Table 1.
Type of Mediation Model Used in Analysis |
||||||
---|---|---|---|---|---|---|
Study | Sensitivity analysis | Effect sizes for sensitivity perameter | One mediator | Two parallel mediators | Sequential mediators | Statistical moduling |
Single level (independent) data | ||||||
Cox et al.(2013) | Yes | Yes | X→M→Y | SEM | ||
Daniel et al. (2015) | Yes | X→M1→M2→M3→Y | ||||
Harring et al. (2017) | Yes | No | X→M→Y | X→M1→M2→Y | SEM | |
Imai, Keele, & Tingley (2010) | Yes | Yes | X→M→Y | GLM | ||
Imai and Yamamato (2013) | Yes | Yes | X→(M1⊥M2)→Y | X→M1→M2→Y | GLM | |
Velante et al. (2017) | Yes | Yes | X→M→Y | SEM | ||
Multilevel (correlated) data | ||||||
Bind et al. (2016) | No | Within X→M→Y | Generalized mixed model | |||
Talloen et al. (2016) | Yesa | Yes | Within X→M→Y | Fixed effects and Linear mixed model | ||
Tofighi and Kelly (2016) | Yes | Yes | Both Between and Within X→M→Y | SEM | ||
Current study | Yes | Yes | BetweenX→(M1↔M2)→Y | SEM |
Note. GLM= generalized linear model; SEM=structural equation model. X, M, and Y denote independent, mediator, and outcome variables. The parentheses around the mediators identify parallel mediators. Symbol ⊥ indicates that the parallel mediators are independent and symbol ↔ indicates the parallel mediators are correlated.
Used sensitivity analysis by Imai et al. (2010).