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. Author manuscript; available in PMC: 2011 Oct 11.
Published in final edited form as: Perspect Psychol Sci. 2010 Oct 11;5(5):606–621. doi: 10.1177/1745691610383510

Table 5.

Results for Longitudinal Latent Curve/Mixed Effects Models Applied to Longitudinal HRS/ADAMS Episodic Memory Data

(a) Age (b) + APOE4 (c) + Educ (d) + APOE4 × Educ
Parameter Estimate (T-value)
Fixed Effects
α0=1 → f0 5.62 (35) 5.70 (30) 5.72 (32) 5.72 (32)
β0= 1 → f1 −0.59 (6.9) −0.60 (6.1) −0.59 (6.2) −0.59 (6.2)
α1= APOE4→ f0 =0 −0.28 (0.8) −0.33 (1.0) −0.37 (1.1)
β1= APOE4→ f1 =0 +0.01 (0.8) +0.19 (0.2) +0.09 (0.5)
α2= Educ → f0 =0 =0 0.27 (7.1) 0.31 (7.1)
β2= Educ → f1 =0 =0 −0.05 (2.8) −0.08 (3.8)
α3= GxE → f0 =0 =0 =0 −0.19 (2.3)
β3= GxE → f1 =0 =0 =0 +0.12 (2.9)
Random Effects
Intercept σ02 3.66 (5.3) 3.56 (5.3) 2.75 (5.1) 2.70 (4.9)
Slope σ12 0.68 (3.9) 0.63 (3.9) 0.59 (4.2) 0.60 (4.2)
Covariance σ01 −1.74 (3.6) −1.74 (3.6) −1.00 (3.8) −1.00 (3.7)
Unique Variance Ψ2 1.94 (23) 1.94 (23) 1.94 (23) 1.93 (23)
Model Fit Information
Likelihood (L2) −2242 −2239 −2236 −2144
ΔL2 -- +3 +3 +92
Scale 2.15 2.08 2.05 1.97
# Parameters 12 14 16 18

Age= (age in years – 60)/10; Educ = (# years education-12)/4; APOE4 is coded 0 if no ε4 alleles, and 1 if one or two ε4 alleles; ΔL2= change in likelihood relative to prior model