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Radial Basis Functions Versus Geostatistics in Spatial Interpolations

机译:空间插值中的径向基函数与地统计

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A key problem in environmental monitoring is the spatial interpolation. The main current approach in spatial interpolation is geostatistical. Geostatistics is neither the only nor the best spatial interpolation method. Actually there is no "best" method, universally valid. Choosing a particular method implies to make assumptions. The understanding of initial assumption, of the methods used, and the correct interpretation of the interpolation results are key elements of the spatial interpolation process. A powerful alternative to geostatistics in spatial interpolation is the use of the soft computing methods. They offer the potential for a more flexible, less assumption dependent approach. Artificial Neural Networks are well suited for this kind of problems, due to their ability to handle non-linear, noisy, and inconsistent data. The present paper intends to prove the advantage of using Radial Basis Functions (RBF) instead of geostatistics in spatial interpolations, based on a detailed analyze and modeling of the SIC2004 (Spatial Interpolation Comparison) dataset.
机译:环境监测中的关键问题是空间插值。当前空间插值的主要方法是地统计学。地统计学既不是唯一的也是最好的空间插值方法。实际上,没有普遍有效的“最佳”方法。选择一种特定的方法意味着要进行假设。对初始假设,所用方法的理解以及对插值结果的正确解释是空间插值过程的关键要素。在空间插值中,地统计学的一种强大替代方法是使用软计算方法。它们为更灵活,更少假设依赖的方法提供了潜力。人工神经网络具有处理非线性,嘈杂和不一致数据的能力,因此非常适合此类问题。本文旨在通过对SIC2004(空间插值比较)数据集进行详细分析和建模,来证明在空间插值中使用径向基函数(RBF)代替地统计方法的优势。

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