An approach to constructing strictly stationary AR(1)-type models with arbitrary stationary distributions and a flexible dependence structure is introduced. Bayesian nonparametric predictive density functions, based on single observations, are used to construct the one-step ahead predictive density. This is a natural and highly flexible way to model a one-step predictive/transition density
Stationary processes have been extensively studied in the literature. Their applications include mod...
International audienceMotivated by the problem of forecasting demand and offer curves, we introduce ...
Alternatives to the Dirichlet prior for multinomial probabilities are explored. The Dirichlet prior ...
We present a family of autoregressive models with nonparametric stationary and transition densities,...
First order stationary autoregressive (AR(1)) models are introduced for which there exists a linear ...
Stationary time series models built from parametric distributions are, in general, limited in scope ...
Stationary processes are a natural choice as statistical models for time series data, owing to their...
Here we present a novel method for modeling stationary time series. Our approach is to construct the...
Nonetheless the central role of the Box-Jenkins Gaussian autoregressive moving average models for co...
A Bayesian approach to the analysis of AR time series models, which permits the usual stationarity a...
summary:An iterative procedure for computation of stationary density of autoregressive processes is ...
Noting that the probability density function of a continuous random variable has similar properties ...
We introduce a model for a time series of continuous outcomes, that can be expressed as fully nonpar...
We introduce state-space models where the functionals of the observational and the evolu-tionary equ...
In this paper, we develop procedures for making finite-sample inference in stationary and nonstation...
Stationary processes have been extensively studied in the literature. Their applications include mod...
International audienceMotivated by the problem of forecasting demand and offer curves, we introduce ...
Alternatives to the Dirichlet prior for multinomial probabilities are explored. The Dirichlet prior ...
We present a family of autoregressive models with nonparametric stationary and transition densities,...
First order stationary autoregressive (AR(1)) models are introduced for which there exists a linear ...
Stationary time series models built from parametric distributions are, in general, limited in scope ...
Stationary processes are a natural choice as statistical models for time series data, owing to their...
Here we present a novel method for modeling stationary time series. Our approach is to construct the...
Nonetheless the central role of the Box-Jenkins Gaussian autoregressive moving average models for co...
A Bayesian approach to the analysis of AR time series models, which permits the usual stationarity a...
summary:An iterative procedure for computation of stationary density of autoregressive processes is ...
Noting that the probability density function of a continuous random variable has similar properties ...
We introduce a model for a time series of continuous outcomes, that can be expressed as fully nonpar...
We introduce state-space models where the functionals of the observational and the evolu-tionary equ...
In this paper, we develop procedures for making finite-sample inference in stationary and nonstation...
Stationary processes have been extensively studied in the literature. Their applications include mod...
International audienceMotivated by the problem of forecasting demand and offer curves, we introduce ...
Alternatives to the Dirichlet prior for multinomial probabilities are explored. The Dirichlet prior ...