A Smoothness Priors–State Space Modeling of Time Series with Trend and Seasonality
含趋势与季节性的时间序列平滑先验状态空间建模
A smoothness priors modeling of time series with trends and seasonalities is shown. An observed time series is decomposed into local polynomial trend, seasonal, globally stationary autoregressive and observation error components. Each component is characterized by an unknown variance–white noise perturbed difference equation constraint. The constraints or Bayesian smoothness priors are expressed in state space model form. Trading day factors are also incorporated in the…