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Preprocessing and Optimization of Smooth Data-driven Model for Emergency Conditions Against Air Pollution

机译:平滑数据驱动模型在空气污染紧急情况下的预处理和优化

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Magnitudesof theairpollutiondepend onvariousvariables.Preprocessing and optimisation processes are necessary todiscover the complexity of the relationship of the data formore accurate and eff icient predictions. These techniqueshelp to clean the datasets and to f ind the best structure ofthe smooth data model. The Gamma test (GT) and GeneticAlgorithm (GA) are practical tools which can be applied forpreprocessing and optimising data models. Regardingbuilding a smooth data model, the developed artif icialneural networks are functional optimisation strategieswhich are suitable for ANN training. Moreover, local linearregression (LLR) and dynamic local linear regression(DLLR) models are effective due to the high density of ournormalised dataset. In thisregard, wedeveloped aprocess toconstruct a smooth data model to support environmentaldecision making in airpollution emergencyconditions. Themain objective of this work was to set an appropriatealgorithm by preprocessing and optimising a set of the datamodel for developing smooth data-driven models whichcould play a signif icant role in early warning systems inregard to the human health. The data sets included themeteorological and air pollutant variables asinputs/predictors and emergency medical service clients asoutputs. The GT and GA were applied to analyse andoptimise the input variables. Three types of ANNS (ANN1,ANN2, and ANN3), (LLR), and (DLLR) techniques wereused to establish the models. Finally, a smooth data modelwasconstructed and evaluated.
机译:空气污染的大小取决于各种变量。必须进行预处理和优化过程才能发现数据关系的复杂性,以实现更准确,更有效的预测。这些技术有助于清理数据集并找到平滑数据模型的最佳结构。 Gamma测试(GT)和GeneticAlgorithm(GA)是实用工具,可用于预处理和优化数据模型。关于建立平滑的数据模型,已开发的人工神经网络是适用于ANN训练的功能优化策略。此外,由于归一化数据集的高密度,局部线性回归(LLR)和动态局部线性回归(DLLR)模型是有效的。为此,我们开发了一种构建平滑数据模型的过程,以支持在空气污染紧急情况下进行环境决策。这项工作的主要目的是通过预处理和优化一组数据模型来设置适当的算法,以开发平滑的数据驱动模型,这些模型可以在预警系统中对人类健康发挥重要作用。数据集包括气象和空气污染物变量作为输入/预测变量,紧急医疗服务客户作为输出。 GT和GA被用于分析和优化输入变量。使用三种类型的ANNS(ANN1,ANN2和ANN3),(LLR)和(DLLR)技术来建立模型。最后,构建并评估了一个平滑的数据模型。

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