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A new hybrid optimization ensemble learning approach for carbon price forecasting

Authors :
Feng Jin
Hongtao Li
Yongwu Li
Shaolong Sun
Source :
Applied Mathematical Modelling. 97:182-205
Publication Year :
2021
Publisher :
Elsevier BV, 2021.

Abstract

Accurate carbon price forecast plays a vital role in energy conservation, emission reduction and environmental protection. In previous studies, more attention was focused on the prediction accuracy and stability, while the problem of disharmony between the prediction model and the data pattern is usually ignored. Considering the matching utility with deeper understanding of data and model, this paper proposes a novel approach to forecast carbon price, which combines the data preprocessing mechanism, decomposition technology, forecast module with selection and matching strategy and ensemble model based on an original hybrid optimization algorithm. According to a comprehensive evaluation index in consideration of several evaluation perspectives, the optimal parameter structures of the three forecast models are selected in this framework. Then, the data components decomposed by variational mode decomposition are reconstructed into three novel range entropy series with different levels of complexity by range entropy. As a result, the matching relation between the three forecasting models and the three range entropy series is correspondingly established. Additionally, a feedback neural network optimized by hybrid optimization algorithm, which persists more superiorities of reasonable weight assignment than the usual ensemble method, is initially used to synthesize three forecasting results of range entropy series. The carbon price data from four different trading markets in China is used to test the novel approach and the experimental results indicate that it does enhance the performance of carbon price forecasting, and provide a convincing tool for the operation and investment of the carbon markets.

Details

ISSN :
0307904X
Volume :
97
Database :
OpenAIRE
Journal :
Applied Mathematical Modelling
Accession number :
edsair.doi...........f0177b34b768632147466481c397d04f