Cross-validation for graph matching based Offline Signature Verification

A. Ramachandra, K. Pavithra, K. Yashasvini, K. Raja, K. Venugopal, L. Patnaik
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引用次数: 18

Abstract

Biometric is an authentication system that identifies a person depending on his physiological or behavioral traits. Signature verification is a socially accepted biometric method and is widely used for banking transactions. In this paper, we propose Cross-validation for Graph Matching based Offline Signature Verification (CGMOSV) algorithm. Database signatures are preprocessed in which signature extraction method is used to obtain high resolution for smaller normalization box. The dissimilarity measure between two signatures in the database is determined by (i) constructing a bipartite graph G, (ii) obtaining complete matching in G and (iii) finding minimum Euclidean distance by Hungarian method. We use Cross-validation principle to select reference signatures from which an optimum decision threshold value is determined. The given test signature is pre-processed and a test feature is extracted from it, which is then compared with the threshold value to authenticate the test signature. It is observed that our algorithm gives better Equal Error Rate (EER) for skilled forgeries and random forgeries compared to the existing algorithm.
基于图匹配的离线签名验证交叉验证
生物识别是一种根据一个人的生理或行为特征来识别他的身份的认证系统。签名验证是一种社会认可的生物识别方法,广泛用于银行交易。本文提出了基于图匹配的离线签名验证(CGMOSV)算法的交叉验证。对数据库签名进行预处理,采用签名提取方法对较小的归一化框进行高分辨率处理。数据库中两个签名之间的不相似度度量由(i)构造二部图G, (ii)在G中获得完全匹配和(iii)用匈牙利方法找到最小欧几里得距离确定。我们使用交叉验证原则来选择参考签名,从中确定最佳决策阈值。对给定的测试签名进行预处理,并从中提取测试特征,然后将其与阈值进行比较以验证测试签名。实验结果表明,与现有算法相比,该算法在熟练伪造和随机伪造方面具有更好的等错误率(EER)。
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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