Sangam: A Confluence of Knowledge Streams

Causal Inference with Measurement Errors: with Applications to Experimental and Observational Studies

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dc.contributor Yamamoto, Teppei
dc.contributor Massachusetts Institute of Technology. Department of Political Science
dc.creator Liu, Shiyao
dc.date 2022-02-07T15:28:26Z
dc.date 2022-02-07T15:28:26Z
dc.date 2021-09
dc.date 2021-12-08T20:11:19.149Z
dc.date.accessioned 2023-03-01T07:20:39Z
dc.date.available 2023-03-01T07:20:39Z
dc.identifier https://hdl.handle.net/1721.1/140173
dc.identifier.uri http://localhost:8080/xmlui/handle/CUHPOERS/275688
dc.description Measurement errors cause problems in causal inference. However, except for canonical cases, researchers rarely realize the existence of measurement errors in their studies. As a result, they sometimes fail to adjust for them. By combining tools drawn from the literature on machine learning, causal inference, and measurement errors, this dissertation illustrates the existence of measurement errors in these seemingly unrelated scenarios and further develops new frameworks and methods to mitigate their impacts on causal estimations. The first chapter shows that the inability of investigators to fully observe the treatment take-up status of a respondent in an experiment is equivalent to a measurement error for the treatment indicator. Such errors prevent researchers from a correct estimation for average treatment effects. The new framework considers whether a unit is a complier as a latent variable, and subsequently estimates the probability of a respondent being a complier with a Gaussian mixture model, such that researchers can recover the treatment effect despite the measurement error. The second chapter is motivated by the fact that the estimation of causal quantities with the treatment variable predicted by a machine-learning model is problematic because the prediction error will translate into a measurement error. Under the overarching theme of measurement errors, this chapter develops new methods to mitigate the bias caused by these errors on causal estimation and show the effectiveness of these methods via simulations and validation examples. The third chapter, by adopting a data-driven theory discovery technique, proposes the hypothesis that the local government in China is more likely to respond if the petitioner sends a credible signal to the government that she is an insider. It further tests this hypothesis with an active-labeling-enhanced semi-supervised learning algorithm as proposed in this dissertation.
dc.description Ph.D.
dc.format application/pdf
dc.publisher Massachusetts Institute of Technology
dc.rights In Copyright - Educational Use Permitted
dc.rights Copyright MIT
dc.rights http://rightsstatements.org/page/InC-EDU/1.0/
dc.title Causal Inference with Measurement Errors: with Applications to Experimental and Observational Studies
dc.type Thesis


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