2011
DOI: 10.1177/0049124111400041
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Group-based Trajectory Modeling Extended to Account for Nonrandom Participant Attrition

Abstract: This article reports on an extension of group-based trajectory modeling to address nonrandom participant attrition or truncation due to death that varies across trajectory groups. The effects of the model extension are explored in both simulated and real data. The analyses of simulated data establish that estimates of trajectory group size as measured by group membership probabilities can be badly biased by differential attrition rates across groups if the groups are initially not well separated. Differential … Show more

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Cited by 168 publications
(163 citation statements)
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“…In this model extension, each trajectory group is described by a trajectory and the probability of trajectory group membership at baseline and also by the probability of dropout for each period after baseline. This extension is described in Haviland et al [19]. …”
Section: An Illustration Of Gbtmmentioning
confidence: 99%
“…In this model extension, each trajectory group is described by a trajectory and the probability of trajectory group membership at baseline and also by the probability of dropout for each period after baseline. This extension is described in Haviland et al [19]. …”
Section: An Illustration Of Gbtmmentioning
confidence: 99%
“…We then conducted the following sensitivity analyses to further assess the potential impact of missing data: we recalculated median values of HRQoL measures after multiple imputation of missing values using 5 imputed data sets (31) (IBM SPSS software, version 24), repeated Kaplan Meier analyses on each of 5 imputed data sets, and repeated the latent trajectory analysis with the drop-out function for nonrandom attrition in PROC TRAJ (32).…”
Section: Significance and Innovationsmentioning
confidence: 99%
“…CCIs are modeled using a Poisson distribution with quadratic functions, which are suitable given that age patterns in CCI are non-linear. The probability of dying at a given age is modeled simultaneously (Haviland, Jones, and Nagin 2011;Zimmer et al 2012). Patterns of morbidity and mortality risks are sex-specific.…”
Section: Constructing Morbidity Trajectory Groupsmentioning
confidence: 99%
“…These trajectories also incorporate mortality probabilities within the modeling. Incorporating rather than excluding mortality means that the end of life is considered as part of a developmental process of old-age health (Haviland, Jones, and Nagin 2011).…”
Section: Introductionmentioning
confidence: 99%