Saliency-Guide Simplification for Point-Cloud Geometry

Lixia Wang, Fei Wang, Feng Yan, Yu Guo
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Abstract

To efficiently simplify large-scale point clouds and keep geometric details as many as possible, we propose a novel operator guided by point-saliency. Firstly, we adopt a site entropy rate algorithm to calculate the saliency value which represents the significance of every point. Intuitively, the point of higher value should be retained. We introduce the saliency value as a weight term to locally optical projection (LOP) operator. What's more, we incorporate locally adaptive density weight into our operator to deal with the highly non-uniformed point clouds. Compared with other methods, our approach preserves more spatial information when down sample a point cloud to a certain number of points. Experimental results also show that our method is highly robust to noise and outliers.
点云几何的显著性指南简化
为了有效地简化大规模点云并尽可能多地保留几何细节,我们提出了一种基于点显著性的算子。首先,我们采用一种站点熵率算法来计算代表每个点的显著性值。直观上,应该保留价值较高的点。将显著性值作为权项引入到局部光学投影算子中。此外,我们在算子中加入了局部自适应的密度权值来处理高度不均匀的点云。与其他方法相比,我们的方法在将点云采样到一定数量的点时保留了更多的空间信息。实验结果表明,该方法对噪声和异常值具有较强的鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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