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A Unified View of Signal Extraction, Benchmarking, Interpolation and Extrapolation of Time Series
Authors:Estela Bee Dagum  Pierre A Cholette  Zhao-Guo Chen
Institution:University of Bologna, Faculty of Statistical Sciences, Via delle Belle Arti 41, (40126) Bologna, Italy.;Time Series Research and Analysis Centre, Statistics Canada, Ottawa, Canada KIA 0T6
Abstract:Time series data are often subject to statistical adjustments needed to increase accuracy, replace missing values and/or facilitate data analysis. The most common adjustments made to original observations are signal extraction (e.g. smoothing), benchmarking, interpolation and extrapolation. In this article, we present a general dynamic stochastic regression model, from which most of these adjustments can be performed, and prove that the resulting generalized least square estimator is minimum variance linear unbiased. We extend current methods to include those cases where the signal follows a mixed model (deterministic and stochastic components) and the errors are autocorrelated and heteroscedastic.
Keywords:Dynamic stochastic regression  Generalized least squares  Minimum variance linear unbiased estimators  Signal extraction  Benchmarking  Interpolation  Extrapolation  ARIMA modeling  Heteroscedastic error
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