Longitudinal data analysis using structural equation models
Permalink: | http://skupni.nsk.hr/Record/ffzg.KOHA-OAI-FFZG:330358/TOC |
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Glavni autor: | McArdle, John J. (-) |
Ostali autori: | Nesselroade, John R. (-) |
Vrsta građe: | Knjiga |
Jezik: | eng |
Impresum: |
Washington :
American Psychological Association,
2014
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Predmet: |
Sadržaj:
- Preface
- Overview
- Foundations
- Background and goals of longitudinal research
- Basics of structural equation modeling
- Some technical details on structural equation modeling
- Using the simplified ram notation
- Benefits and problems of longitudinal structure modeling
- The first purpose of LSEM : direct identification of intra-individual changes
- Alternative definitions of individual changes
- Analyses based on latent curve models (LCM)
- Analyses based on time series regression (TSR)
- Analyses based on latent change score (LCS) models
- Analyses based on advanced latent change score models
- The second purpose of LSEM : identification of inter-individual differences in intra-individual changes
- Studying inter-individual differences in intra-individual changes
- Repeated measures analysis of variance as a structural model
- Multi-level structural equation modeling approaches to group differences
- Multi-group structural equation modeling approaches to group differences
- Incomplete data with multiple group modeling of changes
- The third purpose of LSEM : identification of inter-relationships in growth
- Considering common factors/latent variables in models
- Considering factorial invariance in longitudinal SEM
- Alternative common factors with multiple longitudinal observations
- More alternative factorial solutions for longitudinal data
- Extensions to longitudinal categorical factors
- The fourth purpose of LSEM : identification of causes (determinants) of intra-individual changes
- Analyses based on cross-lagged regression and changes
- Analyses based on cross-lagged regression in changes of factors
- Current models for multiple longitudinal outcome scores
- The bivariate latent change score model for multiple occasions
- Plotting bivariate latent change score results
- The fifth purpose of lsem : identification of inter-individual differences in causes (determinants) of intra-individual changes
- Dynamic processes over groups
- Dynamic influences over groups
- Applying a bivariate change model with multiple groups
- Notes on the inclusion of randomization in longitudinal studies
- The popular repeated measures analysis of variance
- Summary and discussion
- Contemporary data analyses based on planned incompleteness
- Factor invariance in longitudinal research
- Variance components for longitudinal factor models
- Models for intensively repeated measures
- CODA : the future is yours!
- References.