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Partitioning Features for Model-Based Clustering Using Reversible Jump MCMC Technique

机译:使用可逆跳转MCMC技术的基于模型的聚类的分区功能

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摘要

In many cluster analysis applications, data can be composed of a number of feature subsets where each is represented by a number of diverse mixture model-based clusters. However, in most feature selection algorithms, this kind of cluster structure has been less interesting because they accounted for discovery of a single informative feature subset for clustering. In this study, we attempt to reveal a feature partition comprising multiple feature subsets, with each represented by a mixture model-based cluster. Searching for the desired feature partition is performed by utilizing a local search algorithm based on a reversible jump Markov Chain Monte Carlo technique.
机译:在许多聚类分析应用程序中,数据可以由许多特征子集组成,其中每个特征子集都由许多不同的基于混合模型的聚类表示。但是,在大多数特征选择算法中,这种聚类结构不太有趣,因为它们说明了用于聚类的单个信息性特征子集的发现。在本研究中,我们尝试揭示一个包含多个特征子集的特征分区,每个子集均由基于混合模型的聚类表示。通过使用基于可逆跳跃马尔可夫链蒙特卡洛技术的局部搜索算法来执行对所需特征分区的搜索。

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