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EEMD-FCR-TDNN: A Hybrid Model for Forecasting Agricultural Commodity Prices
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This paper aims to develop a hybrid model using ensemble empirical mode decomposition (EEMD) as a decomposition technique and time-delay neural network (TDNN) as a forecasting technique to predict non-stationary and nonlinear agricultural price series. The EEMD first decomposes the agricultural price series into several intrinsic mode functions (IMFs) and a single residual. Further, the resulting IMFs and residual series are grouped into high frequency, low frequency, and a trend component with similar frequency characteristics to capture numerous coexisting hidden factors using the fine-to-coarse reconstruction (FCR) algorithm. After that, a TDNN with a single hidden layer is built to separately forecast each of the three nonlinear components. Finally, the prediction results of all three components are summed up to obtain a final output as the forecast of the original price series. The performance of the proposed hybrid EEMD-FCR-TDNN model is empirically evaluated by comparing it with several benchmark models, including the TDNN model and decomposition-ensemble hybrid models without reconstruction using monthly international maize and soybean oil price series. The results validate that the EEMD-FCR-TDNN model can significantly outperform the other models in terms of both level and directional prediction accuracy with lower computational cost.
Indian Council of Agricultural Research, Directorate of Knowledge Management in Agriculture
Title: EEMD-FCR-TDNN: A Hybrid Model for Forecasting Agricultural Commodity Prices
Description:
This paper aims to develop a hybrid model using ensemble empirical mode decomposition (EEMD) as a decomposition technique and time-delay neural network (TDNN) as a forecasting technique to predict non-stationary and nonlinear agricultural price series.
The EEMD first decomposes the agricultural price series into several intrinsic mode functions (IMFs) and a single residual.
Further, the resulting IMFs and residual series are grouped into high frequency, low frequency, and a trend component with similar frequency characteristics to capture numerous coexisting hidden factors using the fine-to-coarse reconstruction (FCR) algorithm.
After that, a TDNN with a single hidden layer is built to separately forecast each of the three nonlinear components.
Finally, the prediction results of all three components are summed up to obtain a final output as the forecast of the original price series.
The performance of the proposed hybrid EEMD-FCR-TDNN model is empirically evaluated by comparing it with several benchmark models, including the TDNN model and decomposition-ensemble hybrid models without reconstruction using monthly international maize and soybean oil price series.
The results validate that the EEMD-FCR-TDNN model can significantly outperform the other models in terms of both level and directional prediction accuracy with lower computational cost.
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