Yu,S., Wei,Y.-M. and Wang,K.(2012): A PSO-GA optimal model to estimate primary energy demand of China. Energy Policy, 42, 329-340.

『中国の一次エネルギー需要を見積るためのPSO-GA最適モデル』


Abstract
 To improve estimation efficiency for future projections, the present study has proposed a hybrid algorithm, Particle Swarm Optimization and Genetic Algorithm optimal Energy Demand Estimating (PSO-FGA EDE) model, for China. The coefficients of the three forms of the model (linear, exponential, and quadratic) are optimized by PSO-GA using factors, such as GDP, population, economic structure, urbanization rate, and energy consumption structure, that affect demand. Based on 20-year historical data between 1990 and 2009, the simulation results of the proposed model have greater accuracy and reliability than other single optimization methods. Moreover, it can be used with optimal coefficients for the energy demand projections of China. The departure coefficient method is applied to get the weights of the three forms of the model to obtain a combinational prediction. The energy demand of China is going to be 4.79, 4.04, and 4.48 billion tce in 2015, and 6.91, 5.03, and 6.11 billion tce (“standard” tons coal equivalent) in 2020 under three different scenarios. Further, the projection results are compared with other estimating methods.

Keywords; PSO-GA optimization algorithm; Energy demand estimating; Scenario analysis』

1. Introduction
2. Literature review
 2.1. Econometric models
 2.2. Artificial intelligence models
 2.3. Hybrid forecasting models
 2.4. Grey forecasting model
 2.5. LEAP models
3. Methodology
 3.1. Three-form estimation model
 3.2. PSO-GA Hybrid optimization algorithm
4. Factors affecting demand and data management
 4.1. Factors affecting demand of China
 4.2. Data management
5. PSO-GA EDE model application
 5.1. Coefficient optimization for the current data
 5.2. Estimating results
6. Scenario setting and future estimation
 6.1. Scenario A (business-as-usual scenario)
 6.2. Scenario B (planning and policy scenario)
 6.3. Scenario C (middle scenario)
 6.4. Future estimating results
7. Conclusions
Acknowledgements
References


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