Improved median linear discriminant analysis for face recognition

F. Zhang, Xiaolin Chen, Bei Zhang, Shunfang Wang
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引用次数: 2

Abstract

Traditional linear discriminant analysis (LDA) exaggerates the contribution of distant samples in center calculation for identification, resulting in suboptimal shortcoming. This paper proposes an improved method based on LDA, which is named as KDA method in this paper because it gives different weights to different training samples according to K nearest neighbor idea in within-class scatter matrix calculation, and chooses K nearest classes among all to calculate the total center in between-class scatter matrix calculation. Considering the interference of outliers when sample size is small with high dimensional data, a new median discriminant algorithm (MDA) method is also proposed, which uses an improved median (not real median) to substitue the mean in center determination. Finally MDA and KDA are combined to form a MKDA method. The comparison among LDA, KDA, the new MDA and MKDA methods with ORL face database is given. Experimental results suggest MKDA performs best among the four and both KDA and MDA outperform LDA.
人脸识别的改进中位数线性判别分析
传统的线性判别分析(LDA)在识别中心计算中夸大了距离样本的贡献,造成了次优的缺点。本文提出了一种基于LDA的改进方法,在类内散点矩阵计算中根据K近邻思想对不同的训练样本赋予不同的权值,在类间散点矩阵计算中选择K个最近邻类计算总中心,本文将其命名为KDA方法。考虑到高维数据样本量小时异常点的干扰,提出了一种新的中位数判别算法(MDA),该方法使用改进的中位数(非真实中位数)代替平均值来确定中心。最后将MDA和KDA相结合,形成MKDA方法。比较了基于ORL人脸数据库的LDA、KDA、新型MDA和MKDA方法。实验结果表明,MKDA在四种方法中表现最好,KDA和MDA均优于LDA。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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