离线手写签名的简约编码与验证

E. Zois, Ilias Theodorakopoulos, Dimitrios Tsourounis, G. Economou
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引用次数: 15

摘要

在许多交易中,解决验证某人是否存在或同意的问题的常见做法是使用手写签名。其中,离线或静态签名在法医相关研究中是一个有价值的工具。因此,验证静态手写签名的重要性仍然是一项具有挑战性的任务。在整个文献中,由手写签名痕迹组成的灰度图像经历了许多处理阶段;它们的结果是任何输入签名图像在所谓的对应特征空间中的映射。模式识别技术利用这个特征空间,通常作为一个二进制验证问题。在这项工作中,稀疏字典学习和编码首次作为一种手段,为离线签名验证提供了一个特征空间,它直观地适应了一小部分随机选择的真实参考样本,从而使其对法医案件具有吸引力。在这种情况下,使用K-SVD字典学习算法来创建面向编写器的词典。对于任意签名样本,使用写信人的词典和正交匹配追踪算法进行稀疏表示,生成一个权重矩阵;然后通过对生成的稀疏代码应用简单平均池化来提取特征。使用流行的CEDAR、MCYT75和GPDS300签名数据集证明了所提出方案的性能,提供了最先进的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Parsimonious Coding and Verification of Offline Handwritten Signatures
A common practice for addressing the problem of verifying the presence, or the consent of a person in many transactions is to utilize the handwritten signature. Among others, the offline or static signature is a valuable tool in forensic related studies. Thus, the importance of verifying static handwritten signatures still poses a challenging task. Throughout the literature, gray-level images, composed of handwritten signature traces are subjected to numerous processing stages; their outcome is the mapping of any input signature image in a so-called corresponding feature space. Pattern recognition techniques utilize this feature space, usually as a binary verification problem. In this work, sparse dictionary learning and coding are for the first time employed as a means to provide a feature space for offline signature verification, which intuitively adapts to a small set of randomly selected genuine reference samples, thus making it attractable for forensic cases. In this context, the K-SVD dictionary learning algorithm is employed in order to create a writer oriented lexicon. For any signature sample, sparse representation with the use of the writer's lexicon and the Orthogonal Matching Pursuit algorithm generates a weight matrix; features are then extracted by applying simple average pooling to the generated sparse codes. The performance of the proposed scheme is demonstrated using the popular CEDAR, MCYT75 and GPDS300 signature datasets, delivering state of the art results.
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