A nonparametric bootstrap procedure is proposed for stochastic processes which follow a gen-eral autoregressive structure. The procedure generates bootstrap replicates by locally resampling the original set of observations reproducing automatically its dependence properties. It avoids an initial nonparametric estimation of process characteristics in order to generate the pseudo-time series and the bootstrap replicates mimic several of the properties of the original process. Ap-plications of the procedure in nonlinear time-series analysis are considered and theoretically justi.ed; some simulated and real data examples are discussed
In this paper we propose bootstrap methods for constructing nonparametric prediction intervals for a...
We derive a strong approximation of a local polynomial estimator (LPE) in nonparametric autoregressi...
summary:The first-order autoregression model with heteroskedastic innovations is considered and it i...
Locally stationary processes are non-stationary stochastic processes the second-order structure of w...
We prove geometric ergodicity and absolute regularity of the nonparametric autoregressive bootstrap ...
Abstract We prove geometric ergodicity and absolute regularity of the nonpara metric autoregressive...
We study a bootstrap method which is based on the method of sieves. A linear process is approximated...
The bootstrap is a method for estimating the distribution of an estimator or test statistic by resam...
The bootstrap is a method for estimating the distribution of an estimator or test statistic by resam...
Bootstrapping time series is among the most acknowledged tools to study evolutive phenomena. In boot...
We construct bootstrap prediction intervals for linear autoregressions, nonlinear autoregressions, n...
In this paper we consider bootstrap methods for constructing nonparametric prediction intervals for ...
We derive a strong approximation of a local polynomial estimator (LPE) in nonparametric autoregressi...
Bootstrapping time series is one of the most acknowledged tools to study the statistical properties ...
This paper develops a bootstrap theory for models including autoregressive time series with roots ap...
In this paper we propose bootstrap methods for constructing nonparametric prediction intervals for a...
We derive a strong approximation of a local polynomial estimator (LPE) in nonparametric autoregressi...
summary:The first-order autoregression model with heteroskedastic innovations is considered and it i...
Locally stationary processes are non-stationary stochastic processes the second-order structure of w...
We prove geometric ergodicity and absolute regularity of the nonparametric autoregressive bootstrap ...
Abstract We prove geometric ergodicity and absolute regularity of the nonpara metric autoregressive...
We study a bootstrap method which is based on the method of sieves. A linear process is approximated...
The bootstrap is a method for estimating the distribution of an estimator or test statistic by resam...
The bootstrap is a method for estimating the distribution of an estimator or test statistic by resam...
Bootstrapping time series is among the most acknowledged tools to study evolutive phenomena. In boot...
We construct bootstrap prediction intervals for linear autoregressions, nonlinear autoregressions, n...
In this paper we consider bootstrap methods for constructing nonparametric prediction intervals for ...
We derive a strong approximation of a local polynomial estimator (LPE) in nonparametric autoregressi...
Bootstrapping time series is one of the most acknowledged tools to study the statistical properties ...
This paper develops a bootstrap theory for models including autoregressive time series with roots ap...
In this paper we propose bootstrap methods for constructing nonparametric prediction intervals for a...
We derive a strong approximation of a local polynomial estimator (LPE) in nonparametric autoregressi...
summary:The first-order autoregression model with heteroskedastic innovations is considered and it i...