Growth Modeling
Structural Equation and Multilevel Modeling Approaches
Inbunden, Engelska, 2016
Av Kevin J. Grimm, Nilam Ram, Ryne Estabrook, United States) Grimm, Kevin J. (Arizona State University, United States) Ram, Nilam (Stanford University, United States) Estabrook, Ryne (Northwestern University, Kevin J Grimm
1 329 kr
Produktinformation
- Utgivningsdatum2016-11-02
- Mått178 x 254 x 31 mm
- Vikt1 123 g
- FormatInbunden
- SpråkEngelska
- SerieMethodology in the Social Sciences
- Antal sidor537
- FörlagGuilford Publications
- ISBN9781462526062
Tillhör följande kategorier
Kevin J. Grimm, PhD, is Professor in the Department of Psychology at Arizona State University, where he teaches graduate courses on quantitative methods. His research interests include longitudinal methodology, exploratory data analysis, and data integration, especially the integration of longitudinal studies. His recent research has focused on nonlinearity in growth models, growth mixture models, extensions of latent change score models, and approaches for analyzing change with limited dependent variables. Dr. Grimm organizes the American Psychological Association’s Advanced Training Institute on Structural Equation Modeling in Longitudinal Research and has lectured at the workshop for over 15 years.Nilam Ram, PhD, is Professor in the Departments of Communication and Psychology at Stanford University. He specializes in longitudinal research methodology and lifespan development, with a focus on how multivariate time-series and growth curve modeling approaches can contribute to our understanding of behavioral change. He uses a wide variety of longitudinal models to examine changes in human behavior at multiple levels and across multiple time scales. Coupling the theory and method with data collected using mobile technologies, Dr. Ram is integrating process-oriented analytical paradigms with data visualization, gaming, experience sampling, and the delivery of individualized interventions/treatment.Ryne Estabrook, PhD, is Assistant Professor in the Department of Medical Social Sciences at Northwestern University. His research combines multivariate longitudinal methodology, open-source statistical software, and lifespan development. His methodological work pertains to developing new methods for the study of change and incorporating longitudinal and dynamic information into measurement. Dr. Estabrook is a developer of OpenMx, an open-source statistical software package for structural equation modeling and general linear algebra. He applies his methodological and statistical research to the study of lifespan development, including work on early childhood behavior and personality in late life.
- I. Introduction and Organization1. Overview, Goals of Longitudinal Research, and Historical DevelopmentsOverviewFive Rationales for Longitudinal ResearchHistorical Development of Growth ModelsModeling Frameworks and Programs2. Practical Preliminaries: Things to Do before Fitting Growth ModelsData StructuresLongitudinal PlotsData ScreeningLongitudinal MeasurementTime MetricsChange HypothesesIncomplete DataMoving ForwardII. The Linear Growth Model and Its Extensions3. Linear Growth ModelsMultilevel Modeling FrameworkMultilevel Modeling ImplementationStructural Equation Modeling FrameworkStructural Equation Modeling ImplementationImportant ConsiderationsMoving Forward4. Continuous Time MetricsMultilevel Modeling FrameworkMultilevel Modeling ImplementationStructural Equation Modeling FrameworkStructural Equation Modeling ImplementationImportant ConsiderationsMoving Forward5. Linear Growth Models with Time-Invariant CovariatesMultilevel Model FrameworkMultilevel Modeling ImplementationStructural Equation Modeling FrameworkStructural Equation Modeling ImplementationImportant ConsiderationsMoving Forward6. Multiple-Group Growth ModelingMultilevel Modeling FrameworkMultilevel Modeling ImplementationStructural Equation Modeling FrameworkStructural Equation Modeling ImplementationImportant ConsiderationsMoving Forward7. Growth Mixture ModelingMultilevel Modeling FrameworkMultilevel Modeling ImplementationStructural Equation Modeling FrameworkStructural Equation Modeling ImplementationModel Fit, Model Comparison, and Class EnumerationImportant ConsiderationsMoving Forward8. Multivariate Growth Models and Dynamic PredictorsMultilevel Modeling FrameworkMultilevel Modeling ImplementationStructural Equation Modeling FrameworkStructural Equation Modeling ImplementationImportant ConsiderationsMoving ForwardIII. Nonlinearity in Growth Modeling9. Introduction to NonlinearityOrganization for Nonlinear Change ModelsMoving Forward10. Growth Models with Nonlinearity in TimeMultilevel Modeling FrameworkMultilevel Modeling ImplementationStructural Equation Modeling FrameworkStructural Equation Modeling ImplementationImportant ConsiderationsMoving Forward11. Growth Models with Nonlinearity in ParametersMultilevel Modeling FrameworkMultilevel Modeling ImplementationStructural Equation Modeling FrameworkStructural Equation Modeling ImplementationImportant ConsiderationsMoving Forward12. Growth Models with Nonlinearity in Random CoefficientsMultilevel Modeling FrameworkMultilevel Modeling ImplementationStructural Equation Modeling FrameworkStructural Equation Modeling ImplementationImportant ConsiderationsMoving ForwardIV. Modeling Change with Latent Entities13. Modeling Change with Ordinal OutcomesDichotomous OutcomesPolytomous OutcomesIllustrationMultilevel Modeling ImplementationStructural Equation Modeling ImplementationImportant ConsiderationsMoving Forward14. Modeling Change with Latent Variables Measured by Continuous IndicatorsCommon-Factor ModelFactorial Invariance over TimeSecond-Order Growth ModelIllustrationStructural Equation Modeling ImplementationImportant ConsiderationsMoving Forward15. Modeling Change with Latent Variables Measured by Ordinal IndicatorsItem Response ModelingSecond-Order