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Abstract book (pdf) - ICPR 2010

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15:00-17:10, Paper MoBT9.5<br />

Lipreading: A Graph Embedding Approach<br />

Zhou, Ziheng, Univ. of Oulu<br />

Zhao, Guoying, Univ. of Oulu<br />

Pietikäinen, Matti, Univ. of Oulu<br />

In this paper, we propose a novel graph embedding method for the problem of lipreading. To characterize the temporal<br />

connections among video frames of the same utterance, a new distance metric is defined on a pair of frames and graphs<br />

are constructed to represent the video dynamics based on the distances between frames. Audio information is used to assist<br />

in calculating such distances. For each utterance, a subspace of the visual feature space is learned from a well-defined intrinsic<br />

and penalty graph within a graph-embedding framework. Video dynamics are found to be well preserved along<br />

some dimensions of the subspace. Discriminatory cues are then decoded from curves of the projected visual features to<br />

classify different utterances.<br />

15:00-17:10, Paper MoBT9.6<br />

Face Recognition using a Multi-Manifold Discriminant Analysis Method<br />

Yang, Wankou, Southeast Univ. Nanjing<br />

Sun, Changyin, Southeast Univ. Nanjing<br />

Zhang, Lei, The Hong Kong Pol. Univ.<br />

In this paper, we propose a Multi-Manifold Discriminant Analysis (MMDA) method for face feature extraction and face<br />

recognition, which is based on graph embedded learning and under the Fisher discirminant analysis framework. In MMDA,<br />

the within-class graph and between-class graph are designed to characterize the within-class compactness and the between-class<br />

separability, respectively, seeking for the discriminant matrix that simultaneously maximizing the betweenclass<br />

scatter and minimizing the within-class scatter. In addition, the within-class graph can also represent the sub-manifold<br />

information and the between-class graph can also represent the multi-manifold information. The proposed MMDA is examined<br />

by using the FERET face database, and the experimental results demonstrate that MMDA works well in feature<br />

extraction and lead to good recognition performance.<br />

15:00-17:10, Paper MoBT9.7<br />

Globally-Preserving based Locally Linear Embedding<br />

Hui, Kanghua, Chinese Acad. of Sciences<br />

Wang, Chunheng, Chinese Acad. of Sciences<br />

Xiao, Baihua, Chinese Acad. of Sciences<br />

The locally linear embedding (LLE) algorithm is considered as a powerful method for the problem of nonlinear dimensionality<br />

reduction. In this paper, a new method called globally-preserving based LLE (GPLLE) is proposed. It not only<br />

preserves the local neighborhood, but also keeps those distant samples still far away, which solves the problem that LLE<br />

may encounter, i.e. LLE only makes local neighborhood preserving, but cannot prevent the distant samples from nearing.<br />

Moreover, GPLLE can estimate the intrinsic dimensionality d of the manifold structure. The experiment results show that<br />

GPLLE always achieves better classification performances than LLE based on the estimated d.<br />

15:00-17:10, Paper MoBT9.8<br />

3d Human Pose Estimation by an Annealed Two-Stage Inference Method<br />

Wang, Yuan-Kai, Fu Jen Univ.<br />

Cheng, Kuang-You, Fu Jen Univ.<br />

This paper proposes a novel human motion capture method that locates human body joint position and reconstructs the<br />

human pose in 3D space from monocular images. We propose a two-stage framework including 2D and 3D probabilistic<br />

graphical models which can solve the occlusion problem for the estimation of human joint positions. The 2D and 3D<br />

models adopt directed acyclic structure to avoid error propagation of inference in the models. Both the 2D and 3D models<br />

utilize the Expectation Maximization algorithm to learn prior distributions of the models. An annealed Gibbs sampling<br />

method is proposed for the two-stage method to inference the maximum posteriori distributions of joint positions. The annealing<br />

process can efficiently explore the mode of distributions and find solutions in high-dimensional space. Experiments<br />

are conducted on the Human Eva dataset to show the effectiveness of the proposed method. The experimental data are<br />

image sequences of walking motion with a full 180 turn around a region, which causes occlusion of poses and loss of<br />

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