Feature selection in the Laplacian support vector machine

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초록

Traditional classifiers including support vector machines use only labeled data in training. However, labeled instances are often difficult, costly, or time consuming to obtain while unlabeled instances are relatively easy to collect. The goal of semi-supervised learning is to improve the classification accuracy by using unlabeled data together with a few labeled data in training classifiers. Recently, the Laplacian support vector machine has been proposed as an extension of the support vector machine to semi-supervised learning. The Laplacian support vector machine has drawbacks in its interpretability as the support vector machine has. Also it performs poorly when there are many non-informative features in the training data because the final classifier is expressed as a linear combination of informative as well as non-informative features. We introduce a variant of the Laplacian support vector machine that is capable of feature selection based on functional analysis of variance decomposition. Through synthetic and benchmark data analysis, we illustrate that our method can be a useful tool in semi-supervised learning. (C) 2010 Elsevier B.V. All rights reserved.

키워드

ClassificationComponent selection and smoothing operatorFunctional ANOVA decompositionManifold regularizationSemi-supervised learning
제목
Feature selection in the Laplacian support vector machine
저자
Lee, SangjunPark, ChangyiKoo, Ja-Yong
DOI
10.1016/j.csda.2010.05.026
발행일
2011-01-01
유형
Article
저널명
Computational Statistics and Data Analysis
55
1
페이지
567 ~ 577