数学理论与应用 ›› 2022, Vol. 42 ›› Issue (4): 93-.doi: 10.3969/j.issn.1006-8074.2022.04.008

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基于时序分解的自适应在线学习电力负荷预测算法研究

谢小鹏 1,胡为明 1,何基龙 2,王理 2,向五济 1,罗湘 1,郑洲顺 2,*
  

  1. 1. 湖南大唐先一科技有限公司, 长沙, 410000;
    2. 中南大学数学与统计学院, 长沙, 410083)
  • 出版日期:2022-12-28 发布日期:2022-12-16
  • 通讯作者: 郑洲顺 (1964-), 教授, 博士, 从事计算数学、数据挖掘、材料计算等研究; E−mail:zszheng@csu.edu.cn
  • 基金资助:
    湖南国家应用数学中心建设项目(No. 2020ZYT003)资助

An Adaptive Online Learning Load Forecasting Combination Algorithm Based On Time Series Decomposition

Xie Xiaopeng1 , Hu Weiming1 , He Jilong2 , Wang Li2,  Xiang Wujing1, Luo Xiang1, Zheng Zhoushun2,*   

  1. 1.Hunan Datang Xianyi Technology Co., Ltd, Changsha, 410000, China;
    2.School of Mathematics and Statistics, Central South University, Changsha, 410083, China
  • Online:2022-12-28 Published:2022-12-16

摘要:

传统的机器学习方法无法捕捉到电力负荷需求的不确定性以及动态变化规律. 本文将最新提出的隐马尔可夫模型在线学习算法应用于电力负荷预测研究, 充分提取历史数据中的不确定性特征和动态变化规律, 并结合分解算法, 更精确利用数据中的动态变化特征, 从而提高预测精度. 算法基于隐马尔可夫概率预测模型, 在获得新样本时对模型进行在线更新, 适应最新数据; 利用STL时序分解算法对负荷数据进行分解, 使具有不同不确定性和动态变化规律的分量分离开, 再分别使用在线学习算法对不同特征的分量进行预测, 构造电力负荷预测组合算法. 基于三个公开电力负荷数据集的测试结果表明, 相比于单一的在线学习模型, 本文提出的组合算法提高了预测精度, 预测相对误差最高减少了$27\%$.

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Abstract:

Since it is troublesome for conventional machine learning methods to extract the main features relevant to the uncertainties and variations of electrical load, in this paper, a recently proposed hidden Markov model based online learning algorithm is used to solve the load forecasting problems, extracting the uncertainties and variations from the load data. By combining with the decomposition algorithm, the variation features can be estimated more precisely and forecasting accuracy can be improved. Based on the hidden Markov model, the proposed algorithm is updated once new samples are received, thus adapting to real-time data; the STL algorithm is implemented to decompose the load data, leading to the separation of components with different trends. The online learning algorithm is then applied to each component of data, composing the hybrid load forecasting algorithm. Validated by three public datasets, it is shown that the proposed algorithm can improve the forecasting accuracy and reduce the relative error up to $27\%$ when compared with the existing technique.

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