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适用于小样本的双邻接图判别分析算法

罗璇 张莉 薛杨涛 李凡长

数据采集与处理2018,Vol.33Issue(3):504-511,8.
数据采集与处理2018,Vol.33Issue(3):504-511,8.DOI:10.16337/j.1004-9037.2018.03.014

适用于小样本的双邻接图判别分析算法

Double Adjacent Graph-Based Discriminant Analysis for Small Size Sample

罗璇 1张莉 2薛杨涛 1李凡长2

作者信息

  • 1. 苏州大学计算机科学与技术学院 ,苏州 ,215006
  • 2. 苏州大学机器学习与类脑计算国际合作联合实验室 ,苏州 ,215006
  • 折叠

摘要

Abstract

As a common dimensionality reduction method ,the supervised Laplacian discriminant analysis (SLDA) for small size sample achieves a good result of dimensionality reduction via graph embedding dis-criminant neighborhood analysis .However ,when SLDA finds the inter-class and intra-class data points in K nearest neighbors ,there might exist an imbalance problem .Additionally ,SLDA does not fully con-sider the inter-class information ,which may decrease the performance of SLDA to a certain extent .To address the two problems mentioned above ,we propose a double adjacent graph-based discriminant anal-ysis (DAG-DA) algorithm for small size sample .Firstly ,the algorithm tries to find K nearest neighbors in inter-class and intra-class samples ,respectively ,and then uses these K inter-class neighbors and K in-tra-class neighbors to construct the double adjacent graph .In this way ,we can ensure that the adjacent graph contains both the inter-class and intra-class data points and has the same number .Secondly ,the al-gorithm tries to add the intra-class Laplacian scatter matrix into the objective function of SLDA .Thus ,the projection matrix obtained by optimization takes the information between classes into account fully . We perform experiments on Yale and ORL human face datasets .Experimental results show that the pro-posed algorithm can get better performance compared with other methods .

关键词

人脸识别/拉普拉斯判别分析/双邻接图/降维

Key words

face recognition/Laplacian discriminant analysis/double adjacency graph/dimensionality re-duction

分类

信息技术与安全科学

引用本文复制引用

罗璇,张莉,薛杨涛,李凡长..适用于小样本的双邻接图判别分析算法[J].数据采集与处理,2018,33(3):504-511,8.

基金项目

国家自然科学基金(61373093 ,61402310)资助项目 (61373093 ,61402310)

江苏省自然科学基金(BK20140008 ,BK2012624) 资助项目 (BK20140008 ,BK2012624)

江苏省高校自然科学研究 (13KJA520001)资助项目. (13KJA520001)

数据采集与处理

OA北大核心CSCDCSTPCD

1004-9037

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