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. Author manuscript; available in PMC: 2019 Apr 10.
Published in final edited form as: Commun Stat Theory Methods. 2018 Mar 7;47(22):5418–5434. doi: 10.1080/03610926.2017.1395045

Table 3:

Standard Error estimates of the fixed effects comparing separate (sGLMM) versus joint (mGLMM) under the random intercept and slope (RIS) framework for real data

Method Parameter Intercept Time Age Male Age*Male
sGLMM
(RIS)
01k 3.268 0.0505 0.0491 5.197 0.078
02k 3.268 0.0505 0.0491 5.197 0.078
03k 3.284 0.0517 0.0493 5.226 0.078
04k 3.987 0.0507 0.0599 6.341 0.095
06k 3.996 0.0520 0.0600 6.362 0.095
08k 3.735 0.0585 0.0560 5.945 0.089
09k 3.740 0.0594 0.0561 5.957 0.089
10k 3.744 0.0601 0.0562 5.963 0.089
11k 2.966 0.0662 0.0450 4.734 0.072
12k 2.993 0.0715 0.0456 4.786 0.073
14k 3.042 0.1023 0.0470 4.909 0.077
mGLMM
(SPRIS)
01k 3.254 0.0484 0.0488 5.176 0.078
02k 3.254 0.0484 0.0489 5.176 0.078
03k 3.267 0.0494 0.0491 5.201 0.078
04k 3.977 0.0517 0.0597 6.324 0.095
06k 3.987 0.0530 0.0599 6.348 0.095
08k 3.732 0.0586 0.0560 5.940 0.089
09k 3.738 0.0596 0.0561 5.953 0.089
10k 3.742 0.0601 0.0562 5.959 0.089
11k 2.968 0.0660 0.0450 4.737 0.072
12k 2.996 0.0716 0.0457 4.792 0.073
14k 3.049 0.1038 0.0471 4.922 0.077

RIS- random intercept and slope; GLMM- generalized linear mixed model, age at entry