4.2 Article

2An Extended Scheme for Shape Matching with Local Descriptors

Journal

IEICE TRANSACTIONS ON INFORMATION AND SYSTEMS
Volume E104D, Issue 2, Pages 285-293

Publisher

IEICE-INST ELECTRONICS INFORMATION COMMUNICATION ENGINEERS
DOI: 10.1587/transinf.2020EDP7134

Keywords

shape matching; local shape descriptor; probability density estimator; branch-and-bound algorithm

Funding

  1. KAKENHI-KAKUTOKU-SHIENHI of Hiroshima City University

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Shape matching with local descriptors is a fundamental scheme in shape analysis. Our extended scheme considers the correspondence of neighboring sampled points, addressing computational feasibility issues with a branch-and-bound algorithm, and demonstrates a more suitable matching compared to traditional methods.
Shape matching with local descriptors is an underlying scheme in shape analysis. We can visually confirm the matching results and also assess them for shape classification. Generally, shape matching is implemented by determining the correspondence between shapes that are represented by their respective sets of sampled points. Some matching methods have already been proposed; the main difference between them lies in their choice of matching cost function. This function measures the dissimilarity between the local distribution of sampled points around a focusing point of one shape and the local distribution of sampled points around a referring point of another shape. A local descriptor is used to describe the distribution of sampled points around the point of the shape. In this paper, we propose an extended scheme for shape matching that can compensate for errors in existing local descriptors. It is convenient for local descriptors to adopt our scheme because it does not require the local descriptors to be modified. The main idea of our scheme is to consider the correspondence of neighboring sampled points to a focusing point when determining the correspondence of the focusing point. This is useful because it increases the chance of finding a suitable correspondence. However, considering the correspondence of neighboring points causes a problem regarding computational feasibility, because there is a substantial increase in the number of possible correspondences that need to be considered in shape matching. We solve this problem using a branch-and-bound algorithm, for efficient approximation. Using several shape datasets, we demonstrate that our scheme yields a more suitable matching than the conventional scheme that does not consider the correspondence of neighboring sampled points, even though our scheme requires only a small increase in execution time.

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