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. Author manuscript; available in PMC: 2015 Sep 1.
Published in final edited form as: Drug Alcohol Depend. 2014 Jun 25;0:224–230. doi: 10.1016/j.drugalcdep.2014.06.023

Table 3. Regression Results for Mediation of Anxiety Sensitivity on Analogue Lapse Behavior Outcomes by Nicotine Withdrawal and Smoking Urges.

Model Path b SE t p CI (l) CI (u)
Y1, M1 ASI → MNWS (a) .013 .005 2.495 .013 .003 .023
MNWS → DELAY (b) -3.661 1.391 -2.632 .009 -6.401 -.922
ASI → DELAY (c′) -.002 .113 -.019 .985 -.225 .221
ASI → DELAY (c) -.049 .113 -.429 .669 -.272 .174
ASI → MNWS → DELAY (a*b) -.046 .027 -.126 -.006

Y1, M2 ASI → QSU-T (a) .015 .005 3.016 .003 .005 .025
QSU-T → DELAY (b) -4.715 1.404 -3.357 .001 -7.481 -1.949
ASI → DELAY (c′) -.011 .113 -.095 .924 -.233 .212
ASI → DELAY (c) -.082 .113 -.721 .471 -.304 .141
ASI → QSU-T → DELAY (a*b) -.071 .032 -.150 -.022
Model Path b SE z p CI (l) CI (u)
Y2, M1 MNWS → CIG (b) .135 .139 .970 .332 -.138 .408
ASI → CIG (c′) .002 .011 .152 .880 -.021 .024
ASI → CIG (c) .003 .011 .304 .761 -.019 .025
ASI → MNWS → CIG (a*b) .002 .002 -.001 .008

Y2, M2 QSU-T → CIG (b) .227 .146 1.55 .122 -.060 .514
ASI → CIG (c′) .001 .011 .004 .999 -.022 .022
ASI → CIG (c) .004 .011 .314 .754 -.018 .025
ASI → QSU-T → CIG (a*b) .003 .003 -.001 .011

Note. N = 258 in all models. In a simple mediation model, the impact of X on Y is considered a total effect (path c), interpreted as the expected amount by which two cases that differ by one unit on X are expected to differ on Y, which may occur directly or indirectly. The direct effect of X (path c′) is interpreted as the part of the effect of X on Y that is independent of the pathway through M. The indirect effect (product of path a and b) is interpreted as the amount by which two cases who differ by one unit on X are expected to differ on Y through X′s effect on M, which in turn affects Y. This is the test of mediation (the effect of X on Y through M) or the difference between the total and direct effects (a*b = c – c′). The statistical strategy utilized here (as recommended by Hayes, 2009; Preacher & Hayes, 2004) allows for estimation and significance testing of the indirect effect, through bootstrapping, which generates an empirical representation of the sampling distribution of the indirect effect, from which a confidence interval can be generated. Please see Hayes (2009) for a more comprehensive overview. The standard error and 95% CI for a*b are obtained by bootstrapping with 10,000 re-samples. ASI (anxiety sensitivity) is the independent variable (X); MNWS (abstinence-induced nicotine withdrawal; M1) and QSU-T (abstinence-induced smoking urges, total score; M2) are the mediators; and DELAY (abstinence-induced time delay to RA T; Y1) and CIG (change in cigarettes smoked: 0 = no change in cigarettes smoked from non-abstinent to abstinent RAT; 1 = increase in smoking during abstinent RAT relative to non-abstinent; Y2) are the outcomes. Covariates in all models included gender, FTND, CES-D, and the non-abstinent measure of the mediator (either MNWS or QSU-T) and non-abstinent outcome measure (time delay to smoking). CI (l) = lower bound of a 95% confidence interval; CI (u) = upper bound; → = predicts.