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Development of time series models for various pollutants in Bangalore city using the Akaike information criterion

机译:利用Akaike信息标准开发班加罗尔市各种污染物的时间序列模型

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Pollution levels in developing countries, such as India, have become a major source of health problems. They need to be monitored and controlled. Bangalore, one of the major cities in India, faces a huge amount of pollution. Due to the dire need to control these pollutants, a sound mathematical modeling approach needs to be created for forecasting, controlling and monitoring. One such approach is time series modeling. The current work addresses a time series model that has been developed for the major pollutants in Bangalore city. These pollutants include PM10, PM2.5, NOx and SO2. The models used vary from AR (autoregressive), ARMA (autoregressive moving average) and ARIMA (autoregressive integrated moving average) for modeling air pollution in Bangalore city. Additionally, the selection of the best models was based on the Akaike Information Criterion, p-value and Box?Pierce test. Various steps were followed to build the model, which included identification of missing and extreme values followed by creating an appropriate imputing method and then identification of time series models using autocorrelation and partial autocorrelation plots to obtain various time series models. The best time series models were chosen based on the Akaike Information criterion (AIC) and various other statistical tests.
机译:发展中国家(如印度)的污染水平已成为健康问题的主要来源。他们需要监控和控制。班加罗尔是印度的主要城市之一,面临着大量的污染。由于脚步需要控制这些污染物,需要创建一种声音的数学建模方法来预测,控制和监测。一种这样的方法是时间序列建模。目前的工作解决了为班加罗尔市主要污染物开发的时间序列模型。这些污染物包括PM10,PM2.5,NOx和SO2。使用的模型不同于AR(自回归),ARMA(自回归移动平均)和ARIMA(自归综合移动平均线),用于班加罗尔市的空气污染。此外,最佳模型的选择是基于Akaike信息标准,p值和盒子?Piere测试。遵循各种步骤来构建模型,其中包括缺失和极端值的识别,然后使用自相关和部分自相关图来创建适当的算法,然后识别时间序列模型,以获得各种时间序列模型。基于Akaike信息标准(AIC)和各种其他统计测试选择最佳时间序列模型。

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