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Robust Regression Models for Predicting PM10 Concentration in an Industrial Area

机译:预测工业区PM10浓度的鲁棒回归模型

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Particulate Matter (PM) is an air pollutant consisting of a mixture of solid and liquid particles suspended in the air with diameter less than or equal to 10 micrometers (PM10). It can cause significant health effects, particularly among the elderly and infants, people with asthma and other respiratory diseases. The aim of this study is to determine the best robust regression models for future prediction of PM10 concentration in Pulau Pinang, Malaysia. Robust method is less sensitive than ordinary least squares (OLS) to large changes in small parts of the data. Robust regression works by assigning a weight to each data point. The weighting functions used in this study are Huber, Andrews, Bisquare, Cauchy, Fair, Logistic, Talwar, Welsch and OLS. Model comparison statistics using Prediction Accuracy (PA), Coefficient of Determination (R2), Index of Agreement (IA) , Normalised Absolute Error (NAE) and Root Mean Square Error (RMSE) show that Fair is the best weighting function for next day (RMSE =11.077, NAE= 0.122, PA=0.927, IA = 0.961, R2=0.858, ) and next 2-day (RMSE = 14.153, NAE= 0.122, PA=0.927, IA = 0.961, R2=0.773) prediction while Cauchy is the best for next 3-day (RMSE = 16.012, NAE= 0.122, PA=0.927, IA = 0.961, R2=0.718). Performance indicators showed that the developed robust regression models can be used for long term prediction of PM10.
机译:颗粒物(PM)是一种空气污染物,由直径小于或等于10微米(PM10)的悬浮在空气中的固体和液体颗粒的混合物组成。它可能对健康产生重大影响,特别是对老年人和婴儿,患有哮喘和其他呼吸道疾病的人。这项研究的目的是确定最佳的鲁棒回归模型,以用于将来预测马来西亚槟城的PM10浓度。鲁棒的方法对数据小部分的大变化不如普通最小二乘法(OLS)敏感。稳健的回归通过为每个数据点分配权重来实现。本研究中使用的加权函数是Huber,Andrews,Bisquare,Cauchy,Fair,Logistic,Talwar,Welsch和OLS。使用预测准确性(PA),确定系数(R2),一致性指数(IA),归一化绝对误差(NAE)和均方根误差(RMSE)进行的模型比较统计数据表明,公平是第二天的最佳加权函数( RMSE = 11.077,NAE = 0.122,PA = 0.927,IA = 0.961,R2 = 0.858,)和接下来的2天(RMSE = 14.153,NAE = 0.122,PA = 0.927,IA = 0.961,R2 = 0.773)的预测是接下来三天的最佳出价(RMSE = 16.012,NAE = 0.122,PA = 0.927,IA = 0.961,R2 = 0.718)。性能指标表明,开发的鲁棒回归模型可用于PM10的长期预测。

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