Improved decomposition strategy based recurrent ensemble deep random vector functional link network for forecasting short-term electricity price

Ranjeeta Bisoi , P.K. Dash , Someswari Perla
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Abstract

In the present scenario, accurate short-term electricity price forecasting in a deregulated electrical market is highly essential. Therefore, this paper presents a novel approach using a recurrent ensemble deep random vector functional link neural network (REDRVFLN) with recurrent neurons hybridized with an improved decomposition strategy known as successive variational mode decomposition (SVMD) for short-term electricity price forecasting. This approach results in better generalization capacity, very simple structure and significant prediction accuracy. SVMD is used to transform the non-linear and non-stationary electricity price time series successively into a set of regular sub-series known as intrinsic mode functions (IMFs). Therefore this new approach does not need to know the number of modes apriori like the widely used variational mode decomposition (VMD), resulting with less computational complexity and more robustness in comparison to VMD. Further to handle temporal dependencies in the input sequence of the electricity price time series data a locally recurrent ensemble random vector functional link network (REDRVFLN) with stacked layers is used for processing the IMFs (features) as input sequence. REDRVFLN utilizes features from both the direct link and nonlinearly transformed features from preceding enhancement layers with locally recurrent neurons with feedback paths and fixed random weights. Further each layer produces an output by simple matrix inversion based on generalized least squares and all the outputs from different layers are combined by taking the median to obtain the final forecast thus producing a framework of both ensemble and recurrent deep learning simultaneously. The suitability of the REDRVFLN model is validated on two electricity markets (PJM, NSW) data that exhibit the lowest errors as compared to many single and decomposition based models. To assess the forecasting accuracy and predictive ability of the proposed approach, comparative forecasting performance of several benchmark and randomized models have been presented in this paper.
基于改进分解策略的循环集成深度随机向量函数链网络短期电价预测
在目前的情况下,在解除管制的电力市场中,准确的短期电价预测是非常必要的。因此,本文提出了一种新的方法,将递归集成深度随机向量函数链接神经网络(REDRVFLN)与递归神经元杂交,并采用一种改进的分解策略,即连续变分模态分解(SVMD)进行短期电价预测。该方法泛化能力强,结构简单,预测精度高。利用SVMD将非线性非平稳电价时间序列依次变换为一组正则子序列,称为本征模态函数(IMFs)。因此,该方法不需要像广泛使用的变分模态分解(VMD)那样先验地知道模态个数,与VMD相比,计算复杂度更低,鲁棒性更强。为了进一步处理电价时间序列数据输入序列中的时间依赖性,采用一种具有堆叠层的局部循环集成随机向量函数链接网络(REDRVFLN)来处理作为输入序列的imf(特征)。REDRVFLN利用了直接链接和非线性转换的特征,这些特征来自于具有反馈路径和固定随机权重的局部循环神经元的增强层。此外,每层通过基于广义最小二乘的简单矩阵反演产生输出,并且通过取中位数来组合来自不同层的所有输出以获得最终预测,从而同时产生集成和循环深度学习的框架。REDRVFLN模型的适用性在两个电力市场(PJM, NSW)数据上得到了验证,与许多基于单一和分解的模型相比,这两个市场的数据显示出最低的误差。为了评估该方法的预测精度和预测能力,本文比较了几种基准模型和随机模型的预测性能。
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