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Estimating ground PM2.5 concentration using eigenvector spatial filtering regression

机译:使用特征向量空间滤波回归估算PM2.5浓度

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In recent years, air pollution is getting more severe in China, especially fine particulate matter (PM2.5). However, ground monitoring stations are sparse and distributed unevenly, causing difficulty in analyzing the spatial variation of PM2.5 concentration over a large area. More and more research is aimed at estimating PM2.5 using global regression model, ignoring the spatial heterogeneity in PM2.5 distribution. In this paper, we innovatively applied the eigenvector spatial filtering (ESF) method into the PM2.5 modeling, which separates the spatial effects by selecting vectors from the eigenvectors group of a spatial weight matrix and then adds them to the regression model as part of independent variables. The initial model variables includes concentrations of PM10, NO2, SO2, CO and O3, which are related to that of PM2.5. The proposed model was compared with the global multiple linear regression model and the geographically weighted regression model. Experiments results showed that the proposed ESF regression model offers better performance than the other two. Finally, the ESF model was used to map PM2.5 in the study area and help analyze spatial characteristic of the ground PM2.5 concentration.
机译:近年来,中国的空气污染更严重,特别是细颗粒物质(PM2.5)。然而,地面监测站稀疏和不均匀分布,导致难以分析在大面积上的PM2.5浓度的空间变化。越来越多的研究旨在使用全球回归模型估算PM2.5,忽略PM2.5分布中的空间异质性。在本文中,我们创新地将特征向量空间滤波(ESF)方法应用于PM2.5建模,这通过从空间重量矩阵的特征向量组选择向量分离空间效应,然后将它们作为一部分添加到回归模型中独立变量。初始模型变量包括PM 10 ,No 2 ,因此 2 ,co和O 3 与PM2.5相关。将所提出的模型与全局多线性回归模型和地理加权回归模型进行比较。实验结果表明,建议的ESF回归模型提供比其他两种更好的性能。最后,ESF模型用于在研究区域映射PM2.5,并帮助分析地面PM2.5浓度的空间特性。

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