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The mediation proportion, defined as the change in the effect of the exposure due to mediation by the mediator relative to the total effect, is a main parameter of interest when performing mediation analysis.
Finally, the mediation effect (ACME) is the total effect minus the direct effect (b1?b4, or 0.3961 - 0.0396 = 0.3565 ), which equals to a product of a coefficient of X in the second step and a coefficient of M in the last step (b2×b3, or 0.56102 * 0.6355 = 0.3565 ).
A mediator model decomposes the total effect, c , into the indirect effect, ab (product of the indirect paths a and b ) and the direct effect, c ' (with the effect of the mediator removed). The total effect can be describes as c = c' + ab , and hence the indirect effect as ab = c ? c'.
Mediation analysis requires one to report that the IV predicts the mediator and the DV, that the mediator predicts the DV, and that the link between the IV and the DV decreases when the mediator is controlled.
Mediation analysis requires one to report that the IV predicts the mediator and the DV, that the mediator predicts the DV, and that the link between the IV and the DV decreases when the mediator is controlled.