Estimation for the multi-way error components model with ill-conditioned panel data

Ill-posed problems resulting from limited, partial or incomplete sample information have occurred frequently in econometric practice. The traditional methods of information recovery may cause the estimates highly unstable with low precision, known as ill-conditioned problems. In this paper, we propo...

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Published inJournal of the Korean Statistical Society Vol. 46; no. 1; pp. 28 - 44
Main Authors Lee, Jaejun, Cheon, Sooyoung
Format Journal Article
LanguageEnglish
Published Singapore Elsevier B.V 01.03.2017
Springer Singapore
한국통계학회
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ISSN1226-3192
2005-2863
DOI10.1016/j.jkss.2016.05.008

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Abstract Ill-posed problems resulting from limited, partial or incomplete sample information have occurred frequently in econometric practice. The traditional methods of information recovery may cause the estimates highly unstable with low precision, known as ill-conditioned problems. In this paper, we propose a dual generalized maximum entropy estimator for the multi-way error components model with ill-conditioned panel data, based on an unconstrained dual Lagrange multiplier method. The numerical results for the panel data regression model with highly correlated and endogeneous covariates are in favor of our dual generalized maximum entropy estimation method in terms of quality of estimates.
AbstractList Ill-posed problems resulting from limited, partial or incomplete sample information have occurred frequently in econometric practice. The traditional methods of information recovery may cause the estimates highly unstable with low precision, known as ill-conditioned problems. In this paper, we propose a dual generalized maximum entropy estimator for the multi-way error components model with ill-conditioned panel data, based on an unconstrained dual Lagrange multiplier method. The numerical results for the panel data regression model with highly correlated and endogeneous covariates are in favor of our dual generalized maximum entropy estimation method in terms of quality of estimates.
Ill-posed problems resulting from limited, partial or incomplete sample information have occurred frequently in econometric practice. The traditional methods of information recovery may cause the estimates highly unstable with low precision, known as ill-conditioned problems. In this paper, we propose a dual generalized maximum entropy estimator for the multi-way error components model with ill-conditioned panel data, based on an unconstrained dual Lagrange multiplier method. The numerical results for the panel data regression model with highly correlated and endogeneous covariates are in favor of our dual generalized maximum entropy estimation method in terms of quality of estimates. KCI Citation Count: 2
Author Cheon, Sooyoung
Lee, Jaejun
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Issue 1
Keywords secondary
Ill-conditioned problems
Panel data
Collinearity
Dual generalized maximum entropy
Endogeneity
Error components model
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Snippet Ill-posed problems resulting from limited, partial or incomplete sample information have occurred frequently in econometric practice. The traditional methods...
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SubjectTerms Applied Statistics
Bayesian Inference
Collinearity
Dual generalized maximum entropy
Endogeneity
Error components model
Ill-conditioned problems
Panel data
Statistical Theory and Methods
Statistics
Statistics and Computing/Statistics Programs
통계학
Title Estimation for the multi-way error components model with ill-conditioned panel data
URI https://dx.doi.org/10.1016/j.jkss.2016.05.008
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