Non- or semiparametric estimation and lag selection methods are proposed for three seasonal nonlinear autoregressive models of varying seasonal flexibility. All procedures are based on either local constant or local linear estimation. For the semiparametric models, after preliminary estimation of the seasonal parameters, the function estimation and lag selection are the same as nonparametric estimation and lag selection for standard models. A Monte Carlo study demonstrates good performance of all three methods. The semiparametric methods are applied to German real gross national product and UK public investment data. For these series our procedures provide evidence of nonlinear dynamics
In this paper we put forward a new time series model, which describes nonlinearity and seasonality s...
A comprehensive seasonally integrated periodic autoregressive model is suggested which is shown to b...
Rsriodic autoregressive time series models [PAR] are models which allow the AR parameters to vary wi...
Non- or semiparametric estimation and lag selection methods are proposed for three seasonal nonlinea...
One of the most powerful and widely used methodologies for forecasting economic time series is the c...
This work analyzes the estimation of a time varying coefficients regression model in presence of sea...
The Spanish industrial production index, like similar indexes for other countries, contains a mixtur...
Dynamic Linear Models are a state space model framework based on the Kalman filter. We use this fram...
Summary. We propose a lag selection method for nonlinear additive autoregressive models based on spl...
A new method of estimating a component model for the analysis of financial durations is proposed. Th...
This paper studies two types of seasonal time series models with periodic variances. Covariance stru...
A nonparametric version of the Final Prediction Error FPE is proposed for lag selection in nonlinea...
Inference on ordinary unit roots, seasonal unit roots, seasonality and business cycles are fundament...
The main objective of this paper is two folds. First is to assess some well-known linear and nonline...
Some of the research papers presented at an national conference held in 2005 in Beijing that was the...
In this paper we put forward a new time series model, which describes nonlinearity and seasonality s...
A comprehensive seasonally integrated periodic autoregressive model is suggested which is shown to b...
Rsriodic autoregressive time series models [PAR] are models which allow the AR parameters to vary wi...
Non- or semiparametric estimation and lag selection methods are proposed for three seasonal nonlinea...
One of the most powerful and widely used methodologies for forecasting economic time series is the c...
This work analyzes the estimation of a time varying coefficients regression model in presence of sea...
The Spanish industrial production index, like similar indexes for other countries, contains a mixtur...
Dynamic Linear Models are a state space model framework based on the Kalman filter. We use this fram...
Summary. We propose a lag selection method for nonlinear additive autoregressive models based on spl...
A new method of estimating a component model for the analysis of financial durations is proposed. Th...
This paper studies two types of seasonal time series models with periodic variances. Covariance stru...
A nonparametric version of the Final Prediction Error FPE is proposed for lag selection in nonlinea...
Inference on ordinary unit roots, seasonal unit roots, seasonality and business cycles are fundament...
The main objective of this paper is two folds. First is to assess some well-known linear and nonline...
Some of the research papers presented at an national conference held in 2005 in Beijing that was the...
In this paper we put forward a new time series model, which describes nonlinearity and seasonality s...
A comprehensive seasonally integrated periodic autoregressive model is suggested which is shown to b...
Rsriodic autoregressive time series models [PAR] are models which allow the AR parameters to vary wi...