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Analysis of high level ozone concentrations using nonparametric methods. | LitMetric

AI Article Synopsis

  • Governments play a critical role in controlling air pollutant emissions and setting air quality standards to safeguard public health and the environment.
  • Ozone is a significant secondary pollutant formed from reactions involving nitrogen dioxide, hydrocarbons, and sunlight, with high levels posing health risks and environmental damage.
  • This study introduces nonparametric methods to analyze extreme ozone values using real data from the UK, demonstrating that these methods generally provide better performance compared to traditional parametric approaches.

Article Abstract

Controlling emissions of air pollutants and establishing air quality objectives to improve and protect ambient air quality are very important tasks of Governments. Ozone (O(3)), one of those pollutants of concern, is not emitted directly into the atmosphere, but is a secondary pollutant produced by reaction between nitrogen dioxide (NO(2)), hydrocarbons and sunlight. High levels of ozone can produce harmful effects on human health and the environment in general. Therefore, the study of extreme values of ozone represents an important topic of research in environmental problems. Classical extreme value theory has been usually used in air-pollution studies. It consists of fitting a parametric generalized extreme value (GEV) distribution to a data set of extreme values and using the estimated distribution to compute quantities like the probability of exceedance, the quantiles, the return levels or the mean return periods. In this paper, we propose nonparametric methods to estimate those quantities. Additionally, nonparametric estimators of the trends of very high values of ozone are proposed. The nonparametric estimators are applied to real samples of maximum ozone values obtained from several monitoring stations belonging to the Automatic Urban and Rural Network (AURN) from the UK. Results show that nonparametric estimators work satisfactorily, generally outperforming the behaviour of classical parametric estimators.

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http://dx.doi.org/10.1016/j.scitotenv.2010.11.032DOI Listing

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