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Data were analysed using a linear mixed effect model.
However, in some cases, a two-way mixed effect model has also been applied [26].
A generalised linear mixed effect model was used to analyse the results.
using Mixed Effect Model (also known as Mixed ANOVA Model).
The P3 activity of both T1 and T2 was analyzed using a mixed effect model.
It was a mixed effect model and could be modelled with the R package nlme [55].
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Mixed-effect model repeated measure.
One such variant is the mixed-effect model.
The R-package lme4 [52] was used to fit this mixed-effect model.
Writing the linear mixed-effect model of the form shown in (2) yields (6).
Likelihood ratio tests in Table 1 represent the mixed-effect model with the smallest P value.
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