首页> 外文会议>International Conference on Audio- and Video-Based Biometric Person Authentication(AVBPA 2005); 20050720-22; Hilton Rye Town,NY(US) >A Fingerprint Matching Algorithm Based on Radial Structure and a Structure-Rewarding Scoring Strategy
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A Fingerprint Matching Algorithm Based on Radial Structure and a Structure-Rewarding Scoring Strategy

机译:基于径向结构的指纹匹配算法及结构奖励计分策略

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This paper proposes a new fingerprint matching algorithm for locally deformed fingerprints based on a geometric structure of minutiae, called the radial structure, which is a collection of lines from a minu-tia that connect its Voronoi neighbors. The proposed algorithm consists of local matching followed by global matching, in both of which a new robust scoring strategy is employed. The local matching compares individual radial structures of a query and a template, and the global matching, performed when the local matching fails, utilizes overall radial structures of a query. The algorithm has been tested using the FVC2002 DB1 fingerprint database on a Pentium-4 personal computer with 1.8 GHz clock and 256 Mbyte RAM. The test results show that the average matching time including preprocessing is 0.9 sec, and the equal error rate is 8.22%. It has been observed that the proposed algorithm has a smaller equal error rate by 7.18% than Mital and Teoh's. This is a substantial improvement in the equal error rate on the angle-distance based algorithm of Mital and Teoh. This improvement is attributed to the following features of the proposed algorithm: the radial structure is obtained from Voronoi neighboring minutiae, which results in more robustness to false minutiae; and the scoring strategy rewards similarity in the geometric structure rather than feature types as in Mital and Teoh's algorithm.
机译:本文提出了一种新的针对局部变形指纹的指纹匹配算法,该算法基于细节的几何结构(称为径向结构),该结构是来自连接其Voronoi邻居的微小区的线的集合。该算法由局部匹配和全局匹配组成,二者均采用了一种新的鲁棒评分策略。局部匹配将查询的单个径向结构与模板进行比较,并且当局部匹配失败时执行的全局匹配会利用查询的整体径向结构。该算法已使用FVC2002 DB1指纹数据库在具有1.8 GHz时钟和256 MB RAM的Pentium-4个人计算机上进行了测试。测试结果表明,包括预处理在内的平均匹配时间为0.9秒,均等错误率为8.22%。已经观察到,与Mital和Teoh的算法相比,所提出的算法的均等错误率小7.18%。这是对基于Mital和Teoh的角度距离算法的均等错误率的重大改进。这种改进归因于所提出算法的以下特征:从Voronoi相邻细节获得了径向结构,这使得对假细节的鲁棒性更高;计分策略奖励的是几何结构的相似性,而不是像Mital和Teoh算法那样的特征类型。

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