The proper use of statistical models for analyzing individual change over time is critical for the progress of developmental science. Latent curve models, hierarchical linear growth models, group-based trajectory models, and growth mixture models constitute increasingly important tools for longitudinal data analysis. To facilitate their understanding and use, this paper clarifies similarities and differences between these models, with particular attention to the assumptions they make about individual development. An example shows how the results and interpretation vary across model types. Discussion centers on reviewing the strengths and limitations of each approach for developmental research
Objective To provide a brief, nontechnical introduction to individual growth curve modeling for the ...
Individual-level longitudinal data on biological, behavioural, and social dimensions are becoming in...
The application of unidimensional Rasch models to longitudinal data assumes homogeneity of change ...
The proper use of statistical models for analyzing individual change over time is critical for the p...
This thesis focuses on modeling inter-individual differences in both stable- and developmental proce...
This thesis focuses on modeling inter-individual differences in both stable- and developmental proce...
Longitudinal data analysis has long played a significant role in empirical research within the devel...
Researchers continue to be interested in exploring the effects that covariates have on the heterogen...
In recent years, the use of longitudinal designs has increased appreciably and the study of change h...
Introduction Several statistical methods are available to identify developmental trajectory classes,...
Within the past few decades, methodologists have made major advances in statistical methods for the ...
Growth mixture models are often used to determine if subgroups exist within the population that foll...
The multilevel model of change and the latent growth model are flexible means to describe all sorts ...
This article gives an introduction to latent class, latent profile, and latent transition models for...
UnrestrictedIn 1988, McArdle identified issues modeling multivariate growth using what he termed “se...
Objective To provide a brief, nontechnical introduction to individual growth curve modeling for the ...
Individual-level longitudinal data on biological, behavioural, and social dimensions are becoming in...
The application of unidimensional Rasch models to longitudinal data assumes homogeneity of change ...
The proper use of statistical models for analyzing individual change over time is critical for the p...
This thesis focuses on modeling inter-individual differences in both stable- and developmental proce...
This thesis focuses on modeling inter-individual differences in both stable- and developmental proce...
Longitudinal data analysis has long played a significant role in empirical research within the devel...
Researchers continue to be interested in exploring the effects that covariates have on the heterogen...
In recent years, the use of longitudinal designs has increased appreciably and the study of change h...
Introduction Several statistical methods are available to identify developmental trajectory classes,...
Within the past few decades, methodologists have made major advances in statistical methods for the ...
Growth mixture models are often used to determine if subgroups exist within the population that foll...
The multilevel model of change and the latent growth model are flexible means to describe all sorts ...
This article gives an introduction to latent class, latent profile, and latent transition models for...
UnrestrictedIn 1988, McArdle identified issues modeling multivariate growth using what he termed “se...
Objective To provide a brief, nontechnical introduction to individual growth curve modeling for the ...
Individual-level longitudinal data on biological, behavioural, and social dimensions are becoming in...
The application of unidimensional Rasch models to longitudinal data assumes homogeneity of change ...