A Robust Wavelet-based Approach to Fingerprint Indentification

M. Omidyeganeh, A. Javadtalab, S. Ghaemmaghami, S. Shirmohammadi
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引用次数: 5

Abstract

A robust fingerprint recognition system based on marginal statistics of 2D wavelet transform is introduced which significantly improves the accuracy of previous wavelet based approaches due to 1) a better selection of features extracted from the wavelet transform, and 2) a more accurate distance measure to find the similarity between fingerprints. A combination of Jain and Poincare algorithms is employed to locate the fingerprint reference point. The main part of the fingerprint image is chosen as a rectangle with the reference point at its center. The image is then divided into nonoverlapping sub-images, the wavelet transform is applied to the bi-level sub-images, and Generalized Gaussian Density (GGD) features are extracted from each wavelet sub band. Finally, the fingerprint recognition is done through the k-Nearest Neighbor (k-NN) classification employing Kullback-Leibler Distance (KLD) measure. Our test results confirm the superiority of the proposed method over the current fingerprint recognition methods.
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基于鲁棒小波的指纹识别方法
提出了一种基于二维小波变换边缘统计量的鲁棒指纹识别系统,该系统可以更好地选择小波变换提取的特征,并且可以更准确地寻找指纹之间的相似度,从而大大提高了以往基于小波变换的方法的识别精度。结合Jain和Poincare算法对指纹参考点进行定位。选取指纹图像的主体部分作为一个矩形,以参考点为中心。然后将图像分割成互不重叠的子图像,对两级子图像进行小波变换,从每个小波子带提取广义高斯密度特征。最后,采用Kullback-Leibler距离(KLD)测度,通过k-最近邻(k-NN)分类完成指纹识别。我们的测试结果证实了该方法相对于现有指纹识别方法的优越性。
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