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Interval forecasting of electricity demand: A novel bivariate EMD-based support vector regression modeling framework

机译:电力需求的时间间隔预测:基于二元EMD的新型支持向量回归建模框架

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Highly accurate interval forecasting of electricity demand is fundamental to the success of reducing the risk when making power system planning and operational decisions by providing a range rather than point estimation. In this study, a novel modeling framework integrating bivariate empirical mode decomposition (BEMD) and support vector regression (SVR), extended from the well-established empirical mode decomposition (EMD) based time series modeling framework in the energy demand forecasting literature, is proposed for interval forecasting of electricity demand. The novelty of this study arises from the employment of BEMD, a new extension of classical empirical model decomposition (EMD) destined to handle bivariate time series treated as complex-valued time series, as decomposition method instead of classical EMD only capable of decomposing one-dimensional single-valued time series. This proposed modeling framework is endowed with BEMD to decompose simultaneously both the lower and upper bounds time series, constructed in forms of complex-valued time series, of electricity demand on a monthly per hour basis, resulting in capturing the potential interrelationship between lower and upper bounds. The proposed modeling framework is justified with monthly interval-valued electricity demand data per hour in Pennsylvania-New Jersey-Maryland Interconnection, indicating it as a promising method for interval-valued electricity demand forecasting.
机译:电力需求的高度准确的间隔预测对于成功地通过提供范围而不是点估计来进行电力系统规划和运营决策来降低风险至关重要。在这项研究中,从能源需求预测文献中基于经验模型分解(EMD)的时间序列建模框架中建立完善的基础上,提出了一种将双变量经验模型分解(BEMD)和支持向量回归(SVR)相结合的新型建模框架。用于电力需求的间隔预测。这项研究的新颖性源于BEMD的应用,BEMD是古典经验模型分解(EMD)的新扩展,旨在处理被视为复值时间序列的双变量时间序列,作为分解方法代替了仅能分解一个维单值时间序列。该拟议的建模框架具有BEMD功能,可同时分解上下限时间序列(以复值时间序列的形式构建),以每月每小时的速度计算电力需求,从而捕获上下限之间的潜在相互关系界限。宾夕法尼亚州-新泽西州-马里兰州互连网的每小时按月间隔价值电力需求数据证明了所提出的建模框架的合理性,这表明该方法是一种有前途的间隔价值电力需求预测方法。

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