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A Soft Subspace Clustering Algorithm Based on Multi-Objective Optimization and Reliability Measure

机译:一种基于多目标优化和可靠性测量的软子空间聚类算法

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Subspace clustering finds clusters in subspaces of the data instead of the entire data space to deal with high-dimensional data. Most existing subspace clustering algorithms lean on just one single objective function. Single objective function is often biased. On the other hand, most existing subspace clustering algorithms are based on wrapper approach, which brings a negative effect on the quality of subspace clustering. This paper presents a soft subspace clustering algorithm based on multi-objective evolutionary algorithm and reliability measure, called R-MOSSC. Comparing with optimization of a scalar function combining multiple objectives, it does not need to determine weight hyperparameters, and offers a deep insight into the problem by obtaining a set of solutions. Further, reliability-based dimension weight matrix from filter approach is used to enhance the performance of subspace clustering. Simulation results show that R-MOSSC is better than existing algorithms.
机译:子空间群集在数据子空间中查找群集而不是整个数据空间来处理高维数据。大多数现有子空间聚类算法仅依赖一个单一目标函数。单个目标函数通常偏见。另一方面,大多数现有子空间聚类算法基于包装器方法,这对子空间聚类的质量带来了负面影响。本文介绍了一种基于多目标进化算法和可靠性测量的软子空间聚类算法,称为R-Mossc。比较与组合多个目标的标量函数的优化,它不需要确定权重超参数,并通过获取一组解决方案来对问题进行深入洞察。此外,滤波器方法的基于可靠性的维度矩阵用于增强子空间聚类的性能。仿真结果表明,R-Mossc比现有算法更好。

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