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Modelling the effects of meteorological variables on ozone concentration - a quantile regression approach

机译:建模气象变量对臭氧浓度的影响-分位数回归方法

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This paper proposes the use of the conditional quantile regression approach for the interpretation of the nonlinear relationships between daily maximum 1-h ozone concentrations and both meteorological and persistence information. When applied to eight years (1992-1999) of data from four monitoring sites in Athens, quantile regression results show that the contributions of the explanatory variables to the conditional distribution of the ozone concentrations vary significantly at different ozone regimes. This evidence of heterogeneity in the ozone values is hidden in an ordinary least-square regression that is confined to providing a single central tendency measure. Furthermore, the utilization of an 'amalgated' quantile regression model leads to a significantly improved goodness of fit at all sites. Finally, computation of conditional ozone densities through a simple quantile regression model allows the estimation of complete density distributions that can be used for forecasting next day's ozone concentrations under an uncertainty framework. (C) 2004 Elsevier Ltd. All rights reserved.
机译:本文提出使用条件分位数回归方法来解释每日最大1-h臭氧浓度与气象和持久性信息之间的非线性关系。分位数回归结果应用于雅典四个监测点的八年(1992-1999年)数据时,分位数回归结果表明,在不同的臭氧方案下,解释变量对臭氧浓度的条件分布的贡献显着不同。臭氧值异质性的证据隐藏在普通的最小二乘回归中,该回归仅限于提供单一的集中趋势量度。此外,利用“混合”分位数回归模型可显着提高所有站点的拟合优度。最后,通过简单的分位数回归模型计算条件臭氧密度可以估算出完整的密度分布,该分布可用于在不确定性框架下预测第二天的臭氧浓度。 (C)2004 Elsevier Ltd.保留所有权利。

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