2005Encyclopedia of BiostatisticsRequires access

Generalized Linear Models for Longitudinal Data

Scott L. Zeger, Peter J. Diggle, W. Huang

Open publisher page 3 citations

Abstract

Abstract The analysis of longitudinal data needs to take into account the correlations between the repeated measures of the response variable to draw valid and efficient inferences about parameters of scientific interest. There are a variety of approaches that can be taken depending on what is the target of the estimation process. This article outlines marginal models, random effects models and transition models.

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Abstract The analysis of longitudinal data needs to take into account the correlations between the repeated measures of the response variable to draw valid and efficient inferences about parameters of scientific interest. There are a variety of approaches that can be taken depending on what is the target of the estimation process. This article outlines marginal models, random effects models and transition models.

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Available abstract

Abstract The analysis of longitudinal data needs to take into account the correlations between the repeated measures of the response variable to draw valid and efficient inferences about parameters of scientific interest. There are a variety of approaches that can be taken depending on what is the target of the estimation process. This article outlines marginal models, random effects models and transition models.

Key concepts: Longitudinal data, Variety (cybernetics), Random effects model, Econometrics, Generalized linear mixed model, Computer science, Variable (mathematics), Linear model

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