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. Author manuscript; available in PMC: 2015 Mar 1.
Published in final edited form as: Psychol Addict Behav. 2013 Jun 17;28(1):257–267. doi: 10.1037/a0031487

Table 4.

Regression of Aggressor Classes on Substance Abuser Classes by Analytic Method

Predictor: Odds Ratios for Associations Between Latent Variable Classes Entropy
Soft Drug Class Polysubstance Class
Class Predicted: Psych Global Psych Global
Analytic Method
MLRA 1.90 (0.84, 4.29) 1.47 (0.54, 3.97) 2.94* (1.20, 7.16) 2.86* (1.01, 8.07) NA
1-step LCA-C 1.70 (0.51, 5.60) 1.69 (0.49, 5.77) 4.44* (1.41, 14.01) 4.43* (1.27, 15.52) .85
3-step LCA-C 2.05 (0.80, 5.24) 1.52 (0.53, 4.37) 3.40* (1.18, 9.75) 3.17* (1.03, 9.78) .85
1-Step LCA-D 2.07 (0.80, 5.32) 1.78 (0.55, 5.72) 3.35* (1.32, 8.52) 3.81* (1.27, 11.42) .80
1-Step Categorical SEM 1.96 (0.52, 7.34) 2.71 (0.37, 19.77) 4.76** (1.49, 15.18) 6.03** (1.56, 23.34) .79
3-Step Categorical SEM 2.11 (.72, 6.16) 1.56 (.47, 5.21) 3.80* (1.23, 11.73) 3.40* (1.03, 11.25) .73

Note. All three-step analyses are corrected using the modal maximum likelihood method. Three-step LCA-D with a nominal distal outcome cannot currently be conducted in Mplus 7.1. ORs greater than 1.00 indicate higher probabilities of perpetrating intimate partner aggression for men in a substance use problems class compared to men in the drug-problem-free class. MLRA = multinomial logistic regression analysis; LCA = latent class analysis; LCA-C = LCA with covariates; LCA-D = LCA with distal outcome; Psych = psychologically aggressive versus nonaggressive (reference) class; Global = globally aggressive vs. non-aggressive class; SEM = structural equation modeling; NA = not applicable; CI = confidence interval.

*

p < .05.

**

p < .01.