Multi-scale Local Binary Pattern histogram for face recognition

作者
Chi Ho Chan
出处
期刊:The University of Surrey - Surrey Research Insight Open Access [University of Surrey]
被引量:33
摘要

Recently, the research in face recognition has focused on developing a face representation that is capable of capturing the relevant information in a manner which is invariant to facial expression and illumination. Motivated by a simple but powerful texture descriptor, called Local Binary Pattern (LBP), our proposed system extends this descriptor to evoke multiresolution and multispectral analysis for face recognition. The first descriptor, namely Multi-scale Local Binary Pattern Histogram (MLBPH), provides a robust system which is relatively insensitive to localisation errors because it benefits from the multiresolution information captured from the regional histogram. The second proposed descriptor, namely Multispectral Local Binary Pattern Histogram (MSLBP), captures the mutual relationships between neighbours at pixel level from each spectral channel. By measuring the spatial correlation between spectra, we expect to achieve higher recognition rate. The resulting LBP methods provide input to LDA and various classifier fusion methods for face recognition. These systems are implemented and compared with existing Local Binary Pattern face recognition systems and other state of art systems on Feret, XM2VTS and FRGC 2.0 databases, giving very promising results in the controlled environment. Photometric normalisation is important for face recognition, even if illumination-robust features, such as Gabor or LBP, are used for face representation. In order to study the merits of photometric normalisation, five different photometric normalisation methods have been investigated. A superior performance is achieved by MLBPH with the Preprocessing Sequence method in all the tests. The results of a comparison with the state-of-art systems show that the proposed Multi-scale Local Binary Pattern histogram method with the Preprocessing Sequence photometric normalisation achieves similar performance to the best performing systems, its key advantage is that it offers a simple solution which is robust to localisation errors and changing illumination.

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