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Signature Identification Based on Pixel Distribution Probability and Mean Similarity Measure with Concentric Circle Segmentation

机译:基于像素分布概率的签名识别与同心圆分割的平均相似度

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This paper studied a new method of signature identification. First, the center of image of signature has to be found. This center is regarded as the center of a circle. The radius of circle is the greatest length from the center to the edge of signature. The radius is divided into 10 equal-length parts. According to 10 different radiuses, the signature image is segmented into 10 sections by 10 equal-interval concentric circles. 4 segmentation modes can be made with the combination of 10 different-radius circles. Then, the pixel distribution probability of signature in every section is calculated. It is the ratio of the pixels of signature of every section to the pixels of signature. It represents the structural and statistic feature of signature. Finally, the mean similarity measure based on the distance and the correlation coefficient of pixel distribution probability between identified signature and standard signature can be calculated. According to the mean similarity measure and the statistical principle, the result of signature identification can be got. By experiment of 360 signatures identification, the accurate rate based on above method is more than 98%.
机译:本文研究了一种新的签名方法。首先,必须找到签名的图像中心。该中心被视为圆圈的中心。圆半径是从中心到签名边缘的最大长度。半径分为10个相等的部件。根据10个不同的半径,签名图像被10个相等间隔同心圆分段为10个部分。可以使用10个不同的半径圆圈的组合进行4个分割模式。然后,计算每个部分中签名的像素分布概率。它是每个部分签名的像素与签名像素的比率。它代表了签名的结构和统计特征。最后,可以计算基于识别和标准签名之间的距离和像素分布概率的距离和相关系数的平均相似度测量。根据平均相似度和统计原则,可以得到签名识别的结果。通过实验360签名识别,基于上述方法的准确率超过98%。

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