首页> 外文期刊>Photogrammetric Engineering & Remote Sensing: Journal of the American Society of Photogrammetry >Comparing effects of Aggregation methods on statistical and spatial properties of simulated spatial data
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Comparing effects of Aggregation methods on statistical and spatial properties of simulated spatial data

机译:聚合方法对模拟空间数据的统计和空间特性的比较效果

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摘要

Spatial data aggregation is widely practiced for "scaling-up" environmental analyses and modeling from local to regional or global scales. Despite acknowledgments of the general effects of aggregation, there is a lack of systematic comparison between aggregation methods. The study evaluated three methods - averaging, central-pixel resampling, and median - using simulated images. Both the averaging and median methods can retain the mean and median values, respectively, but alter significantly the standard deviation. The central-pixel method alters both statistics. The statistical changes can be modified by the presence of spatial autocorrelation for all three methods. Spatially, the averaging method can reveal underlying spatial patterns at scales within the spatial autocorrelation ranges. The median method produces almost identical results because of the similarities between the averaged and median values of the simulated data. To a limited extent, the central-pixel method retains contrast and spatial patterns of the original images. At scales coarser than the autocorrelation range, the averaged and median images become homogeneous and do not differ significantly between these scales. The central-pixel method can induce severe spatially biased errors at coarse scales. Understanding these trends can help select appropriate aggregation methods and aggregation levels for particular applications.
机译:空间数据聚合已广泛用于从本地到区域或全球范围的“放大”环境分析和建模。尽管已经认识到聚合的一般效果,但是在聚合方法之间缺乏系统的比较。该研究使用模拟图像评估了三种方法-平均,中心像素重采样和中值。平均方法和中值方法都可以分别保留平均值和中值,但会显着改变标准偏差。中心像素方法会更改两个统计信息。对于所有三种方法,可以通过存在空间自相关来修改统计变化。在空间上,平均方法可以揭示空间自相关范围内尺度下的基础空间模式。由于模拟数据的平均值和中值之间的相似性,中值方法产生几乎相同的结果。在一定程度上,中央像素方法保留了原始图像的对比度和空间图案。在比自相关范围粗糙的标度上,平均图像和中值图像变得均匀,并且在这些标度之间没有显着差异。中心像素方法会在粗略尺度上引起严重的空间偏差错误。了解这些趋势可以帮助为特定应用程序选择适当的聚合方法和聚合级别。

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