2013
DOI: 10.1016/j.eneco.2013.04.004
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Robust estimation and forecasting of the long-term seasonal component of electricity spot prices

Abstract: When building stochastic models for electricity spot prices the problem of uttermost importance is the estimation and consequent forecasting of a component to deal with trends and seasonality in the data. While the short-term seasonal components (daily, weekly) are more regular and less important for valuation of typical power derivatives, the long-term seasonal components (LTSC; seasonal, annual) are much more difficult to tackle. Surprisingly, in many academic papers dealing with electricity spot price model… Show more

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Cited by 75 publications
(65 citation statements)
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“…Also predicting the wavelet LTSC beyond the next few weeks is a difficult task, since individual wavelet functions are quite localized in time or (more generally) in space. Preliminary research suggests, however, that despite this feature the wavelet LTSC can be extrapolated into the future yielding an on-average comparable prediction of the level of future spot prices to that of an extrapolation of a sinusoidal LTSC (Nowotarski et al, 2011). An alternative, potentially promising approach would be to use forward looking information, like smoothed forward curves.…”
Section: Forecasting Of the Seasonal Componentsmentioning
confidence: 99%
“…Also predicting the wavelet LTSC beyond the next few weeks is a difficult task, since individual wavelet functions are quite localized in time or (more generally) in space. Preliminary research suggests, however, that despite this feature the wavelet LTSC can be extrapolated into the future yielding an on-average comparable prediction of the level of future spot prices to that of an extrapolation of a sinusoidal LTSC (Nowotarski et al, 2011). An alternative, potentially promising approach would be to use forward looking information, like smoothed forward curves.…”
Section: Forecasting Of the Seasonal Componentsmentioning
confidence: 99%
“…Other use sinusoidal functions or sums of sinusoidal functions [18,36]. Wavelet decomposition and smoothing is another possibility that is less sensitive to outliners and less periodic [36,37]. Wavelets offer a very good in-sample fit to the data, but wavelets ability to forecast is poor [38].…”
Section: The Deterministic Componentmentioning
confidence: 99%
“…Alternatively, some smoothing technique like wavelets or moving average can be used (Weron 2009;Nowotarski et al 2013). The mean-reverting property is typically modeled with some mean-reverting processes, like e.g.…”
Section: The Modelmentioning
confidence: 99%