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The Effects of State Medicaid Expansions on Mortality: Evidence from a Synthetic Control Design
We contribute to the literature on the effect of Medicaid on mortality by employing a synthetic control design, a data-driven procedure that uses as the control group the weighted average of non-expansion states that most closely resembles the pre-intervention mortality levels and trends of expansion states. The intuition is that a combination of units often provides a better comparison for the unit exposed to the intervention than any single unit alone, resulting in more reasonable counterfactuals of mortality rates in treated states in the absence of the expansion. An additional advantage of the synthetic control design is that p-values are computed through permutation tests that check for the possibility of obtaining large effects merely by chance. We also contribute by studying a larger number of treated states than Sommers et al. (2012) (seven compared to three) and by distinguishing between short- and long-run effects.
In contrast to Sommers et al. (2012), we do not conclude that Medicaid expansions reduce mortality. In one of the seven treated states (New York), mortality drops by a qualitatively large amount relative to the synthetic control group after the Medicaid expansion, but the effect is not statistically significant at conventional levels when p-values are computed using the permutation tests. In another state (New Mexico), we actually observe a statistically significant increase in mortality relative to the control group after the Medicaid expansion. In the other five states, the effects are generally small and insignificant. We test for impacts out to ten years post-expansion, so the lack of evidence that Medicaid reduces mortality does not appear to be due to an insufficient amount of time after treatment for deaths to be averted.