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Hybrid modeling in the predictive analytics of energy systems and prices

机译:在能源系统和价格预测分析中的混合模拟

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摘要

The aim of this paper is to illustrate the nature of the residuals of a forecasting process and to propose a hybrid approach with linear and nonlinear components predicted by corresponding methodologies. It is a common practice that residuals are assumed to be unpredictable or are reiterated into a model as lagged variables to capture any information remaining in the residual data. The central argument of this paper is that residuals from energy price forecasting can still carry predictive information in its complex and nonlinear form. Although the linear modeling is initially very accurate, reiterating residuals in linear structures is a mismatch of data type and methodology. In this regard, the proposed algorithm hybridizes or combines linear components captured by the Autoregressive Distributed Lag Model (ARDL) and nonlinear components processed by the Empirical Mode Decomposition (EMD) and an Artificial Neural Network (ANN) to improve post-sample accuracy. The conventional reiterative process can improve in-sample accuracy, which literally has no value for business forecasting practices. Through a fair benchmark comparison, including methodologies of other combinations, the proposed algorithm is cross-validated by predictive accuracy gain in the out-of-sample (holdout) dataset.
机译:本文的目的是说明预测过程的残差的性质,并提出一种具有通过相应方法预测的线性和非线性组分的混合方法。这是一个常见的做法,假设残差是不可预测的,或者被重新被重新被重复到模型中作为滞后变量,以捕获残余数据中剩余的任何信息。本文的核心论点是从能源预测中的残留物仍然可以以其复杂和非线性形式携带预测信息。虽然线性建模最初是非常准确的,但是线性结构中的重新损伤是数据类型和方法的不匹配。在这方面,所提出的算法杂交或组合由经验模式分解(EMD)和人工神经网络(ANN)处理的自回归分布式滞后模型(ARDL)和非线性分量捕获的线性分量,以提高样本后精度。传统的重复过程可以改善样本精度,这对业务预测实践没有任何价值。通过公平的基准比较,包括其他组合的方法,通过预测精度增益在样本外(HoldOut)数据集中的预测精度增益来交叉验证。

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