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Volume 12, Issue 1
Multi-scale logarithmic difference face recognition based on local binary pattern

Lifang Lin and Chuanlin Zhang

J. Info. Comput. Sci. , 12 (2017), pp. 041-051.

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  • Abstract
In order to solve the problem that face recognition is sensitive to illumination variation and local binary pattern has small spatial support region. A novel face recognition approach which is multi-scale logarithmic difference face recognition based on local binary pattern is proposed. Firstly, LBP operator is used to extract the texture feature of the face. Secondly, the LBP feature is used to extract the light invariant based on the Lambertian reflection model. Then, the light invariant is used to obtain the multi-scale features according to the different distances, and the refined feature-map is obtained by the linear combination of multi-scale features. Finally, face recognition is performed using refined feature-map. Extension experiments on four data sets (Yale, FERET, ORL and MUI PIE) show that the proposed method which compares to LBP, MSLDE and Gradientface in different illumination conditions can improve the recognition performance.
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@Article{JICS-12-041, author = {Lifang Lin and Chuanlin Zhang}, title = {Multi-scale logarithmic difference face recognition based on local binary pattern}, journal = {Journal of Information and Computing Science}, year = {2024}, volume = {12}, number = {1}, pages = {041--051}, abstract = {In order to solve the problem that face recognition is sensitive to illumination variation and local binary pattern has small spatial support region. A novel face recognition approach which is multi-scale logarithmic difference face recognition based on local binary pattern is proposed. Firstly, LBP operator is used to extract the texture feature of the face. Secondly, the LBP feature is used to extract the light invariant based on the Lambertian reflection model. Then, the light invariant is used to obtain the multi-scale features according to the different distances, and the refined feature-map is obtained by the linear combination of multi-scale features. Finally, face recognition is performed using refined feature-map. Extension experiments on four data sets (Yale, FERET, ORL and MUI PIE) show that the proposed method which compares to LBP, MSLDE and Gradientface in different illumination conditions can improve the recognition performance. }, issn = {1746-7659}, doi = {https://doi.org/}, url = {http://global-sci.org/intro/article_detail/jics/22497.html} }
TY - JOUR T1 - Multi-scale logarithmic difference face recognition based on local binary pattern AU - Lifang Lin and Chuanlin Zhang JO - Journal of Information and Computing Science VL - 1 SP - 041 EP - 051 PY - 2024 DA - 2024/01 SN - 12 DO - http://doi.org/ UR - https://global-sci.org/intro/article_detail/jics/22497.html KW - Local binary pattern (LBP) KW - feature extract KW - face recognition KW - multiple scales KW - logarithm transform KW - difference. AB - In order to solve the problem that face recognition is sensitive to illumination variation and local binary pattern has small spatial support region. A novel face recognition approach which is multi-scale logarithmic difference face recognition based on local binary pattern is proposed. Firstly, LBP operator is used to extract the texture feature of the face. Secondly, the LBP feature is used to extract the light invariant based on the Lambertian reflection model. Then, the light invariant is used to obtain the multi-scale features according to the different distances, and the refined feature-map is obtained by the linear combination of multi-scale features. Finally, face recognition is performed using refined feature-map. Extension experiments on four data sets (Yale, FERET, ORL and MUI PIE) show that the proposed method which compares to LBP, MSLDE and Gradientface in different illumination conditions can improve the recognition performance.
Lifang Lin and Chuanlin Zhang. (2024). Multi-scale logarithmic difference face recognition based on local binary pattern. Journal of Information and Computing Science. 12 (1). 041-051. doi:
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