2011Unpublished venueRequires access

Consistency of estimators for semiparametric regression model under mixing errors

Xiaoqin Li

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Abstract

The aim of this paper is to investigate the semiparametric regression model with φ mixing and ψ mixing errors.The methods of least squares and weight function are used to define the estimators βm,n andgm,n(x) for unknown parameter β and unknown function g,respectively.The strong consistency and the moment consistency for these estimators are proved under some weaker conditions by using the moment inequalities of mixing sequences and the property of the convex function,which generalize the cited results.

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What this paper is about

The aim of this paper is to investigate the semiparametric regression model with φ mixing and ψ mixing errors.The methods of least squares and weight function are used to define the estimators βm,n andgm,n(x) for unknown parameter β and unknown function g,respectively.The strong consistency and the moment consistency for these estimators are proved under some weaker conditions by using the moment inequalities of mixing sequences and the property of the convex function,which generalize the cited results.

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Available abstract

The aim of this paper is to investigate the semiparametric regression model with φ mixing and ψ mixing errors.The methods of least squares and weight function are used to define the estimators βm,n andgm,n(x) for unknown parameter β and unknown function g,respectively.The strong consistency and the moment consistency for these estimators are proved under some weaker conditions by using the moment inequalities of mixing sequences and the property of the convex function,which generalize the cited results.

Key concepts: Mathematics, Consistency (knowledge bases), Estimator, Mixing (physics), Strong consistency, Moment (physics), Function (biology), Applied mathematics

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