Growth ModelIllustrationImportant ConsiderationsMoving ForwardV. Latent Change Scores as a Framework for Studying Change16. Introduction to Latent Change Score ModelingGeneral Model SpecificationModels of ChangeIllustrationStructural Equation Modeling ImplementationImportant ConsiderationsMoving Forward17. Multivariate Latent Change Score ModelsAutoregressive Cross-Lag ModelMultivariate Growth ModelMultivariate Latent Change Score ModelIllustrationStructural Equation Modeling ImplementationImportant ConsiderationsMoving Forward18. Rate-of-Change Estimates in Nonlinear Growth ModelsGrowth Rate ModelsLatent Change Score ModelsIllustrationMultilevel Modeling ImplementationStructural Equation Modeling ImplementationImportant ConsiderationsAppendix A. A Brief Introduction to Multilevel ModelingIllustrative ExampleMultilevel Modeling and Longitudinal DataAppendix B. A Brief Introduction to Structural Equation ModelingIllustrative ExampleStructural Equation Modeling and Longitudinal DataReferencesAuthor IndexSubject IndexAbout the Authors
"This is by far the most comprehensive, up-to-date, and ready-to-use book on growth modeling that I have ever seen. The authors have proven records in effectively teaching classes and workshops on longitudinal data analysis. This is a 'must have' for anyone who wants to develop or apply growth models. The SAS, Mplus, and OpenMx example scripts and instructions are long-needed complements to those programs' respective manuals. Coverage includes the most recent developments in growth modeling, and each chapter essentially can stand by itself, providing enough information for researchers to apply the respective models in their studies to answer more complex and interesting empirical questions. The book can be used in a range of classes either as a main text or a supplement. I will definitely recommend it to students in my Structural Equation Modeling class when I teach structural growth curve modeling."--Zhiyong Johnny Zhang, PhD, Department of Psychology, University of Notre Dame"The implementation details are superb and the level of technical detail quite stunning. It will be so helpful for longitudinal researchers to have this compendium of growth models, complete with sample code from both SEM and multilevel modeling frameworks. It is wonderful to see the item response theory and SEM frameworks so nicely integrated. The authors have hit the trifecta--pulling together multilevel modeling, SEM, and item response theory. There is truly no other book on the market that covers latent growth modeling so completely and comprehensively."--D. Betsy McCoach, PhD, Measurement, Evaluation, and Assessment Program, Neag School of Education, University of Connecticut"This is the most thorough work on this subject that I know of; the coverage of nonlinear models is among the best I have seen. The book is written at a level suitable for an advanced graduate student learning this material or an applied researcher seeking a reference on the subject. It introduces the basics, discusses the relevant model theory/specification, and presents programming code for several packages. The authors do an exceptional job of explaining the computer code and providing insight into convergence issues and how to remedy them. It is good to have this all in one place (along with the respective output) for comparative purposes."--Daniel A. Powers, PhD, Department of Sociology, University of Texas at Austin"This well-written book starts with clear statements about what research questions can be answered using growth models. Usefully, the authors include both multilevel modeling and SEM approaches, and analyze the example data within each framework using one proprietary program and one freely available R package. Viewing the detailed code and the results of each analysis gives the reader a chance to understand the strengths and weaknesses of each approach. Later chapters address such developments as nonlinear growth models and growth models for noncontinuous outcomes. Code for each variation is given, which expand the researcher's capacity to fit these complex models."--Yasuo Miyazaki, PhD, Associate Professor of Educational Research and Evaluation Program, Virginia Tech"The importance that researchers and practitioners are placing on longitudinal designs and analyses signals a prominent shift toward methods that enable a better understanding of the developmental processes thought to underlie many human traits and behaviors. This book provides the essential background on latent growth models and covers several interesting methodological extensions, including models for nonlinear change, growth mixture models, and longitudinal models for assessing change in latent variables. Practical examples are woven throughout the text, accompanied by extensive annotated code in SAS, Mplus, and R, which makes both basic and more complex models accessible. This is a wonderful resource for anyone serious about longitudinal data analysis."--Jeffrey R. Harring, PhD, Department of Human Development and Quantitative Methodology, University of Maryland "I highly recommend this book. It is a tour de force in model building with latent growth curves. The authors' use of three programming languages (Mplus, SAS, and R) is great, and they work with computer programs in an unusually careful way. The book will be of value to anyone dealing with longitudinal data."--John J. McArdle, PhD, Department of Psychology, University of Southern California -An accessible resource that provides a thorough introduction to frequently used longitudinal models….An invaluable resource for students and scholars….This book would be excellent reading material for students in various disciplines, such as psychology and education, that provide either introductory or advanced longitudinal graduate courses.--Psychometrika, 3/1/2019
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