Abstract

In this article, we propose a uniform generic representation (UGR) method to solve the single sample per person (SSPP) problem in face recognition, which aims to find consistency between the global and local generic representations. For the local generic representation, we require the probe patches of the same image to be constructed respectively by the corresponding patches of the same gallery image and the intra-class variation dictionaries. Therefore, the probe patches' coefficients, corresponding to patch gallery dictionaries, should be similar to each other. For the global generic representation, the probe image's coefficient, corresponding to the gallery dictionary, should be similar to those of its probe patches. In order to meet the two requirements, we combine local generic representation with global generic representation in soft form. We obtain the representation coefficients by solving a simple quadratic optimization problem. UGR has been evaluated on Extended Yale B, AR, CMU-PIE, and LFW databases. Experimental results show the robustness and effectiveness of our method to illumination, expression, occlusion, time variation, and pose.

Highlights

  • In the past few decades, face recognition (FR) has been one of the most popular research topics in computer vision and pattern recognition due to its potential application

  • We propose a novel method to solve the single sample per person (SSPP) problem, named uniform generic representation (UGR), which aims to unify the local representation and global representation

  • For the local generic representation, we resize the face images to 80×80 and fix the patch size to 20 × 20, and the interval κ between the centers of two adjacent patches is 10 pixel

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Summary

Introduction

In the past few decades, face recognition (FR) has been one of the most popular research topics in computer vision and pattern recognition due to its potential application. Researchers have carried out extensive research on FR and made remarkable progress [1]. FR technology under controllable conditions has achieved satisfactory results. Under uncontrollable circumstances, FR is still challenging due to the influence of illumination, expression, posture, occlusion, and other factors. The direct way to solve these problems is to increase training samples. In some real scenes, such as access control, e-passport, identity card verification, judicial confirmation, etc., usually only one training sample can be obtained, which is the so-called single sample per person (SSPP) problem [2]. Though some famous FR methods [3]–[5] can still be applied, they suffer from serious performance drop.

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