Progress in Latent Variable Modeling

2004 ◽  
Vol 49 (2) ◽  
pp. 204-204
Author(s):  
Alexander von Eye
2018 ◽  
Author(s):  
Shelly Renee Cooper ◽  
Joshua James Jackson ◽  
Deanna Barch ◽  
Todd Samuel Braver

Neuroimaging data is being increasingly utilized to address questions of individual difference. When examined with task-related fMRI (t-fMRI), individual differences are typically investigated via correlations between the BOLD activation signal at every voxel and a particular behavioral measure. This can be problematic because: 1) correlational designs require evaluation of t-fMRI psychometric properties, yet these are not well understood; and 2) bivariate correlations are severely limited in modeling the complexities of brain-behavior relationships. Analytic tools from psychometric theory such as latent variable modeling (e.g., structural equation modeling) can help simultaneously address both concerns. This review explores the advantages gained from integrating psychometric theory and methods with cognitive neuroscience for the assessment and interpretation of individual differences. The first section provides background on classic and modern psychometric theories and analytics. The second section details current approaches to t-fMRI individual difference analyses and their psychometric limitations. The last section uses data from the Human Connectome Project to provide illustrative examples of how t-fMRI individual differences research can benefit by utilizing latent variable models.


2021 ◽  
pp. 001316442110086
Author(s):  
Tenko Raykov ◽  
Natalja Menold ◽  
Jane Leer

Two- and three-level designs in educational and psychological research can involve entire populations of Level-3 and possibly Level-2 units, such as schools and educational districts nested within a given state, or neighborhoods and counties in a state. Such a design is of increasing relevance in empirical research owing to the growing popularity of large-scale studies in these and cognate disciplines. The present note discusses a readily applicable procedure for point-and-interval estimation of the proportions of second- and third-level variances in such multilevel settings, which may also be employed in model choice considerations regarding ensuing analyses for response variables of interest. The method is developed within the framework of the latent variable modeling methodology, is readily utilized with widely used software, and is illustrated with an example.


2019 ◽  
Author(s):  
John Kitchener Sakaluk ◽  
Alexandra Noelle Fisher

The validity of psychological measurement is a crucial auxiliary theory underlying many sexual science studies. Although many sexuality researchers are familiar with certain elements of psychological measurement, the field of psychological measurement is a developing and evolving literature, with concepts, applications, and techniques that do not always trickle down quickly into interdisciplinary fields like sexual science. The purpose of this Measurement Memo, therefore, is to connect sexual scientists to measurement-related issues, explanations, and resources that they may not otherwise encounter in their scholarly reading. Our review focuses on those carrying out psychological measurement using theories and methods of latent variable modeling, and we identify and summarize key ideas and references that serve as good launching points for sexual scientists to begin to improve their psychological measurement practices, for beginners and seasoned users alike.


2020 ◽  
pp. 001316442094076
Author(s):  
Tenko Raykov ◽  
Matthias Bluemke

A widely applicable procedure of examining proximity to unidimensionality for multicomponent measuring instruments with multidimensional structure is discussed. The method is developed within the framework of latent variable modeling and allows one to point and interval estimate an explained variance proportion-based index that may be considered a measure of proximity to unidimensional structure. The approach is readily utilized in educational, behavioral, and social research when it is of interest to evaluate whether a more general structure scale, test, or measuring instrument could be treated as being associated with an approximately unidimensional latent structure for some empirical purposes.


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