Variable selection for model-based clustering

doi:10.1198/016214506000000113

Variable selection for model-based clustering

2006-03-01

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DOI：10.1198/016214506000000113

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Abstract

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We consider the problem of variable or feature selection for model-based clustering. The problem of comparing two nested subsets of variables is recast as a model comparison problem and addressed using approximate Bayes factors. A greedy search algorithm is proposed for finding a local optimum in model space. The resulting method selects variables (or features), the number of clusters, and the clustering model simultaneously. We applied the method to several simulated and real examples and found that removing irrelevant variables often improved performance. Compared with methods based on all of the variables, our variable selection method consistently yielded more accurate estimates of the number of groups and lower classification error rates, as well as more parsimonious clustering models and easier visualization of results.

Keywords:

Bayes factor

BIC

feature selection

model-based clustering

unsupervised learning

variable selection

Variable selection for model-based clustering

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