基于多目标进化方法的软子空间聚类

Shengdun Zhao, Liying Jin, Yuehui Wang, Wensheng Wang, Wei Du, Wei Gao, Yao Dou, Mengkang Lu
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引用次数: 1

摘要

近年来,利用聚类分析方法处理高维数据已成为人工智能领域的热点和难点。许多传统的软子空间聚类技术为了提高聚类性能,将多个标准合并到一个目标中,但是权重参数的设置变得很重要,但很难设置。针对这一问题,提出了一种基于多目标进化方法的软子空间聚类方法。首先,基于软子空间聚类算法的框架,通过最小化聚类内紧度和最大化聚类间分离来构造两个新的目标函数;在此目标函数的基础上,利用拉格朗日乘数法推导了一种计算聚类特征权值、中心和隶属度的新方法。研究了该算法的特性,并利用UCI数据集对其性能进行了实验评估。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Soft Subspace Clustering with a Multi-objective Evolutionary Approach
In recent years, the problem, which copes with high-dimensional data by the method of cluster analysis, has become a focus and difficulty in the field of artificial intelligence. Many conventional soft subspace clustering techniques merge several criteria into a single objective to improve performance, however, the weighting parameters become important but difficult to set. A novel soft subspace clustering with a multi-objective evolutionary approach (MOSSC) is proposed to this problem. First, two new objective function is constructed by minimizing the within-cluster compactness and maximizing the between-cluster separation based on the framework of soft subspace clustering algorithm. Based on this objective function, a new way of computing clusters' feature weights, centers and membership is then derived by using Lagrange multiplier method. The properties of this algorithm are investigated and the performance is evaluated experimentally using UCI datasets.
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