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. Author manuscript; available in PMC: 2009 Dec 29.
Published in final edited form as: Methodology (Gott). 2008;4(1):22–36. doi: 10.1027/1614-2241.4.1.22

Table 7.

Parameter Estimates for Models 1LDS and 2LDS2 fitted to MHS and AAPT Data

MHS Sample AAPT Sample
Model 1LDS 2LDS1(2a) 1LDS 2LDS1(2a)
Means
µ0 Level 2.755 (.050) 2.825 (.052) 1.201 (.018) 1.356 (.036)
µs Slope 2.049 (.725) 1.976 (.447) .347 (.186)ns .762 (.165)
µI Increment .068 (.022) .068 (.015)
By Auto-proportion −.699 (.255) −.657 (.153) −.232 (.156)ns −.571 (.127)

Variances/Covariances
σ02 Level .584 (.128) .531 (.063) .075 (.022) .135 (.036)
σS2 Slope .164 (.132)ns .151 (.081)ns .003 (.011)ns .015 (.012)ns
σI2 Increment .006 (.004)ns .003 (.003)ns
σ0S Level-Slope .270 (.116) .259 (.077) −.013 (.009)ns −.002 (.010)ns
σ0I Level-Increment .013 (.005) .009 (.004)ns
σSI Slope-Increment .001 (.006)ns −.001 (.003)ns

Note. Values in parentheses indicate standard errors. All values are maximum likelihood estimates from Mplus. For the MHS sample, the basis coefficients were fixed to βt = [0, 1, 2, 3]. For the AAPT sample, the coefficients for the slope were fixed to βt = [−2, −1, 0, 2, 3] and for the increment to βt = [0, 0, 0, 2, 3]. “ns” indicates a parameter whose 95% confidence interval includes zero.