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A spatial interpolation method based on radial basis function networks incorporating a semivariogram model

机译:基于半基函数模型的径向基函数网络的空间插值方法

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Based on the combination of the radial basis function network (RBFN) and the semivariogram, a spatial interpolation method, named improved RBFN, is proposed in this paper. To evaluate the interpolation accuracy of the proposed method, reference surfaces with-prescribed semivariograms of different sills and scale parameters are generated. The proposed method as well as two existing methods (ordinary kriging and standard RBFN) is then used in the restoration of these reference surfaces. Among three interpolation methods, the proposed method has the highest interpolation accuracy regardless of the arrangement of sample points. The proposed method is performing well especially when the variance of the reference surface is large. An application of the proposed method to the estimation of the spatial distribution of rainfall also shows that the proposed method can estimate more precisely as compare to the other two existing methods. The proposed method is recommended as an alternative to the existing methods, because it has a clear principle and a simple structure. In addition, it provides more flexibility adjusted with stochastic property. (C) 2003 Elsevier B.V. All rights reserved. [References: 22]
机译:基于径向基函数网络(RBFN)和半变异函数的结合,提出了一种空间插值方法,即改进的RBFN。为了评估所提出方法的内插精度,生成了具有不同基台和比例参数的规定半变异函数的参考曲面。然后,将所提出的方法以及两种现有方法(普通克里金法和标准RBFN法)用于这些参考曲面的恢复。在三种插值方法中,无论采样点的排列如何,所提出的方法都具有最高的插值精度。所提出的方法表现良好,特别是在参考曲面的方差较大时。将该方法应用于降雨空间分布的估算还表明,与其他两种现有方法相比,该方法可以更精确地估算。推荐的方法是现有方法的替代方法,因为它具有清晰的原理和简单的结构。此外,它还提供了随随机属性调整的更多灵活性。 (C)2003 Elsevier B.V.保留所有权利。 [参考:22]

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