Please use this identifier to cite or link to this item: http://hdl.handle.net/10419/86691
Authors: 
Dordonnat, V.
Koopman, S.J.
Ooms, M.
Dessertaine, A.
Collet, J.
Year of Publication: 
2008
Series/Report no.: 
Tinbergen Institute Discussion Paper 08-008/4
Abstract: 
We present a model for hourly electricity load forecasting based on stochastically time-varying processes that are designed to account for changes in customer behaviour and in utility production efficiencies. The model is periodic: it consists of different equations and different parameters for each hour of the day. Dependence between the equations is introduced by covariances between disturbances that drive the time-varying processes. The equations are estimated simultaneously. Our model consists of components that represent trends, seasons at different levels (yearly, weekly, daily, special days and holidays), short-term dynamics and weather regression effects including nonlinear functions for heating effects. The implementation of our forecasting procedure relies on the multivariate linear Gaussian state space framework and is applied to national French hourly electricity load. The analysis focuses on two hours, 9 AM and 12 AM, but forecasting results are presented for all twenty-four hours. Given the time series length of nine years of hourly observations, many features of our model can be readily estimated including yearly patterns and their time-varying nature. The empirical analysis involves an out-of sample forecasting assessment up to seven days ahead. The one-day ahead forecasts from fourty-eight bivariate models are compared with twenty-four univariate models for all hours of the day. We find that the implied forecasting function strongly depends on the hour of the day.
Subjects: 
Kalman filter
Maximum likelihood estimation
Seemingly Unrelated Regression Equations
Unobserved Components
Time varying parameters
Heating effect
JEL: 
C22
C32
C52
C53
Document Type: 
Working Paper

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