Article ID Journal Published Year Pages File Type
243760 Applied Energy 2012 8 Pages PDF
Abstract

In this paper, a new multi-level genetic programming (MLGP) approach is introduced for forecasting transport energy demand (TED) in Iran. It is shown that the result obtained here has smaller error compared with the result obtained using neural network or fuzzy linear regression approach. The forecast uses historical energy data from 1968 to 2002 and it is based on three parameters; gross domestic product (GDP), population (POP), and the number of vehicles (VEH). The approach taken in this paper is based on genetic programming (GP) and the multi-level part of the name comes from the fact that we use GP in two different levels. At the first level, GP is used to obtain the time series model of the three parameters, GDP, POP, and VEH, and forecast those parameters for the time interval that their actual data are not available, and at the second level GP is used one more time to forecast TED based on available data for TED along with the data that are either available or predicted for the three parameters discussed earlier. Actual data from 1968 to 2002 are used for training and the data for years 2003–2005 are used to test the GP model. We have limited ourselves to these data ranges so that we could compare our results with the existing ones in the literature. The estimation GP for the model is formulated as a nonlinear optimization problem and it is solved numerically.

► A multi-level genetic programming approach is used for forecasting transport energy demand (TED) and applied our approach in Iran for the first time. ► Forecasting of TED in Iran has been done based on GDP, POP, and VEH data available from 1968 to 2005. ► The validities of the models were verified by comparing the forecasted parameters for the years 2003 through 2005. ► The result obtained GP has smaller error compared with the result obtained using neural network or fuzzy linear regression approach. ► This method takes less computation time compared to NN or FLR methods.

Related Topics
Physical Sciences and Engineering Energy Energy Engineering and Power Technology
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