 
    Presenting a thorough and accessible treatment of generalized linear mixed models, also known as multilevel or hierarchical models, Multilevel and Longitudinal Modeling Using Stata explains the models and their assumptions, applies methods to real data using Stata, and shows how to interpret the results.
Beginning with the comparatively simple random-intercept linear model without covariates, the text develops the mixed model from first principles, familiarizing the reader with terminology, summarizing and relating the widely used estimating strategies, and providing historical perspective. Once this mixed-model foundation has been established, the text smoothly transitions to random-intercept models with covariates and then to random-coefficient models. The middle chapters apply the concepts defined earlier for Gaussian models to models for binary responses (e.g., logit and probit), ordinal responses (e.g., ordered logit and ordered probit), and count responses (e.g., Poisson). Models with multiple levels of random variation are then considered, as well as models with crossed (nonnested) random effects.
The most complete and up-to-date depiction of Stata’s capacity for fitting generalized linear mixed models, Multilevel and Longitudinal Modeling Using Stata serves as an ideal introduction for Stata users wishing to learn about this powerful data-analysis tool.
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Preface 
 LINEAR VARIANCE-COMPONENTS MODELS  
Introduction 
How reliable are expiratory flow measurements? 
The variance-components model 
Modeling the Mini Wright measurements 
Estimation methods 
Assigning values to the random intercepts 
Summary and further reading 
Exercises 
 LINEAR RANDOM-INTERCEPT MODELS  
Introduction 
Are tax preparers useful? 
The longitudinal data structure 
Panel data and correlated residuals 
The random-intercept model 
Different kinds of effects in panel models 
Endogeneity and between-taxpayer effects 
Residual diagnostics 
Summary and further reading 
Exercises 
 LINEAR RANDOM-COEFFICIENT AND GROWTH-CURVE MODELS 
Introduction 
How effective are different schools? 
Separate linear regressions for each school 
The random-coefficient model 
How do children grow? 
Growth-curve modeling 
Two-stage model formulation 
Prediction of trajectories for individual children 
Complex level-1 variation or heteroskedasticity 
Summary and further reading 
Exercises 
 DICHOTOMOUS OR BINARY RESPONSES 
Models for dichotomous responses 
Which treatment is best for toenail infection? 
The longitudinal data structure 
Population-averaged or marginal probabilities 
Random-intercept logistic regression 
Subject-specific vs. population-averaged relationships 
Maximum likelihood estimation using adaptive quadrature 
Empirical Bayes (EB) predictions 
Other approaches to clustered dichotomous data 
Summary and further reading 
Exercises 
 ORDINAL RESPONSES 
Introduction 
Cumulative models for ordinal responses 
Are antipsychotic drugs effective for patients with schizophrenia? 
Longitudinal data structure and graphs 
A proportional-odds model 
A random-intercept proportional-odds model 
A random-coefficient proportional-odds model 
Marginal and patient-specific probabilities 
Do experts differ in their grading of student essays? 
A random-intercept model with grader bias 
Including grader-specific measurement error variances 
Including grader-specific thresholds 
Summary and further reading 
Exercises 
 COUNTS 
Introduction 
Types of counts 
Poisson model for counts 
Did the German health-care reform reduce the number of doctor visits? 
Longitudinal data structure 
Poisson regression ignoring overdispersion and clustering 
Poisson regression with overdispersion but ignoring clustering 
Random-intercept Poisson regression 
Random-coefficient Poisson regression 
Other approaches to clustered counts 
Which Scottish countries have a high risk of lip cancer? 
Standardized mortality ratios 
Random-intercept Poisson regression 
Nonparametric maximum likelihood estimation 
Summary and further reading 
Exercises 
 HIGHER LEVEL MODELS AND NESTED RANDOM EFFECTS 
Introduction 
Which method is best for measuring expiratory flow? 
Two-level variance-components models 
Three-level variance-components models 
Did the Guatemalan immunization campaign work? 
A three-level logistic random-intercept model 
Summary and further reading 
Exercises 
 CROSSED RANDOM EFFECTS 
Introduction 
How does investment depend on expected profit and capital stock? 
A two-way error-components model 
How much do primary and secondary schools affect attainment at age 16? 
An additive crossed random-effects model 
Including a random interaction 
A trick requiring fewer random effects 
Summary and further reading 
Exercises 
 APPENDIX A: Syntax for gllamm, eq, and gllapred 
 APPENDIX B: Syntax for gllamm  
 APPENDIX C: Syntax for gllapred 
 APPENDIX D: Syntax for gllasim 
 References 
 Author Index 
 Subject Index
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