Scale- invariant face recognition using triangular geometrical model

A. Ali, V. Asirvadam, A. Malik
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Abstract

This work proposed a geometrical model based on multiple triangular features for the purpose of handling the challenge of scale variations that affect the process of face recognition especially in real time applications where the test images are usually taken in random scales that may not be of the same scale as the probe image. Geometrical approaches have proved to be robust to lighting and illumination variation. Furthermore geometrical methods in general do not hold computational complexity and have the benefit of faster processing time, which make them appropriate for real time applications. Fifteen triangle similarity measurement equations were derived and used to build a class of feature vectors for each subject. Ten images in ten different scales were taken for each subject for a total of fifty samples. Classification results show that the proposed model is promising in handling the challenge of scale variations.
基于三角几何模型的尺度不变人脸识别
这项工作提出了一种基于多个三角形特征的几何模型,用于处理影响人脸识别过程的尺度变化的挑战,特别是在实时应用中,测试图像通常采用随机尺度,可能与探测图像不具有相同的尺度。几何方法已被证明对光照和照度变化具有鲁棒性。此外,几何方法通常不具有计算复杂性,并且具有更快的处理时间的优点,这使得它们适合于实时应用。导出了15个三角形相似度度量方程,并用于为每个主题构建一类特征向量。每个受试者以10种不同的尺度拍摄10幅图像,总共50个样本。分类结果表明,所提出的模型在处理尺度变化的挑战方面是有希望的。
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