A B-Spline Function Based 3D Point Cloud Unwrapping Scheme for 3D Fingerprint Recognition and Identification

Mohammad Mogharen Askarin;Jiankun Hu;Min Wang;Xuefei Yin;Xiuping Jia
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Abstract

A three-dimensional (3D) fingerprint recognition and identification system offers several advantages: in addition to sharing the hygiene property of a 2D contactless fingerprint system in reducing the risk of contamination, it offers an exceptional anti-proofing attack capability over the traditional two-dimensional (2D) fingerprint, including 2D contactless fingerprint, recognition and identification systems. This is because capturing a 3D fingerprint sample will require a synchronized operation of multiple 3D-spaced cameras. It is infeasible to construct a quality 3D fingerprint sample based on a set of random 2D fingerprint images. In addition to capturing surface ridge and valley patterns similar to a 2D fingerprint system, 3D fingerprints capture depth, curvature, and shape information, enabling the development of more precise and robust authentication systems. Despite recent advancements, significant challenges remain. The topological height of fingerprint pixels complicates the extraction of ridge and valley patterns. Furthermore, registration issues limit the acquisition process, requiring consistent direction and orientation across all samples. To address these challenges, this article introduces a method that unwraps 3D fingerprints, represented as 3D point clouds, using B-spline curve fitting to mitigate height variation and reduce registration limitations. The unwrapped point cloud is then converted into a grayscale image by mapping the relative heights of the points. This grayscale image is subsequently used for recognition through conventional 2D fingerprint identification methods. The proposed approach demonstrated superior performance in 3D fingerprint recognition, achieving Equal Error Rates (EERs) of 0.2072%, 0.26%, and 0.22% across three experiments, outperforming existing methods. Additionally, the method surpassed 3D fingerprint flattening technique in both recognition and identification during cross-session experiments, achieving an EER of 1.50% when fingerprints with varying registrations were included.
一种基于b样条函数的三维点云展开方案用于三维指纹识别与识别
三维(3D)指纹识别和识别系统提供了几个优点:除了在减少污染风险方面共享二维非接触式指纹系统的卫生特性外,它还提供了比传统二维(2D)指纹(包括二维非接触式指纹,识别和识别系统)更好的防攻击能力。这是因为捕获3D指纹样本需要多个3D间隔相机的同步操作。基于一组随机的二维指纹图像构建高质量的三维指纹样本是不可行的。除了捕获类似于2D指纹系统的表面脊和谷模式外,3D指纹还捕获深度,曲率和形状信息,从而能够开发更精确和强大的认证系统。尽管最近取得了进展,但仍存在重大挑战。指纹像素的拓扑高度使脊谷模式的提取变得复杂。此外,注册问题限制了采集过程,需要在所有样本中保持一致的方向和方向。为了解决这些挑战,本文介绍了一种方法,该方法使用b样条曲线拟合来解开3D指纹,表示为3D点云,以减轻高度变化并减少配准限制。然后通过映射点的相对高度将未包裹的点云转换为灰度图像。该灰度图像随后通过传统的二维指纹识别方法进行识别。该方法在3D指纹识别中表现出优异的性能,三次实验的平均错误率(EERs)分别为0.2072%、0.26%和0.22%,优于现有方法。此外,在交叉实验中,该方法在识别和识别方面都优于3D指纹平坦化技术,当包含不同配准度的指纹时,其识别率达到1.50%。
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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CiteScore
12.60
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