掌纹识别中的特征选择与融合研究

Caimao Yuan, Dongmei Sun, Di Liu, Siu-Yeung Cho, Yanqiang Zhang
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引用次数: 5

摘要

在掌纹识别系统中,特征融合已成为提高系统性能的有效途径。掌纹特征向量的提取和融合策略是实现掌纹融合的关键。本文分别对这两个方面的问题进行了探讨。(1)随着类别数量的增加,性能将大幅下降。这是由所选特征向量的内在特征决定的。为了克服这一问题,我们提出了一种基于每个人的特征向量与每个维度的总体之间的K-L距离的特征选择方法。实验结果表明,当类别增加时,系统性能保持稳定水平。(2)不同特征向量的融合是否能带来性能的提升,取决于应该选择哪些特征向量。对于特征级融合(FLF),特征向量之间应该具有弱相关性。本文基于Spearman相关系数对二者的相关性进行了研究。如果矩阵反映出很强的相关性,那么这种融合策略应该是失败的。我们在实验中测试了两种融合策略。A)对DCT变换后的图像进行主成分分析法(PCA)提取的特征向量加上PCA方法提取的特征向量。B) PCA法提取的特征向量加独立分量分析(ICA)法提取的特征向量。实验结果表明,由于B策略中特征向量的相关性较弱,该策略的性能有所提高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Research on Feature Selection and Fusion in Palmprint Recognition
In the palmprint identification system, feature fusion has been emerging an effective way to improve system performance. Feature vectors extracted from palmprint and fusion strategy are key factors in this procedure. This paper discusses issues about the two aspects respectively. (1) The performance will decline considerably as the number of categories increase. This is determined by the intrinsic characteristics of the selected feature vectors. To overcome this problem, we propose a feature selection method based on K-L distance between feature vectors of each person and the population in each dimension. Experimental results show that the performance of the system keeps a stable level when the categories increase. (2) Whether the fusion of different feature vectors can bring improved performance, it depends on which feature vectors should be chosen. For feature level fusion (FLF), feature vectors should have weak correlation between each other. In this paper, we studied the correlation based on Spearman correlations coefficient. If the matrix reflects a strong correlation, this fusion strategy should be a failure. We test two fusion strategies in experiment. A) Feature vectors extracted by principle components analysis method (PCA) plus feature vectors extracted by PCA method from images after DCT transform. B) Feature vectors extracted by PCA method plus feature vectors extracted by independent components analysis (ICA) method. Experimental results show that strategy B brings an improved performance, for the features vectors in this strategy with weak correlation.
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