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Fast algorithm of the robust Gaussian regression filter for areal surface analysis

机译:鲁棒高斯回归滤波器用于面面积分析的快速算法

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摘要

In this paper, the general model of the Gaussian regression filter for areal surface analysis is explored. The intrinsic relationships between the linear Gaussian filter and the robust filter are addressed. A general mathematical solution for this model is presented. Based on this technique, a fast algorithm is created. Both simulated and practical engineering data (stochastic and structured) have been used in the testing of the fast algorithm. Results show that with the same accuracy, the processing time of the second-order nonlinear regression filters for a dataset of 1024*1024 points has been reduced to several seconds from the several hours of traditional algorithms.
机译:本文研究了用于表面面积分析的高斯回归滤波器的通用模型。线性高斯滤波器和鲁棒滤波器之间的固有关系得到解决。提出了该模型的一般数学解决方案。基于此技术,创建了一种快速算法。仿真算法和实际工程数据(随机和结构化数据)均已用于测试快速算法。结果表明,以相同的精度,对于1024 * 1024点的数据集,二阶非线性回归滤波器的处理时间已从传统算法的几小时减少到几秒钟。

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