Successive convex optimization for point set registration

Yi Gao
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Abstract

We propose a new robust point set registration technique utilizing the global information of the two sets, rather than looking locally, for constructing the point-wise correspondence and estimating the transformation in between. Then, a multi-scale scheme further extends the algorithm to handling nonlinear diffeomorphic transformations. The algorithm is tested on 3D geometric and protein structure data sets to demonstrate its robustness to severe distortions.
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点集配准的连续凸优化
我们提出了一种新的鲁棒点集配准技术,该技术利用两个点集的全局信息,而不是局部地寻找,来构造点间的对应关系并估计两者之间的变换。然后,采用多尺度格式将该算法进一步扩展到处理非线性微分同构变换。在三维几何和蛋白质结构数据集上进行了实验,验证了该算法对严重畸变的鲁棒性。
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