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Comparing spatial and non-spatial approaches for predicting forest soil organic carbon at unsampled locations

机译:比较空间和非空间方法以预测未采样地点的森林土壤有机碳

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Prediction of soil organic carbon (SOC) at unsampled locations is central to statistical modeling of regional SOC stocks. This is often accomplished by applying geostatistical techniques to plot inventory data. However, in many cases inventory data is sparsely sampled (<0.1 plots/km^2) relative to the region of interest, and it is unknown if geostatistics provides any advantage. Our objective was to test whether modeling spatial autocorrelation, in multivariate and univariate predictive models, improved estimates of SOC at prediction locations based on sparsely-sampled inventory data. We conducted our study using a dataset sampled across all forested land in the Coastal Plain physiographic province of New Jersey, USA. We considered five models for predicting SOC, two linear regression models (intercept only and multiple regression with predictor variables), ordinary kriging (a univariate spatial approach), and two multivariate spatial methods (regression kriging and co-kriging). We conducted a simulation study in which we compared the predictive performance (in terms of root mean squared error) of all five models. Our results suggest that our sparsely-sampled SOC data exhibits no spatial structure (Moran’s I =0.05, p =0.39), though several of the covariates are spatially autocorrelated. Multiple linear regression had the best performance in the simulation study, while co-kriging performed the worst. Our results suggest that when inventory data is dispersed across the region of interest, modeling spatial autocorrelation does not provide significant advantage for predicting SOC at unsampled locations. However, it is unknown whether this autocorrelation does not exist at broad scales, or if sparse sampling strategies are unable to detect it. We conclude that in these situations, multiple regression provides a straightforward alternative to predicting SOC for mapping studies, but that more work on the spatial structure of soil carbon across multiple scales is needed.
机译:预测未采样位置的土壤有机碳(SOC)是区域SOC储量统计模型的核心。这通常是通过应用地统计技术绘制库存数据来完成的。但是,在许多情况下,相对于感兴趣区域稀疏地采样了库存数据(<0.1个图/ km ^ 2),并且未知地统计是否具有优势。我们的目标是测试是否可以在稀疏抽样的库存数据的基础上,在多变量和单变量预测模型中对空间自相关模型进行建模,以改进预测位置的SOC估算。我们使用在美国新泽西州沿海平原自然地理省的所有林地采样的数据集进行了研究。我们考虑了五个用于预测SOC的模型,两个线性回归模型(仅拦截和具有预测变量的多元回归),普通克里金法(单变量空间方法)和两个多元空间法(回归克里格法和协克里金法)。我们进行了一项仿真研究,在其中比较了所有五个模型的预测性能(以均方根误差表示)。我们的结果表明,尽管其中一些协变量在空间上是自相关的,但我们稀疏采样的SOC数据却没有空间结构(Moran I = 0.05,p = 0.39)。在模拟研究中,多元线性回归的性能最佳,而协同克里格效果最差。我们的结果表明,当库存数据分散在感兴趣的区域中时,对空间自相关进行建模不会为预测未采样位置的SOC提供明显优势。但是,尚不知道这种自相关是否在大范围内不存在,或者稀疏采样策略无法检测到它。我们得出的结论是,在这种情况下,多元回归为预测SOC进行制图研究提供了一种直接的替代方法,但是还需要在多个尺度上对土壤碳的空间结构进行更多的研究。

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