初始聚类以初始化A均值聚类。 -均值聚类的初始聚类中心是通过应用拆分和合并策略来确定的,该策略采用了初始分区的密度和均值参数。对葡萄酒数据集进行了实验,实验结果表明,与k均值聚类算法相比,该算法具有更好的聚类精度和更少的计算时间。

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