基于多目标遗传算法的改进方差K均值算法验证聚类生成

A. Saxena, Nikhlesh Pathik, R. Gupta
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引用次数: 0

摘要

在过去的十年中,已经引入了几种方法来识别多重聚类的解。这些策略的安排主要是针对真实信息空间的考察、空间性质转换和子空间投影。本文提出了一种改进的k-means多目标遗传算法(MOGA),用于在明确识别数量的聚类中检测给定异构数字和分类数据的一般最优分离。该方法将k-means算法中的遗传算法与改进的成本函数相结合,对数字数据进行管理。为了有效地评估所提出的算法,使用了来自UCI最大数据库中心的三个原始数据集。实验结果表明,该算法能够有效地从分类数据集中恢复未表达的聚类设计。利用改进的簇中心图,有效地绘制了簇的行为,因为它包含了簇中所有未保留值的分布。对比分析表明,该算法优于VK-means算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Improved Variance K Means Algorithm using Multi Objective Genetic Algorithm for Validate Cluster Generation
In past decade, several methods have been introduced to identify the solutions of multiple clustering. Arrangement of these strategies is chiefly in view of the examination of genuine information space, space nature transformation, and sub-space projections. In this paper, an improved k-means Multi Objective Genetic Algorithm(MOGA) is proposed for detecting a generic optimal separation of the given heterogeneous numeral and categorical data within a clearly identified number of clustersProposed method integrates the genetic algorithm within the k-means algorithm with improved cost function to manage the numeral data. For the effective evaluation of the proposed algorithm three original datasets are used from UCI largest dataset repository center. Experimental result shows the effectiveness of the proposed algorithm in regaining the unexpressed cluster designs from categorical dataset if such designs alive. Improved illustration for cluster center is used which can draw cluster behavior with effectiveness because it carries the distribution of all the unreserved values in Cluster. Comparative analysis showed the superiority of proposed algorithm over VK-means algorithm.
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