2020
DOI: 10.1177/1536867x20953572
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Causal mediation analysis in instrumental-variables regressions

Abstract: In this article, we describe the use of ivmediate, a new command to estimate causal mediation effects in instrumental-variables settings using the framework developed by Dippel et al. (2020, unpublished manuscript). ivmediate allows estimation of a treatment effect and the share of this effect that can be attributed to a mediator variable. While both treatment and mediator can be potentially endogenous, a single instrument suffices to identify both the causal treatment and the mediation effects.

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Cited by 93 publications
(70 citation statements)
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References 11 publications
(19 reference statements)
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“…improved OFSP nutrition knowledge in our case). Following Hicks and Tingley (2011); Imai et al (2011) andDippel, Ferrara andHeblich (2020), let M(t) denote the potential value of the mediator under treatment status T = t. Similarly, let Y (t, m) be the potential outcome (i.e. OFSP adoption and consumption in our case) if the treatment and mediating indicators assume t and m, respectively.…”
Section: Causal Mediation Analysismentioning
confidence: 99%
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“…improved OFSP nutrition knowledge in our case). Following Hicks and Tingley (2011); Imai et al (2011) andDippel, Ferrara andHeblich (2020), let M(t) denote the potential value of the mediator under treatment status T = t. Similarly, let Y (t, m) be the potential outcome (i.e. OFSP adoption and consumption in our case) if the treatment and mediating indicators assume t and m, respectively.…”
Section: Causal Mediation Analysismentioning
confidence: 99%
“…where t = 0;1 indicating treatment status. Equation (3) shows that fixing T = t, the IE measures the expected change in Y when the value of the mediator changes from M(t 0 ) to M(t 1 ), while the DE is simply the share of the TE that does not operate through M. That is, fixing T = t, IE(t) measures the change in Y corresponding to a change in the mediator from the value that would be realised under the counterfactual condition, M(t 0 ), to the value that would be observed under the treatment condition, M(t 1 ) (Dippel, Ferrara and Heblich, 2020;Hicks and Tingley, 2011;Imai et al, 2011). Thus, the IE will be zero when the treatment has no effect on the mediator so that E[M(t 1 ) − M(t 0 )] = 0.…”
Section: Causal Mediation Analysismentioning
confidence: 99%
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“…We again instrument for ΔRD i as in (1). As we do not have separate instruments to address the possible endogeneity of our potential causal channels in ( 7), we first assume them to be exogenous, then also use Dippel et al (2020) causal mediation analysis under the Stata IVMediate module. Causal mediation analysis decomposes the effect of ΔRD i on ΔLnGRDP i into a direct and indirect effect via a single causal channel when both the treatment and channel are potentially endogenous, using only a single instrument for both.…”
Section: Data and Estimation Strategymentioning
confidence: 99%
“…As a robustness check for Step 3, we allow for endogeneity of our potential causal channels along with ΔRD i without new instruments using Dippel et al (2020) causal mediation analysis. As mentioned, this approach jointly estimates the indirect effect of an ΔRD i measure on ΔLnGRDP i via one causal channel at a time (using only a single abundance instrument), as well as ΔRD i s direct effect net of that indirect effect, which combine as a total effect.…”
Section: Step Twomentioning
confidence: 99%