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利用人工神经网络、自适应神经模糊推理系统和支持向量回归方法模拟月平均气温:以土耳其为例。

Modelling monthly mean air temperature using artificial neural network, adaptive neuro-fuzzy inference system and support vector regression methods: A case of study for Turkey.

机构信息

Management Information System, Faculty of Economics and Administrative Sciences, Osmaniye Korkut Ata University , Osmaniye, Turkey.

Osmaniye Vocational School, Osmaniye Korkut Ata University , Osmaniye, Turkey.

出版信息

Network. 2020 Feb-Nov;31(1-4):1-36. doi: 10.1080/0954898X.2020.1759833. Epub 2020 May 13.

Abstract

The accurate modelling and prediction of air temperature values is an exceptionally important meteorological variable that affects in many areas. The present study is aimed at developing models for the prediction of monthly mean air temperature values in Turkey using ANN, ANFIS and SVM methods. In developing the models, the monthly data derived from eight stations of the TSMS for the 1963-2015 period were used, including latitude, longitude, elevation, month, and minimum, maximum and mean air temperatures. The performances of the ANN, ANFIS and SVM models were compared using R, MSE, MAPE and RRMSE. In order to verify the differences between the predicted temperature values provided by the ANN, ANFIS and SVM models and the observed temperature values derived from the stations, a t-test analysis was conducted, and the best ANN, ANFIS and SVM models were determined according to the statistical performance values. These models were then used to make air temperature predictions for the cities. Manova was carried out to determine the effects of the differences temperature predictions and RRMSE values of the models. Generally, the statistical performance values of the ANFIS models were found to be slightly better than those of the ANN and SVM models.

摘要

准确地对气温值进行建模和预测是一项非常重要的气象变量,它会对许多领域产生影响。本研究旨在使用 ANN、ANFIS 和 SVM 方法开发预测土耳其月平均气温值的模型。在开发模型时,使用了来自 TSMS 的 8 个站在 1963-2015 年期间的月数据,包括纬度、经度、海拔、月份以及最低、最高和平均气温。使用 R、MSE、MAPE 和 RRMSE 比较了 ANN、ANFIS 和 SVM 模型的性能。为了验证 ANN、ANFIS 和 SVM 模型提供的预测温度值与从站获得的观测温度值之间的差异,进行了 t 检验分析,并根据统计性能值确定了最佳的 ANN、ANFIS 和 SVM 模型。然后,使用这些模型对城市的气温进行预测。进行 Manova 以确定模型的温度预测差异和 RRMSE 值的影响。一般来说,发现 ANFIS 模型的统计性能值略优于 ANN 和 SVM 模型。

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