FORECASTING OIL PALM PRODUCTION BASED ON A NONLINEAR AUTOREGRESSIVE EXOGENOUS (NARX) NEURAL NETWORK MODEL

The Planter Pub Date : 2019-12-25 DOI:10.56333/tp.2019.013
Y. H. Yousif, Y. Azmi, W. W. Wan Ishak, Z. H. Asha'ari
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Abstract

time series data analysis and prediction tool that is able to predict the yield of oil palm is needed to ensure an acceptable forecasting quality. An attempt was made in this study to develop a Nonlinear Autoregressive Exogenous (NARX) neural network model of oil palm production using MATLAB. This NARX model was used to predict the yield of oil palm in the states of Kelantan, Johor, Sabah and Sarawak in Malaysia. The performance of the NARX model was tested and validated using the Levenberg-Marquardt (LM) training algorithm and was compared with the Autoregressive Integrated Moving Average (ARIMA) model. The best performance of the NARX model was achieved at 70 per cent: 15 per cent: 15 per cent, with 10 neurons in the hidden layers and a delay value of four for Sarawak. For Kelantan and Johor, the NARX model produced the best result using the parameters of 70 per cent:10 per cent:20 per cent, with 13 neurons in the hidden layers and a delay value of four. The best result for Sabah was achieved using the parameters of 70 per cent: 15 per cent: 15 per cent, with 13 neurons in the hidden layers and a delay value of four. The results demonstrated that the proposed NARX model was more effective in modeling and forecasting time series data than the ARIMA model. The NARX model registered a minimum mean square error and mean absolute percentage error with a maximum average accuracy percentage and correlation coefficient. Keywords: Oil palm cultivation, yield predictions, nonlinear autoregressive exogenous neural network, autoregressive integrated moving average.
基于非线性自回归外生神经网络模型的油棕产量预测
需要能够预测油棕产量的时间序列数据分析和预测工具,以保证可接受的预测质量。本研究尝试利用MATLAB建立油棕生产的非线性自回归外源神经网络模型。该NARX模型用于预测马来西亚吉兰丹、柔佛、沙巴和沙捞越州的油棕产量。使用Levenberg-Marquardt (LM)训练算法对NARX模型的性能进行了测试和验证,并与自回归综合移动平均(ARIMA)模型进行了比较。NARX模型的最佳性能为70%:15%:15%,隐藏层中有10个神经元,沙捞越的延迟值为4。对于吉兰丹和柔佛,NARX模型使用70%:10%:20%的参数产生了最好的结果,隐藏层中有13个神经元,延迟值为4。Sabah的最佳结果是使用70%:15%:15%的参数,在隐藏层中有13个神经元,延迟值为4。结果表明,所提出的NARX模型比ARIMA模型更能有效地对时间序列数据进行建模和预测。NARX模型的均方误差和平均绝对百分比误差最小,平均准确度百分比和相关系数最大。关键词:油棕种植,产量预测,非线性自回归外源神经网络,自回归积分移动平均。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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