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The effect of spurious and missing minutiae on delaunay triangulation based on its application to fingerprint authentication

机译:基于其在指纹验证中的应用,虚假和遗漏的细节对Delaunay三角剖分的影响

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Delaunay triangulation based structures, e.g., the Delaunay triangle and Voronoi neighbor structure, have been utilized in fingerprint authentication due to their desirable features in terms of dealing with non-linear distortion and spurious and missing minutiae. However, no existing research has shed light on the effect of spurious and missing minutiae on Delaunay triangulation when it is applied to fingerprint authentication. In this paper, we provide some straightforward information as to how much effect spurious and missing minutiae can have on Delaunay triangulation. Our investigation is supported by the results of experiments carried out on two common variants of Delaunay triangulation in four different cases. The experimental results show that Delaunay triangulation based structures are more sensitive to missing minutiae than spurious minutiae.
机译:基于Delaunay三角剖分的结构(例如Delaunay三角形和Voronoi邻居结构)已被用于指纹认证,这是由于它们在处理非线性失真以及伪造和缺失细节方面很理想。但是,目前尚无任何有关伪造和遗漏细节在将Delaunay三角剖分应用于指纹认证时的影响的揭示。在本文中,我们提供了一些简单的信息,说明伪造和遗漏的细节可能会对Delaunay三角剖分产生多大影响。我们的研究得到了在四种不同情况下对Delaunay三角剖分的两个常见变体进行的实验结果的支持。实验结果表明,与虚假细节相比,基于Delaunay三角剖分的结构对缺失的细节更敏感。

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