Lina, T. Takahashi, I. Ide, H. Murase (Japan)
Object recognition, appearance manifold, covariance matrix, eigenspace
Variations in camera-captured images usually occur naturally. For example, the appearance of an object usually differs for every pose and degradation effect might occur during the capturing process. While we could use a simple manifold to represent the variability of pose, relying on the simple manifold technique to deal with both pose and degradation problems is not possible, since a simple manifold does not take into account the information of sample distributions in feature space. In this paper, we propose a technique which embeds view dependent covariance matrix in object manifold to develop a robust 3D object recognition system. Here, the view-dependent covariance matrices were obtained in an efficient way by interpolating eigenvectors and eigenvalues along the manifold. Experiment results showed that our developed 3D object recognition system could accurately recognize 3D objects even from images which are influenced by geometric distortions and quality degradation effects.
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