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Spatial Autocorrelation and Uncertainty Associated with Remotely-Sensed Data

机译:与遥感数据相关的空间自相关和不确定性

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Virtually all remotely sensed data contain spatial autocorrelation, which impacts upon their statistical features of uncertainty through variance inflation, and the compounding of duplicate information. Estimating the nature and degree of this spatial autocorrelation, which is usually positive and very strong, has been hindered by computational intensity associated with the massive number of pixels in realistically-sized remotely-sensed images, a situation that more recently has changed. Recent advances in spatial statistical estimation theory support the extraction of information and the distilling of knowledge from remotely-sensed images in a way that accounts for latent spatial autocorrelation. This paper summarizes an effective methodological approach to achieve this end, illustrating results with a 2002 remotely sensed-image of the Florida Everglades, and simulation experiments. Specifically, uncertainty of spatial autocorrelation parameter in a spatial autoregressive model is modeled with a beta-beta mixture approach and is further investigated with three different sampling strategies: coterminous sampling, random sub-region sampling, and increasing domain sub-regions. The results suggest that uncertainty associated with remotely-sensed data should be cast in consideration of spatial autocorrelation. It emphasizes that one remaining challenge is to better quantify the spatial variability of spatial autocorrelation estimates across geographic landscapes.
机译:几乎所有遥感数据都包含空间自相关,这会通过方差膨胀和重复信息的复合影响其不确定性的统计特征。通常,这种空间自相关的性质和程度(通常为正且非常强)受到与实际大小的遥感图像中大量像素相关的计算强度的阻碍,这种情况最近已经改变。空间统计估计理论的最新进展支持从遥感影像中提取信息和提取知识,从而解决了潜在的空间自相关问题。本文总结了达到此目的的有效方法论方法,并以2002年佛罗里达大沼泽地的遥感图像和模拟实验说明了结果。具体而言,使用β-β混合方法对空间自回归模型中的空间自相关参数的不确定性进行建模,并使用三种不同的采样策略进行进一步研究:连续采样,随机子区域采样和递增域子区域。结果表明,与遥感数据相关的不确定性应考虑空间自相关。它强调,剩下的挑战是如何更好地量化跨地理景观的空间自相关估计的空间变异性。

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