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A K-nearest Based Clustering Algorithm by P Systems with Active Membranes

机译:具有主动膜的P系统基于K最接近的聚类算法

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The purpose of this paper is to propose a new way to solving clustering problems, which combines membrane computing with a k-nearest based algorithm inspired by chameleon algorithm. The new algorithm is defined as PKNBA, which can obtain the k-nearest graphs, complete the partition of subgraph through communication rules, evolution rules, dissolution rules and division rules in P system with active membranes. The whole process of PKNBA algorithm is shown by a 10 points test data set, which indicates the feasibility and less time consuming of the algorithm. All the processes are conducted in membranes. Cluster results via the famous iris and wine data set verify that the proposed PKNBA algorithm can cluster data set more accurate than k-means algorithm. The influences of parameters to the algorithm are illustrated also. The PKNBA provides an alternative for traditional computing.
机译:本文的目的是提出一种解决集群问题的新方法,这将膜计算与由变色龙算法的启发的基于k最接近的算法相结合。新算法被定义为PKNBA,可以获得K-Collect图形,通过具有主动膜的P系统中的通信规则,演进规则,溶出规则和划分规则完成子图的分区。 PKNBA算法的整个过程由10分测试数据集显示,表示算法的可行性和较少耗时。所有过程都在膜中进行。通过着名的虹膜和葡萄酒数据集的集群结果验证了所提出的PKNBA算法是否可以比k均值算法群集数据设置更准确。还示出了参数对算法的影响。 PKNBA提供传统计算的替代方案。

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