Publication | Closed Access
THE ESTIMATION AND PREDICTION OF SUBSET BILINEAR TIME SERIES MODELS WITH APPLICATIONS
71
Citations
11
References
1981
Year
Forecasting MethodologyParameter EstimationEngineeringData ScienceRobust ModelingHigher Order MomentsFinancial Time Series AnalysisEstimation TechniqueBusinessEconometricsForecastingEstimation TheoryVector AutoregressionStatisticsTime Series EconometricsNonlinear Time Series
Abstract. In this paper we define subset bilinear time series models, and then describe an algorithm for the estimation of these models. It is also pointed out that for this class of non‐linear time series models, it is possible to obtain optimal several step predictors. The estimation technique of these models is illustrated with respect to three time series, and the optimal several steps ahead forecasts of these time series models are calculated. A comparison of these forecasts is made with the forecasts obtained by the best linear autoregressive and threshold autoregressive models. The residuals obtained from the models are tested for independence and Gaussianity using higher order moments.
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