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A Comparison of Bias-Corrected Covariance Estimators for Generalized Estimating Equations
Journal of Biopharmaceutical Statistics, 2013Although asymptotically the sandwich covariance estimator is consistent and robust with respect to the selection of the working correlation matrix, when the sample size is small, its bias may not be negligible. This article compares the small sample corrections for the sandwich covariance estimator as well as the inferential procedures proposed by ...
Cun-Hui Zhang+2 more
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Generalized Estimating Equations Logistic Regression
2015Many fields of study use longitudinal datasets, which usually consist of repeated measurements of a response variable, often accompanied by a set of covariates for each of the subjects/units. However, longitudinal datasets are problematic because they inherently show correlation due to a subject’s repeated set of measurements.
Kent A. Lorenz, Jeffrey R. Wilson
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Extended Generalized Estimating Equations for Clustered Data
Journal of the American Statistical Association, 1998Abstract Typically, analysis of data consisting of multiple observations on a cluster is complicated by within-cluster correlation. Estimating equations for generalized linear modeling of clustered data have recently received much attention. This article proposes an extension to the generalized estimating equation method proposed by Liang and Zeger ...
Daniel B. Hall, Thomas A. Severini
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Assessing the validity of weighted generalized estimating equations
Biometrika, 2011The inverse probability weighted generalized estimating equations approach (Robins et al. 1994; Robins et al. 1995), effectively removes bias and provides valid statistical inference for regression parameter estimation in marginal models when longitudinal data contain missing values.
A. Qu, G. Y. Yi, P. X.-K. Song, P. Wang
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Akaike's Information Criterion in Generalized Estimating Equations
Biometrics, 2001Summary.Correlated response data are common in biomedical studies. Regression analysis based on the generalized estimating equations (GEE) is an increasingly important method for such data. However, there seem to be few model‐selection criteria available in GEE.
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Miscellanea. Multiple roots in general estimating equations
Biometrika, 1998SUMMARY This paper is concerned with simple methods for picking the correct root of a general estimating equation in the case of multiple roots. The use of methods based on (i) asymptotics, (ii) analogues of empirical information and (iii) goodness-of-fit type criteria are advocated, and examples are provided to illustrate their use.
C. C. Heyde, Richard M. Morton
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