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Spatial Interpolation Methods Study Based on Geostatistics for the Grasshopper Population

机译:基于地统计学的蝗虫种群空间插值方法研究

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摘要

The ordinary kriging based on the geostatistics provides new methods and tools for the research on the biological population, such as the characteristics of spatial variability and spatial distribution pattern. However, the smoothing effect of ordinary kriging is a well-known dangerous effect associated with this estimation technique, and the result cannot accurately reflect the heterogeneity of spatial distribution of biological populations. In order to address this problem with kriging estimates for the grasshopper population, a precision post-processing method was used in this paper. Based on the sampling points in the September 2012, spatial distribution pattern of the grasshopper population was simulated by original kriging and Yamamoto's method respectively in the study, and the latter was efficient for the reproduction of histogram and semivariogram of the sampling data. Empirical results demonstrated that the Yamamoto's approach could correct the smoothing effect effectively. Furthermore, the real spatial distributions of the grasshopper population density could be preserved without losing both local and global accuracies.
机译:基于地统计学的普通克里金法为生物种群的研究提供了新的方法和工具,如空间变异性和空间分布格局的特征。但是,普通克里金法的平滑效果是与此估计技术相关的众所周知的危险效果,其结果无法准确反映生物种群空间分布的异质性。为了用蝗虫种群的克里金估计来解决这个问题,本文使用了一种精确的后处理方法。以2012年9月的采样点为基础,分别采用原始克里格法和山本方法对蝗虫种群的空间分布格局进行了模拟,后一种方法可以有效地再现采样数据的直方图和半变异图。实验结果表明,Yamamoto的方法可以有效地校正平滑效果。此外,可以保留蝗虫种群密度的真实空间分布,而不会失去本地和全球的精度。

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