2006
DOI: 10.1207/s15327906mbr4103_5
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A Comparison of Single Sample and Bootstrap Methods to Assess Mediation in Cluster Randomized Trials

Abstract: A Monte Carlo study examined the statistical performance of single sample and bootstrap methods that can be used to test and form confidence interval estimates of indirect effects in two cluster randomized experimental designs. The designs were similar in that they featured random assignment of clusters to one of two treatment conditions and included a single intervening variable and outcome, but they differed in whether the mediator was measured at the participant or site level. A bias-corrected bootstrap had… Show more

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Cited by 119 publications
(115 citation statements)
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“…Compared with traditional approaches for testing mediation, which are inappropriate for nested data (22), the PRODCLIN method provides more power and more accurate type I error rates for single-level and multilevel designs (23)(24)(25). As predicted, the indirect path through aggressive impulses was statistically significant because the 95% CI (−0.003 to −0.0002) excluded the value zero.…”
Section: Resultsmentioning
confidence: 85%
“…Compared with traditional approaches for testing mediation, which are inappropriate for nested data (22), the PRODCLIN method provides more power and more accurate type I error rates for single-level and multilevel designs (23)(24)(25). As predicted, the indirect path through aggressive impulses was statistically significant because the 95% CI (−0.003 to −0.0002) excluded the value zero.…”
Section: Resultsmentioning
confidence: 85%
“…The MC method was first applied to the mediation context by MacKinnon et al (2004) and is closely related to the empirical-M method (MacKinnon et al, 2002(MacKinnon et al, , 2004Pituch & Stapleton, 2008;Pituch et al, 2006;Pituch, Whittaker, & Stapleton, 2005), especially as generalized by Williams and MacKinnon (2008) to cases beyond single-mediator models. The MC method relies on the assumption that the parameters a and b have a joint normal sampling distribution, with parameters supplied by (often, but not necessarily) maximum likelihood estimates from the fitted parametric model:…”
Section: The Monte Carlo Methodsmentioning
confidence: 99%
“…The RB bootstrap has been used to assess mediation in multilevel models (Pituch, Stapleton, & Kang, 2006) but has only recently been suggested for use in the more common single-level mediation models (Zhang & Wang, 2008). The version of the RB bootstrap used in our simulation is identical to that of Zhang and Wang and similar to that of Pituch et al, except that residuals were obtained via bootstrapping rather than through Monte Carlo simulation.…”
Section: Residual-based Bootstrapmentioning
confidence: 99%
“…A bias-corrected residual-based bootstrap method was implemented in SAS by Pituch et al (2006) for the conflated model for 2-1-1 data. However, as of this writing, there is no software that can perform both MSEM and the nonparametric bootstrap.…”
Section: Implementation Issuesmentioning
confidence: 99%
“…For example, some authors have discussed models in which the independent variable X, mediator M, and dependent variable Y all are measured at Level 1 of a two-level hierarchy (a 1-1-1 design, adopting notation proposed by Krull & MacKinnon, 2001), 1 and slopes either are fixed (Pituch, Whittaker, & Stapleton, 2005) or are permitted to vary across Level-2 units (Bauer, Preacher, & Gil, 2006;Kenny, Korchmaros, & Bolger, 2003). Other mediation models have also been examined, including mediation in 2-2-1 designs, in which both X and M are assessed at the group level (Krull & MacKinnon, 2001;Pituch, Stapleton, & Kang, 2006), and mediation in 2-1-1 designs, in which only X is assessed at the group level (Krull & MacKinnon, 1999Pituch & Stapleton, 2008;Raudenbush & Sampson, 1999).Each of these approaches from the MLM literature was suggested in response to the need to estimate a particular model to test a mediation hypothesis in a specific design. However, the MLM paradigm is unable to accommodate simultaneous estimation of a 1 We slightly alter the purpose of Krull and MacKinnon's (2001) notation to refer to data collection designs rather than to models.…”
mentioning
confidence: 99%