Journal of Modern Mathematics and Statistics

Year: 2009
Volume: 3
Issue: 3
Page No. 60 - 68

Constitution of Linear Mixed Models (LMMs) in the Analysis of Correlated Data: Random Intercept Model (RIM) for Repeated Measurements Data

Authors : Neslihan Iyit and Asir Genc

Abstract: In this study, a Random Intercept Model (RIM) as a special case of Linear Mixed Models (LMMs) implying a Compound Symmetry (CS) variance-covariance structure assumption that each pair of repeated measurements has the same correlation, variance and covariance terms is constituted to a repeated measurements data set obtained from a clinical trial. The superiority of Random Intercept Model (RIM) bringing about the advantage of modeling heterogeneity between subjects than General Linear Model (GLM) for repeated measurements data implying a Variance Components (VC) variance-covariance structure assumption that each pair of repeated measurements are uncorrelated and have constant variance is emphasized.

How to cite this article:

Neslihan Iyit and Asir Genc, 2009. Constitution of Linear Mixed Models (LMMs) in the Analysis of Correlated Data: Random Intercept Model (RIM) for Repeated Measurements Data. Journal of Modern Mathematics and Statistics, 3: 60-68.

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