Journal of the American Statistical Association · 1963 · 54 citations · 5 references
BusinessBusiness EconomicsEconomicsEconometricsForecastingTime Series AnalysisEconomic ForecastingSeasonal ForecastingSeasonality AnalysisTime Series EconometricsTime Series ForecastingTime Series ModelingDecomposition Of Seasonal ComponentsMoving Average AnalysisSeasonal Component EstimationSeasonal Trend AnalysisSeasonal VariationSeasonality ModelingTime Series Trend AnalysisTrend Component Estimation
Abstract The problem of estimating the seasonal component in an economic time series is discussed and it is pointed out that the effects of any moving average operator on the seasonal component may be easily reversed so that one may use any suitable operator to remove the trend. The computational procedure is to estimate the seasonal index for the trend free series and to convert this index into a seasonal index for the original series by taking 12 term moving averages of this series (continued periodically) with weights depending on the operator used to remove trend. Weights for some commonly used operators are tabulated. The problem of estimating a slowly evolving seasonal is considered.
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A. D. Roy, E. J. Hannan · The Economic Journal · 1961 · 213 citations
Extraction of Signals from Noise
L. A. Wainstein, V. D. Zubakov, Albert A. Mullin · American Journal of Physics · 1963 · 207 citations
THE ESTIMATION OF SEASONAL VARIATION
E. J. Hannan · Australian Journal of Statistics · 1960 · 31 citations