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. Author manuscript; available in PMC: 2017 Jan 1.
Published in final edited form as: Multivariate Behav Res. 2016 Jan-Feb;51(1):35–52. doi: 10.1080/00273171.2015.1095063

Table 3.

Estimated class proportions for the two class solution (class1/class2) of the regression mixture model when the covariance between the latent class (C) and predictor (x) is included or excluded.

N=6,000 N=2,000

10% quantile 50% quantile 90% quantile 10% quantile 50% quantile 90% quantile

C on x included
sd=0 .42/.58 .50/.50 .57/.43 .33/.67 .49/.51 .63/.37
sd=.5 .42/.58 .51/.49 .58/.42 .18/.82 .49/.51 .65/.35
sd=1 .44/.76 .51/.49 .58/.42 .34/.66 .51/.49 .65/.35
sd=2 .43/.57 .51/.49 .59/.41 .35/.651 .52/.481 .67/.331
C on x omitted
sd=0 .42/.58 .50/.50 .57/.42 .34/.66 .49/.51 .61/.39
sd=.5 .50/.50 .59/.41 .66/.34 .45/.55 .59/.41 .71/.29
sd=1 .56/.44 .65/.35 .72/.28 .49/.51 .64/.36 .75/.25
sd=2 .55/.45 .70/.30 .78/.22 .48/.52 .70/.30 .83/.17
1

Results based on n=498 repetitions due to extreme values fixed for the latent class intercept on two replications.

C=latent class variable, x=predictor, C on x represents the pathway of interest in this article, N=sample size, sd=standard deviation (class separation).