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Improved moving least squares algorithm for directed projecting onto point clouds

机译:改进的移动最小二乘算法,用于定向投影到点云上

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摘要

Directed projection is a key issue in many point-based techniques in geometric modeling, computer graphics, and computer vision. This paper proposes a new point-based directed projection method in the frame of moving least squares (MLS) projection where the reference plane is determined by approximating its normal using weighting least squares method, and the weighting value, on every neighboring points is determined according to the distance from the point to the projection ray. At every optimal step, the normal is calculated from updated neighborhood to relocate the reference plane, and check the variation in energy. The resulting solution is obtained with the local minima of the energy. Comparing with the existing directed projection algorithm, the proposed method is more robust and efficient, especially for the surfaces with complex profiles. To demonstrate the valid of the proposed approach and its application in part manufacturing, several numerical experiments have been presented and the results show that it is promising.
机译:在几何建模,计算机图形和计算机视觉的许多基于点的技术中,定向投影是一个关键问题。本文提出了一种在移动最小二乘(MLS)投影框架中的基于点的定向投影新方法,其中使用加权最小二乘法通过近似法线来确定参考平面,并根据每个相邻点的权重值来确定从点到投影射线的距离。在每个最佳步骤中,都会根据更新后的邻域计算法线以重新定位参考平面,并检查能量的变化。以能量的局部最小值获得所得的解决方案。与现有的定向投影算法相比,该方法更加健壮和高效,特别是对于具有复杂轮廓的曲面。为了证明所提方法的有效性及其在零件制造中的应用,已进行了若干数值实验,结果表明该方法是有希望的。

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