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A Hybrid Model Based on Grey Wolf Optimizer and Lagrangian Support Vector Regression for European Natural Gas Consumption Forecasting

  •   Kai Tang
  •   Jiahui Li
  •   MengTing Yang
  •   Xinyi Yang
  •   Junxiong Feng
  •   Suhang Liu

Journal of Energy Research and Reviews, Volume 13, Issue 2, Page 11-19
DOI: 10.9734/jenrr/2023/v13i2258
Published: 23 February 2023

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Abstract


Natural gas plays an important role in industry as a clean energy, with the intensification of the Russia-Ukraine war, there is a large-scale energy shortage in Europe, and the natural gas supply in Europe has a natural gas crisis due to the cut-off of the Nord Stream No.1 pipeline. Therefore, it is necessary to accurately predict the consumption of natural gas. In order to fulfill this requirement, this paper uses the Lagrangian Support Vector Regression model with Sorensen kernel based on the Nonlinear Auto-Regressive model and Grey Wolf Optimizer for 5-step forecasting of monthly natural gas consumption in all European countries. Under three time lags, comparing the 5-step predict results of GWO-LSVR with SVR, RF, LightGBM, XGBoost, and MLP, those five models’ hyperparameters also optimized by GWO, it found that GWO-LSVR has smallest MAPE in almost all cases, and the numerical results of MAPE generated by GWO-LSVR is from 5.844% to 11.622%, the smaller the forecasting step size, the better the effect. Moreover, compares the difference of GWO and WOA, it is found that GWO can obtained better model hyperparameters and smaller MAPE results. To sum up, the proposed GWO-LSVR model has strong generalization performance and robustness, and is a reliable natural gas consumption prediction model.

Keywords:
  • Lagrangian support vector regression
  • grey wolf optimizer
  • nonlinear auto-regressive
  • kernel learning
  • natural gas consumption in Europe
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How to Cite

Tang , K., Li , J., Yang , M., Yang , X., Feng , J., & Liu , S. (2023). A Hybrid Model Based on Grey Wolf Optimizer and Lagrangian Support Vector Regression for European Natural Gas Consumption Forecasting. Journal of Energy Research and Reviews, 13(2), 11–19. https://doi.org/10.9734/jenrr/2023/v13i2258
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