2020
DOI: 10.1177/0163278720976762
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Latent Markov Latent Trait Analysis for Exploring Measurement Model Changes in Intensive Longitudinal Data

Abstract: Drawing inferences about dynamics of psychological constructs from intensive longitudinal data requires the measurement model (MM)—indicating how items relate to constructs—to be invariant across subjects and time-points. When assessing subjects in their daily life, however, there may be multiple MMs, for instance, because subjects differ in their item interpretation or because the response style of (some) subjects changes over time. The recently proposed “latent Markov factor analysis” (LMFA) evaluates (viola… Show more

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Cited by 16 publications
(27 citation statements)
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References 74 publications
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“…Secondly, the factor analysis models in step 1 assume continuous item responses. If items are measured with only a few categories or if the item responses are heavily skewed, state-specific "latent trait" (or "item response theory") models should be employed in step 1 of the analysis to adequately deal with categorical data, as is done in the extension called latent Markov latent trait analysis (LMLTA; Vogelsmeier et al, 2020). Performing LMLTA is currently only possible in Latent GOLD, but advanced R users could theoretically specify their own state-specific models for step 1 (for instance, by using mixture models for categorical data from other packages) and use the posterior state-membership probabilities as input 34 for the step 3 analysis with lmfa.…”
Section: Discussionmentioning
confidence: 99%
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“…Secondly, the factor analysis models in step 1 assume continuous item responses. If items are measured with only a few categories or if the item responses are heavily skewed, state-specific "latent trait" (or "item response theory") models should be employed in step 1 of the analysis to adequately deal with categorical data, as is done in the extension called latent Markov latent trait analysis (LMLTA; Vogelsmeier et al, 2020). Performing LMLTA is currently only possible in Latent GOLD, but advanced R users could theoretically specify their own state-specific models for step 1 (for instance, by using mixture models for categorical data from other packages) and use the posterior state-membership probabilities as input 34 for the step 3 analysis with lmfa.…”
Section: Discussionmentioning
confidence: 99%
“…Theoretically, it is possible to cluster subjects based on their transition behavior by adding a latent grouping variable to the LMFA in step 3 (e.g., see Crayen, Eid, Lischetzke, & Vermunt, 2017;Vogelsmeier et al, 2020). This is not possible with lmfa but advanced R users may consider using the depmix package in step 3 of LMFA by passing the modal state assignments and classification error probabilities as fixed parameters to the depmix() function.…”
Section: Discussionmentioning
confidence: 99%
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