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Scale-space and wavelet decomposition based scheme for face recognition using nearest linear combination.
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Abstract |
Abstract
Face recognition has attracted much attention from Artificial Intelligence researchers due to its wide acceptability in many applications. Many techniques have been suggested to develop a practical face recognition system that has the ability to handle different challenges. Illumination variation is one of the major issues that significantly affects the performances of face recognition systems. Among many illumination robust approaches, scale-space decomposition based methods play an important role in reducing the lighting effects in facial images. This research presents a face recognition approach for utilizing both the scale-space decomposition and wavelet decomposition methods. In most cases, the existing scale-space decomposition methods perform recognition, based on only the illumination-invariant small-scale features. The proposed approach uses both large-scale and small-scale features through scale-space decomposition and wavelet decomposition. Together with the Nearest Linear Combination (NLC) approach, the proposed system is validated on different databases. The experimental results have shown that the system outperforms many recognition methods in the same category. --Leaf ii. |
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Persons |
Persons
Author (aut): Hoque, Farhana
Thesis advisor (ths): Chen, Liang
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Degree Name
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Department |
Department
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DOI |
DOI
https://doi.org/10.24124/2014/bpgub981
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Collection(s)
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Degree granting institution (dgg): University of Northern British Columbia
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Library of Congress Classification |
Library of Congress Classification
TA1650 .H67 2014
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Extent
Number of pages in document: 74
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Physical Form
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Handle
Handle placeholder
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ISBN |
ISBN
978-1-321-15452-8
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Use and Reproduction |
Use and Reproduction
Copyright retained by the author.
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Rights Statement |
Rights Statement
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unbc_16912.pdf3.21 MB
27136-Extracted Text.txt114.38 KB
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English
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Scale-space and wavelet decomposition based scheme for face recognition using nearest linear combination.
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