Mediation Analysis: Conceptualization, Interpretation, and Reporting Mediation using SmartPLS
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A mediator carries the influence of an independent variable to a dependent variable through a causal chain (IV → MV → DV).
Briefing
Mediation analysis centers on a causal chain: an independent variable (IV) influences a mediator (MV), and that mediator then drives the dependent variable (DV). In practical terms, the IV may not affect the DV directly; instead, its impact is transmitted through the mediator. This matters because it distinguishes “how” an effect happens (the mechanism) from simply whether an effect exists.
A mediator variable is defined as the variable that explains the relationship between IV and DV—specifically, it carries the influence of IV to DV. When the IV’s effect on the DV shrinks after the mediator is added to the model, that pattern signals mediation. The transcript lays out the conditions typically used to justify mediation: (1) IV significantly affects the mediator, (2) IV significantly affects the DV when the mediator is absent, (3) the mediator has a significant unique effect on the DV, and (4) the direct effect of IV on DV becomes smaller once the mediator is included.
The framework uses a path model with three core quantities. The total effect (labeled C) is the IV → DV relationship without the mediator. Once the mediator is included, the direct effect becomes C′ (IV → DV controlling for the mediator), and the indirect effect is the product of paths A and B (IV → MV times MV → DV). If the indirect effect (A×B) is significant, mediation is present. If both indirect and direct effects are significant, the result is partial mediation; if the direct effect is insignificant but the indirect effect is significant, the result is complete mediation; if the indirect effect is insignificant, there is no mediation.
A concrete example is provided: servant leadership (SL) is treated as the IV, career satisfaction (CS) as the mediator, and life satisfaction (LS) as the DV. The reported path results show that SL significantly predicts CS (path A is significant) and CS significantly predicts LS (path B is significant). However, when CS is included, the direct effect of SL on LS becomes insignificant (C′ is insignificant), while the indirect effect through CS is significant. The transcript interprets this combination—significant total effect, significant indirect effect, and insignificant direct effect—as complete mediation, meaning the influence of servant leadership on life satisfaction is fully transmitted through career satisfaction.
For reporting, the transcript emphasizes using a structured template: state the mediating role, report the total effect (C), the direct effect (C′), and the indirect effect (A×B), along with statistical indicators such as beta coefficients, T values, p values, and bias-corrected confidence intervals. In the example, the total effect of SL on LS is reported as significant (beta 0.268; T 6.650; p < .1). With the mediator included, the direct effect becomes insignificant (beta 0.034; T 0.958; p 0.338), while the indirect effect via CS is significant (beta 0.234; T 7.336; p 0). The bias-corrected confidence interval for the indirect effect does not include zero, reinforcing that the mediation effect is statistically significant. The takeaway is that mediation reporting requires separating total, direct, and indirect effects and then classifying the mediation type based on which paths remain significant.
Cornell Notes
Mediation analysis tests whether an independent variable’s effect on a dependent variable runs through a mediator. The total effect (C) is the IV→DV relationship without the mediator; after adding the mediator, the direct effect becomes C′ (IV→DV controlling for the mediator), and the indirect effect is A×B (IV→MV times MV→DV). Mediation is supported when the indirect effect is significant. If C′ is insignificant but A×B is significant, the result is complete mediation; if both are significant, it is partial mediation. In the example, servant leadership affects life satisfaction through career satisfaction, with the direct path becoming insignificant once the mediator is included.
What exactly qualifies a variable as a mediator in a mediation model?
How do total effect, direct effect, and indirect effect differ in mediation analysis?
What statistical pattern indicates complete mediation versus partial mediation?
In the servant leadership → career satisfaction → life satisfaction example, why is the mediation labeled complete?
What elements should be included when reporting mediation results?
Review Questions
- In a mediation model, what does a significant indirect effect with an insignificant direct effect imply about the causal pathway?
- How are the quantities C, C′, and A×B used to classify mediation as complete, partial, or absent?
- What reporting details (coefficients, test statistics, confidence intervals) are necessary to justify mediation conclusions?
Key Points
- 1
A mediator carries the influence of an independent variable to a dependent variable through a causal chain (IV → MV → DV).
- 2
Mediation is indicated when the indirect effect (A×B) is significant and the IV’s direct effect on the DV changes after adding the mediator.
- 3
Total effect (C) is the IV→DV relationship without the mediator; direct effect (C′) is IV→DV controlling for the mediator.
- 4
Complete mediation occurs when the indirect effect is significant but the direct effect is insignificant; partial mediation occurs when both are significant.
- 5
No mediation is concluded when the indirect effect (A×B) is not significant.
- 6
Reporting should present total, direct, and indirect effects with beta/T/p values and bias-corrected confidence intervals, using the confidence interval to confirm whether zero is excluded.