Fusing magnitude and phase features with multiple face models for robust face recognition

Yan LI, Shiguang SHAN, Ruiping WANG, Zhen CUI, Xilin CHEN

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Front. Comput. Sci. ›› 2018, Vol. 12 ›› Issue (6) : 1173-1191. DOI: 10.1007/s11704-017-6275-6
RESEARCH ARTICLE

Fusing magnitude and phase features with multiple face models for robust face recognition

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Abstract

High accuracy face recognition is of great importance for a wide variety of real-world applications. Although significant progress has been made in the last decades, fully automatic face recognition systems have not yet approached the goal of surpassing the human vision system, even in controlled conditions. In this paper, we propose an approach for robust face recognition by fusing two complementary features: one is Gabor magnitude of multiple scales and orientations and the other is Fourier phase encoded by spatial pyramid based local phase quantization (SPLPQ). To reduce the high dimensionality of both features, block-wise fisher discriminant analysis (BFDA) is applied and further combined by score-level fusion. Moreover, inspired by the biological cognitive mechanism, multiple face models are exploited to further boost the robustness of the proposed approach. We evaluate the proposed approach on three challenging databases, i.e., FRGC ver2.0, LFW, and CFW-p, that address two face classification scenarios, i.e., verification and identification. Experimental results consistently exhibit the complementarity of the two features and the performance boost gained by the multiple face models. The proposed approach achieved approximately 96% verification rate when FAR was 0.1% on FRGC ver2.0 Exp.4, impressively surpassing all the best known results.

Keywords

face recognition / fisher discriminant analysis / fusion / Gabor magnitude feature / multiple face models / spatial pyramid based local phase quantization

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Yan LI, Shiguang SHAN, Ruiping WANG, Zhen CUI, Xilin CHEN. Fusing magnitude and phase features with multiple face models for robust face recognition. Front. Comput. Sci., 2018, 12(6): 1173‒1191 https://doi.org/10.1007/s11704-017-6275-6

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