Abstract:
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Increasingly, there is a marked interest in estimating causal effects under network interference due to the fact that interference can manifest itself in networked experiments. Moreover, network information generally is available only up to some level of error. We study the propagation of such errors to estimators of average causal effects under network interference. Specifically, assuming a four-level exposure model and Bernoulli random assignment of treatment, we characterize the impact of network noise on the bias and variance of standard estimators. In addition, we propose new estimators for bias reduction. This is joint work with Eric D. Kolaczyk and Daniel L. Sussman.
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