三维SPHARM表面的有效配准

Li Shen, Heng Huang, F. Makedon, A. Saykin
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引用次数: 32

摘要

提出了一种三维球面谐波曲面配准的高效算法SHREC。SHREC采用迭代最近点(ICP)配准策略,交替改进表面对应性和调整目标位姿。它通过对齐底层SPHARM参数化来建立表面对应关系。它利用谐波展开的旋转特性来加速参数化旋转。它使用分层二十面体方法对旋转空间进行采样,并搜索与模板匹配的最佳参数化。实验结果表明,该方法不仅比以往的配准方法更准确,而且效率更高。SHREC是一种简单、高效、通用的配准方法,在许多形状建模和分析应用中具有很大的应用潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Efficient Registration of 3D SPHARM Surfaces
We present SHREC, an efficient algorithm for registration of 3D SPHARM (spherical harmonic) surfaces. SHREC follows the iterative closest point (ICP) registration strategy, and alternately improves the surface correspondence and adjusts the object pose. It establishes the surface correspondence by aligning the underlying SPHARM parameterization. It employs a rotational property of the harmonic expansion to accelerate its step for parameterization rotation. It uses a hierarchical icosahedron approach to sample the rotation space and searches for the best parameterization that matches the template. Our experimental results show that SHREC can not only create more accurate registration than previous methods but also do it efficiently. SHREC is a simple, efficient and general registration method, and has a great potential to be used in many shape modeling and analysis applications.
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