In this paper, we study a nonlinear cointegration type model , where and are observed nonstationary processes and is an unobserved stationary process. The process is assumed to be a null-recurrent Markov chain. We apply a robust version of local linear regression smoothers to estimate . Under mild conditions, the uniform weak consistency and asymptotic normality of the local linear M-estimators are established. Furthermore, a one-step iterated procedure is introduced to obtain the local linear M-estimator and the optimal bandwidth selection is discussed. Meanwhile, some numerical examples are given to show that the proposed theory and methods perform well in practice.Zhengyan Lin, Degui Li and Jia Chenhttp://www3.stat.sinica.edu.tw/statisti...
We study a robust version of local linear regression smoothers augmented with variable bandwidth. Th...
[[abstract]]In the field of nonparametric regression, the local linear M-estimator (LLM; Fan and Jia...
This paper studies nonlinear cointegration models in which the structural coefficients may evolve sm...
In this paper, we study a nonlinear cointegration type model Yκ = m(Xκ) + wκ, where {Yκ} and {Xκ} ar...
This paper considers the nonparametric M-estimator in a nonlinear cointegration type model. The loca...
In this article, we study parametric robust estimation in nonlinear regression models with regressor...
AbstractThis paper considers the nonparametric M-estimator in a nonlinear cointegration type model. ...
Under embargo until: 2022-12-04In this article, we study parametric robust estimation in nonlinear r...
We develop a nonparametric estimation theory in a non stationary environment more precisely in the ...
We investigate the asymptotic behavior of a robust version of local linear regression estimators wit...
© Springer-Verlag 2007We investigate the asymptotic behavior of a robust version of local linear reg...
This paper discusses nonparametric kernel regression with the regressor being a (d)-dimensional (bet...
In the field of Markov chain theory, β-null recurrent Markov chains represent a class of stochastic ...
Abstract: This paper establishes several results for uniform conver-gence of nonparametric kernel de...
A robust version of local linear regression smoothers augmented with variable bandwidth is studied. ...
We study a robust version of local linear regression smoothers augmented with variable bandwidth. Th...
[[abstract]]In the field of nonparametric regression, the local linear M-estimator (LLM; Fan and Jia...
This paper studies nonlinear cointegration models in which the structural coefficients may evolve sm...
In this paper, we study a nonlinear cointegration type model Yκ = m(Xκ) + wκ, where {Yκ} and {Xκ} ar...
This paper considers the nonparametric M-estimator in a nonlinear cointegration type model. The loca...
In this article, we study parametric robust estimation in nonlinear regression models with regressor...
AbstractThis paper considers the nonparametric M-estimator in a nonlinear cointegration type model. ...
Under embargo until: 2022-12-04In this article, we study parametric robust estimation in nonlinear r...
We develop a nonparametric estimation theory in a non stationary environment more precisely in the ...
We investigate the asymptotic behavior of a robust version of local linear regression estimators wit...
© Springer-Verlag 2007We investigate the asymptotic behavior of a robust version of local linear reg...
This paper discusses nonparametric kernel regression with the regressor being a (d)-dimensional (bet...
In the field of Markov chain theory, β-null recurrent Markov chains represent a class of stochastic ...
Abstract: This paper establishes several results for uniform conver-gence of nonparametric kernel de...
A robust version of local linear regression smoothers augmented with variable bandwidth is studied. ...
We study a robust version of local linear regression smoothers augmented with variable bandwidth. Th...
[[abstract]]In the field of nonparametric regression, the local linear M-estimator (LLM; Fan and Jia...
This paper studies nonlinear cointegration models in which the structural coefficients may evolve sm...