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Scale-adaptive estimation of mixed geographically weighted regression models

机译:混合地理加权回归模型的规模 - 自适应估计

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摘要

Mixed geographically weighted regression (GWR) models, a combination of linear and spatially varying coefficient models, have found their applications in a variety of disciplines including economic modelling for geo-referenced data analysis. Generally, different explanatory variables may operate at different spatial scales, leading to different levels of spatial heterogeneity of the varying coefficients. To deal with such a multiscale problem, we propose a scale-adaptive method to calibrate mixed GWR models, in which a different bandwidth is separately assumed for each spatially varying coefficient and is selected based on the backfitting procedure. Extensive simulations with different spatial layouts and a real-world example based on the Dublin voter turnout data demonstrate that the scale-adaptive method can not only significantly improve the estimation accuracy of the spatially varying coefficients, but also provide valuable information on the scale at which each explanatory variable operates.
机译:混合地理加权回归(GWR)模型,线性和空间变化系数模型的组合已经发现它们在各种学科中的应用,包括用于地理参考数据分析的经济建模。通常,不同的解释变量可以在不同的空间尺度下操作,从而导致不同系数的不同空间异质性水平。为了处理这种多尺度问题,我们提出了一种级别的自适应方法来校准混合GWR模型,其中针对每个空间变化系数分别假设不同的带宽,并基于应对过程选择。具有不同空间布局的广泛模拟和基于都柏林选民投票介质数据的实际示例表明,刻度自适应方法不仅可以显着提高空间变化系数的估计精度,而且还提供了关于尺度的有价值的信息每个解释性变量都运行。

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