2021
DOI: 10.1002/sim.9280
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An extension of the mixed‐effects growth model that considers between‐person differences in the within‐subject variance and the autocorrelation

Abstract: Experience sampling methods have led to a significant increase in the availability of intensive longitudinal data. Typically, this type of data is analyzed with a mixed‐effects model that allows to examine hypotheses concerning between‐person differences in the mean structure by including multiple random effects per individual (eg, random intercept and random slopes). Here, we describe an extension of this model that—in addition to the random effects for the mean structure—also includes a random effect for the… Show more

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Cited by 15 publications
(25 citation statements)
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“…3 More information about the FLUX and FLIP sample data can be found in Nestler and Hofmann (2020). The FLUX and FLIP data have also been used elsewhere (Nestler, 2020a(Nestler, , 2020b(Nestler, , 2020cNestler & Humberg, 2020). 4 To analyze the stability of interindividual differences in distribution parameters and in state contingencies, the data were split into four blocks of 14 days for Sample 1 and into two blocks of 42 days for Sample 2.…”
Section: Data Accessibility Statementmentioning
confidence: 99%
“…3 More information about the FLUX and FLIP sample data can be found in Nestler and Hofmann (2020). The FLUX and FLIP data have also been used elsewhere (Nestler, 2020a(Nestler, , 2020b(Nestler, , 2020cNestler & Humberg, 2020). 4 To analyze the stability of interindividual differences in distribution parameters and in state contingencies, the data were split into four blocks of 14 days for Sample 1 and into two blocks of 42 days for Sample 2.…”
Section: Data Accessibility Statementmentioning
confidence: 99%
“…Survival analytical approaches that are widely adopted in medical and epidemiological research, such as Cox proportional-hazards regression models, which assume loglinearity in covariates, could also be used to examine the timevarying effects of covariates (55). Finally, Bayesian approaches could be applied to handle time-varying coefficient models with greater complexity (e.g., multiple random effects) (56).…”
Section: Discussionmentioning
confidence: 99%
“…An application of a MELS model for ordinal data was discussed by Hedeker et al 13 Furthermore, future research might take into consideration the autocorrelation of observation‐level residuals. A recent development by Nestler 14 extends the MELS models to include AR(1) autocorrelation influenced by subject‐level covariates and a random subject effect for the autocorrelation.…”
Section: Discussionmentioning
confidence: 99%