Table 3.
Results from the Study 2 mediation multilevel structural equation model predicting the likelihood of next day drinking day and number of drinks consumed.
Drank Next Day | Next Day Drinking Amount | ||||||||||
Parameter | Est. | Posterior S.D. | p | 95% C.I. | Est. | Posterior S.D. | p | 95% C.I. | |||
Lower | Upper | Lower | Upper | ||||||||
Within | |||||||||||
awithin: Stress → Craving | 3.589 | 1.042 | <.001 | 1.542 | 5.605 | 3.728 | 1.092 | .001 | 1.594 | 5.858 | |
bwithin: Craving → Drinking | .005 | .002 | .011 | .001 | .010 | .026 | .008 | .001 | .010 | .041 | |
cwithin: Stress → Drinking | .012 | .105 | .457 | −.191 | .219 | .117 | .294 | .346 | −.466 | .691 | |
c’within: Stress → Drinking | .035 | .106 | .373 | −.169 | .247 | −.091 | .288 | .358 | −.610 | .500 | |
Between | |||||||||||
abetween: Stress → Craving | 6.175 | 2.699 | .010 | .997 | 11.771 | 5.821 | 2.650 | .012 | .741 | 11.198 | |
bbetween: Craving → Drinking | .045 | .012 | <.001 | .022 | .070 | .058 | .015 | <.001 | .028 | .087 | |
cbetween: Stress → Drinking | −.232 | .151 | .057 | −.541 | .062 | −.258 | .180 | .072 | −.622 | .095 | |
c’between: Stress → Drinking | .045 | .171 | .397 | −.286 | .396 | −.262 | .186 | .071 | −.630 | .089 | |
Indirect (a x b) | |||||||||||
indirect within | .019 | .010 | .011 | .002 | .041 | .096 | .042 | .001 | .026 | .188 | |
indirect between | .275 | .144 | .010 | .035 | .601 | .337 | .179 | .013 | .035 | .740 |
Note: Est. = estimate, S.D. = standard deviation, C.I.= credibility interval, p = Bayesian onet-ailed p-value, or the proportion of the posterior distribution that overlaps zero (for positive estimates=proportion below zero, for negative estimates=proportion above zero). Analyses controlled for gender, age, medication condition, day in the study, smoking status, and psychiatric diagnoses. The drinking day outcome is a binary variable (0=non-drinking day, 1=drinking day), thus probit link was used for the outcome variable. The Bayesian credibility interval encompasses the lower 2.5% and 97.5% in the posterior distribution.