Abstract book (pdf) - ICPR 2010
Abstract book (pdf) - ICPR 2010
Abstract book (pdf) - ICPR 2010
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Most of existing dimensionality reduction methods obtain the low-dimensional embedding via preserving a certain property<br />
of the data, such as locality, neighborhood relationship. However, the intrinsic cluster structure of data, which plays a key<br />
role in analyzing and utilizing the data, has been ignored by the state-of-the-art dimensionality reduction methods. Hence,<br />
in this paper we propose a novel dimensionality reduction method called Cluster Preserving Embedding(CPE), in which<br />
the cluster structure of original data is preserved via preserving the robust path-based similarity between pairwise points.<br />
We present two different methods to preserve this similarity. One is the Multidimensional Scaling(MDS) way, which tries<br />
to preserve similarity matrix accurately, the other one is a Laplacian-style way, which preserves the topological partial<br />
order of the similarity rather than similarity itself. Encouraging experimental results on a toy data set and handwritten<br />
digits from MNIST database demonstrate the effectiveness of our Cluster Preserving Embedding method.<br />
15:00-17:10, Paper MoBT9.30<br />
Color Image Analysis by Quaternion Zernike Moments<br />
Chen, Beijing, Southeast Univ.<br />
Shu, Huazhong, Southeast Univ.<br />
Zhang, Hui, Southeast Univ.<br />
Chen, Gang, Southeast Univ.<br />
Luo, Limin, Southeast Univ.<br />
Moments and moment invariants are useful tool in pattern recognition and image analysis. Conventional methods to deal<br />
with color images are based on RGB decomposition or graying. In this paper, by using the theory of quaternions, we introduce<br />
a set of quaternion Zernike moments (QZMs) for color images in a holistic manner. It is shown that the QZMs<br />
can be obtained via the conventional Zernike moments of each channel. We also construct a set of combined invariants to<br />
rotation and translation (RT) using the modulus of central QZMs. Experimental results show that the proposed descriptors<br />
are more efficient than the existing ones.<br />
15:00-17:10, Paper MoBT9.32<br />
Topic-Sensitive Tag Ranking<br />
Jin, Yan’An, Huazhong Univ. of Science and Tech.<br />
Li, Ruixuan, Huazhong Univ. of Science and Tech.<br />
Lu, Zhengding, Huazhong Univ. of Science and Tech.<br />
Wen, Kunmei, Huazhong Univ. of Science and Tech.<br />
Gu, Xiwu, Huazhong Univ. of Science and Tech.<br />
Social tagging is an increasingly popular way to describe and classify documents on the web. However, the quality of the<br />
tags varies considerably since the tags are authored freely. How to rate the tags becomes an important issue. In this paper,<br />
we propose a topic-sensitive tag ranking (TSTR) approach to rate the tags on the web. We employ a generative probabilistic<br />
model to associate each tag with a distribution of topics. Then we construct a tag graph according to the co-tag relationships<br />
and perform a topic-level random walk over the graph to suggest a ranking score for each tag at different topics. Experimental<br />
results validate the effectiveness of the proposed tag ranking approach.<br />
15:00-17:10, Paper MoBT9.33<br />
Water Reflection Detection using a Flip Invariant Shape Detector<br />
Zhang, Hua, Tianjin Univ.<br />
Guo, Xiaojie, Tianjin Univ.<br />
Cao, Xiaochun, Tianjin Univ.<br />
Water reflection detection is a tough task in computer vision, since the reflection is distorted by ripples irregularly. This<br />
paper proposes an effective method to detect water reflections. We introduce a descriptor that is not only invariant to<br />
scales, rotations and affine transformations, but also tolerant to the flip transformation and even non-rigid distortions, such<br />
as ripple effects. We analyze the structure of our descriptor and show how it outperforms the existing mirror feature descriptors<br />
in the context of water reflection. The experimental results demonstrate that our method is able to detect the<br />
water reflections.<br />
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