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Evolutionary Multi-objective Ensemble Learning for Multivariate Electricity Consumption Prediction

机译:多元用电量的进化多目标集成学习

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Energy consumption prediction typically corresponds to a multivariate time series prediction task where different channels in the multivariate time series represent energy consumption data and various auxiliary data related to energy consumption such as environmental factors. It is non-trivial to resolve this task, which requires finding the most appropriate prediction model and the most useful features (extracted from the raw data) to be used by the model. This work proposes an evolutionary multi-objective ensemble learning (EMOEL) technique which uses extreme learning machines (ELMs) as base predictors due to its highly recognized efficacy. EMOEL employs evolutionary multi-objective optimization to search for the optimal parameters of the model as well as the optimal features fed into the model subjected to two conflicting criteria, i.e., accuracy and diversity. It leads to a Pareto front composed of non-dominated optimal solutions where each solution depicts the number of hidden neurons in the ELM, the selected channels in the multivariate time series, the selected feature extraction methods and the selected time windows applied to the selected channels. The optimal solutions in the Pareto front stand for different end-to-end prediction models which may lead to different prediction results. To boost ultimate prediction accuracy, the models with respect to these optimal solutions are linearly combined with combination coefficients being optimized via an evolutionary algorithm. We evaluate the proposed method in comparison to some existing prediction techniques on an Australian University based dataset, which demonstrates the superiority of the proposed method.
机译:能量消耗预测通常对应于多元时间序列预测任务,其中多元时间序列中的不同通道代表能量消耗数据和与能量消耗有关的各种辅助数据,例如环境因素。解决此任务并非易事,这需要找到该模型要使用的最合适的预测模型和最有用的功能(从原始数据中提取)。这项工作提出了一种进化的多目标集成学习(EMOEL)技术,由于其公认的功效,它使用极限学习机(ELM)作为基础预测器。 EMOEL使用进化多目标优化来搜索模型的最佳参数以及在两个冲突标准(即准确性和多样性)下馈入模型的最佳特征。它导致一个由非支配的最优解组成的Pareto前沿,其中每个解描述了ELM中隐藏神经元的数量,多元时间序列中的选定通道,选定的特征提取方法以及应用于选定通道的选定时间窗。 Pareto前端的最佳解决方案适用于不同的端到端预测模型,这可能会导致不同的预测结果。为了提高最终预测的准确性,针对这些最佳解决方案的模型与通过进化算法进行优化的组合系数进行了线性组合。与基于澳大利亚大学的数据集上的一些现有预测技术相比,我们对提出的方法进行了评估,这证明了提出的方法的优越性。

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