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Shape Registration Using Deformable Self-Organizing Feature Maps

机译:使用可变形的自组织特征图进行形状配准

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摘要

A novel approach to matching freeform surfaces for shape registration and object recognition is described in this paper. The proposed method builds a surface mesh of the underlying object geometry by iteratively deforming the nodal lattice of a spherical self-organizing feature map (SOFM) to "best" fit the measured 3D coordinate data. The final topology of the deformed mesh is, therefore, equivalent to the original lattice of the SOFM. Each node in the final mesh represents a cluster of coordinate points that lie in close spatial proximity in the input data space. In this way, closed surfaces with identical node topologies are created from different data sets. Information about node connectivity is then extracted from the ordered lattice and used to determine local surface features for correspondence matching. Based on the matched nodes, rigid body transformations between the original data sets can be determined. The shape registration algorithm enables comparisons to be made between different sized data sets or data acquired from similar freeform objects with arbitrary pose. The method is illustrated using measured coordinate data from three objects with complex freeform surface geometry.
机译:本文介绍了一种用于匹配自由曲面以进行形状注册和物体识别的新颖方法。所提出的方法通过使球形自组织特征图(SOFM)的节点晶格迭代变形以“最佳”拟合所测得的3D坐标数据来构建基础对象几何图形的表面网格。因此,变形网格的最终拓扑等效于SOFM的原始晶格。最终网格中的每个节点都代表一组坐标点,这些坐标点在输入数据空间中的空间紧密相邻。这样,可以从不同的数据集中创建具有相同节点拓扑的封闭曲面。然后从有序晶格中提取有关节点连接性的信息,并将其用于确定用于对应匹配的局部表面特征。基于匹配的节点,可以确定原始数据集之间的刚体转换。形状配准算法可以在不同大小的数据集或从具有任意姿势的相似自由形式对象获取的数据之间进行比较。使用来自具有复杂自由曲面几何形状的三个对象的测量坐标数据说明了该方法。

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