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GMM for offline signature forgery detection

机译:GMM用于离线签名伪造检测

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摘要

As signature continues to play a crucial part in personal identification for number of applications including financial transaction, an efficient signature authentication system becomes more and more important. Various researches in the field of signature authentication has been dynamically pursued for many years and its extent is still being explored. Signature verification is the process which is carried out to determine whether a given signature is genuine or forged. It can be distinguished into two types such as the Online and the Offline. In this paper we presented the Offline signature verification system and extracted some new local and geometric features like QuadSurface feature, Area ratio, Distance ratio etc. For this we have taken some genuine signatures from 5 different persons and extracted the features from all of the samples after proper preprocessing steps. The training phase uses Gaussian Mixture Model (GMM) technique to obtain a reference model for each signature sample of a particular user. By computing Euclidian distance between reference signature and all the training sets of signatures, acceptance range is defined. If the Euclidian distance of a query signature is within the acceptance range then it is detected as an authenticated signature else, a forged signature.
机译:随着签名在包括金融交易在内的许多应用程序的个人识别中继续发挥至关重要的作用,有效的签名认证系统变得越来越重要。签名认证领域中的各种研究已经动态地进行了很多年,并且其范围仍在探索中。签名验证是确定给定签名是真实的还是伪造的过程。它可以分为两种类型,例如“在线”和“离线”。在本文中,我们介绍了离线签名验证系统,并提取了一些新的局部和几何特征,例如QuadSurface特征,面积比,距离比等。为此,我们从5个不同的人那里获取了一些真实的签名,并从所有样本中提取了特征经过适当的预处理步骤后。训练阶段使用高斯混合模型(GMM)技术为特定用户的每个签名样本获取参考模型。通过计算参考签名与所有签名训练集之间的欧几里得距离,可以定义接受范围。如果查询签名的欧几里得距离在接受范围内,则将其检测为经过身份验证的签名,否则为伪造签名。

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