Literature DB >> 26609742

The Importance of Temporal Design: How Do Measurement Intervals Affect the Accuracy and Efficiency of Parameter Estimates in Longitudinal Research?

Adela C Timmons1, Kristopher J Preacher2.   

Abstract

The timing (spacing) of assessments is an important component of longitudinal research. The purpose of the present study is to determine methods of timing the collection of longitudinal data that provide better parameter recovery in mixed effects nonlinear growth modeling. A simulation study was conducted, varying function type, as well as the number of measurement occasions, in order to examine the effect of timing on the accuracy and efficiency of parameter estimates. The number of measurement occasions was associated with greater efficiency for all functional forms and was associated with greater accuracy for the intrinsically nonlinear functions. In general, concentrating measurement occasions toward the left or at the extremes was associated with increased efficiency when estimating the intercepts of intrinsically linear functions, and concentrating values where the curvature of the function was greatest generally resulted in the best recovery for intrinsically nonlinear functions. Results from this study can be used in conjunction with theory to improve the design of longitudinal research studies. In addition, an R program is provided for researchers to run customized simulations to identify optimal sampling schedules for their own research.

Mesh:

Year:  2015        PMID: 26609742     DOI: 10.1080/00273171.2014.961056

Source DB:  PubMed          Journal:  Multivariate Behav Res        ISSN: 0027-3171            Impact factor:   5.923


  6 in total

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Authors:  Lucia Colla; Matthew Fuller-Tyszkiewicz; Adrian J Tomyn; Ben Richardson; Justin D Tomyn
Journal:  Qual Life Res       Date:  2015-10-13       Impact factor: 4.147

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4.  Study Length, Change Process Separability, Parameter Estimation, and Model Evaluation in Hybrid Autoregressive-Latent Growth Structural Equation Models for Longitudinal Data.

Authors:  D Angus Clark; Amy K Nuttall; Ryan P Bowles
Journal:  Int J Behav Dev       Date:  2021-06-16

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Journal:  J Sports Sci       Date:  2015-07-13       Impact factor: 3.337

6.  The optimal window size for analysing longitudinal networks.

Authors:  Shahadat Uddin; Nazim Choudhury; Sardar M Farhad; Md Towfiqur Rahman
Journal:  Sci Rep       Date:  2017-10-17       Impact factor: 4.379

  6 in total

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