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A new weighted CEEMDAN-based prediction model: An experimental investigation of decomposition and non-decomposition approaches

机译:基于CEEMDAN的新的加权预测模型:分解和非分解方法的实验研究

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摘要

In recent years, empirical mode decomposition based models for signal analysis and prediction have been introduced into a various fields such as electricity loading, crude oil pricing, wind speed assessment, energy consumption, foreign exchange rates, and tourist arrivals, and have shown good performances for both nonlinear and non-stationary time series predictions. This study incorporates a nonlinear autoregressive neural network with exogenous inputs (NARX) into a decomposition based forecasting framework to propose a weighted recombination model for one-step ahead forward predictions. This proposed model is based on the assumption that as the complete ensemble empirical mode decomposition with adaptive noise (CEEMDAN) model derives different components from the given data series, it makes different contributions to the final prediction results. A weight function is therefore introduced to determine suitable weights for each individual prediction result derived from the decomposed components and the corresponding NARX model. Finally, a new weighted decomposition based forecasting model is developed that is combined with the NARX model and the weight function. To justify and compare the effectiveness of the new proposed model, two non-linear, non-stationary data series are applied as the data resource for numerical experiments and 12 commonly used non-decomposition or decomposition based prediction models are selected as benchmarks, from which it is demonstrated that compared with the 12 models, the proposed new model noticeably improves forecasting accuracy.
机译:近年来,基于经验模式分解的信号分析和预测模型已被引入电负载,原油价格,风速评估,能源消耗,外汇汇率和游客人数等各个领域,并表现出良好的性能。用于非线性和非平稳时间序列预测。这项研究将具有外部输入的非线性自回归神经网络(NARX)整合到基于分解的预测框架中,从而提出了一种加权重组模型,用于单步向前预测。该模型基于以下假设:随着具有自适应噪声的完整集成经验模式分解(CEEMDAN)模型从给定的数据序列中导出不同的分量,因此对最终的预测结果做出不同的贡献。因此,引入了权重函数来确定从分解后的分量和相应的NARX模型得出的每个预测结果的合适权重。最后,开发了一种新的基于加权分解的预测模型,该模型与NARX模型和权重函数相结合。为了证明和比较新模型的有效性,应用了两个非线性,非平稳数据序列作为数值实验的数据资源,并选择了12种常用的基于非分解或分解的预测模型作为基准,从中结果表明,与12种模型相比,新模型显着提高了预测精度。

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