J4 ›› 2010, Vol. 28 ›› Issue (04): 404-.

• 论文 • 上一篇    下一篇

基于约束Laplacian分值的半监督特征选择算法

王 磊|刘 艳   

  1. 西南财经大学 经济信息工程学院|成都 610074
  • 出版日期:2010-07-27 发布日期:2010-08-31
  • 通讯作者: 王磊(1978— ),男,河南信阳人, 西南财经大学讲师,博士,主要从事机器学习、模式识别研究,(Tel)86-13008198847 E-mail:wanglei_t@swufe.edu.cn
  • 作者简介:王磊(1978— )|男|河南信阳人| 西南财经大学讲师|博士|主要从事机器学习、模式识别研究|(Tel)86-13008198847(E-mail)wanglei_t@swufe.edu.cn
  • 基金资助:

    西南财经大学“211工程”三期青年教师成长基金资助项目(211QN09028)

Semi-Supervised Feature Selection Algorithm Based on Constraint Laplacian Score

WANG Lei,LIU Yan   

  1. School of Economics Information Engineering,Southwest University of Finance &|Economics,Chengdu 610074|China
  • Online:2010-07-27 Published:2010-08-31

摘要:

针对Laplacian分值法进行特征选择时过分依赖样本局部结构信息的不足,提出一种改进的基于约束Laplacian分值的半监督特征选择算法。该算法利用样本之间的cannot-link成对约束关系作为全局结构信息,在进行特征选择时,不仅能尽量保持局部结构信息,而且还尽量保持了全局的cannot-link约束关系。基于Yale和PIE(Fave pose,Illamination,Expression dadbase)人脸数据库的实验表明,该算法性能显著优于Laplacian分值法,与Fisher分值法和最新的约束分值法相当,且在稳定性方面优于后者。

关键词: 特征选择, 局部结构信息, cannot-link约束, 半监督学习

Abstract:

To overcome the deficiency of Laplacian score algorithm which makes feature selection mostly depending on the local geometrical structure of samples, an improved semi-supervised feature selection algorithm was proposed, based on the constraint Laplacian score. It utilized the cannot-link pairwise constraints among samples as the global structure. Then the selected features were those can preserve the local structure from the nearest neighbor graph,and preserve the global structure from the cannot-link constraints. Experiments on Yale and PIE(Fave pose,Illamination,Expression dadbase) datasets show that the performance of proposed algorithm outperformed Laplacian score algorithm significantly, and was equivalent to the supervised Fisher score algorithm and the latest semi-supervised constraint score algorithms. And it is even better than constraint score algorithm in terms of stability.

Key words: feature selection, local structure information, cannot-link constraint, semi-supervised learning

中图分类号: 

  • TP391.4