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Application of generalized regression neural network residual kriging for terrain surface interpolation

机译:广义回归神经网络残差克里金法在地形表面插值中的应用

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Spatial interpolation techniques are a powerful tool for generating visually continuous surfaces from scattered point data, and the accuracy of interpolation determines the practical values of interpolating surfaces. As the variation of surface elevation is nonlinear, the conventional spatial interpolation models implemented in many GIS packages sometime cannot provide appreciate interpolation accuracy for certain application due to their nature of linear estimation. In this paper, a method of generalized regression neural network residual kriging (GRNNRK) was presented for terrain surface interpolation. The GRNNRK was a two-step algorithm. The first step included estimating the overall nonlinear spatial structures by generalized regression neural network (GRNN), and the second step was the analysis of the stationary residuals by ordinary kriging. And the final estimates were produced as a sum of GRNN estimates and ordinary kriging estimates of residuals. To test performance of GRNNRK, a total of 1089 scattered elevation data got from 28.86 km2 area were split into independent training data set (200) and validation data set (889), and the training data set was modeled for terrain surface interpolation using ordinary kriging and GRNNRK, respectively, while the validation data set was used to test their accuracies. The results showed that GRNNRK could achieve better accuracy than kriging for interpolating surfaces. Therefore, GRNNRK was an efficient alternative to the conventional spatial interpolation models usually used for scattered data interpolation in terrain surface interpolation.
机译:空间插值技术是一种从散点数据生成视觉上连续的表面的强大工具,并且插值的精度决定了插值表面的实际值。由于表面高程的变化是非线性的,因此许多GIS软件包中实现的常规空间插值模型有时由于其线性估计的性质而无法为某些应用提供令人满意的插值精度。本文提出了一种用于地形表面插值的广义回归神经网络残量克里格法(GRNNRK)。 GRNNRK是一个两步算法。第一步包括通过广义回归神经网络(GRNN)估计总体非线性空间结构,第二步是通过普通克里格法对平稳残差进行分析。最终估计值是GRNN估计值与残差的普通kriging估计值之和。为了测试GRNNRK的性能,将来自28.86 km2区域的总共1089个分散高程数据分为独立的训练数据集(200)和验证数据集(889),并使用普通克里金法对训练数据集进行地形表面插值建模和GRNNRK分别使用验证数据集来测试其准确性。结果表明,与插值曲面相比,GRNNRK的精度要优于克里金法。因此,GRNNRK是通常用于地形表面插值中的分散数据插值的常规空间插值模型的有效替代方案。

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