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Observational Data with a Continuous Exposure: Study Design and Data Analysis

Tuesday, February 15, 2022 - 11:00 to 12:00
Bo Zhang, PhD student, Department of Statistics and Data Science, The Wharton School, University of Pennsylvania
Statistics Seminar
Zoom

To join via Zoom: To join this seminar, please request Zoom connection details from headsec [at] stat.ubc.ca

Title: Observational Data with a Continuous Exposure: Study Design and Data Analysis

Abstract: Statisticians and empirical researchers encounter observational data with a continuous exposure, either a treatment exposure or an IV-defined exposure, on a daily basis. Simple, ad-hoc methods that dichotomize the continuous exposure typically render the potential outcomes ill-defined, and obliterate the rich information contained in the original, continuous exposure. The current state-of-the-art study design approach to observational data with a continuous exposure is a technique called nonbipartite pair match; the method has enjoyed much success in empirical studies but suffers from two major limitations. From a theoretical perspective, a pair match is not optimal among the class of all subclassifications. From a very practical perspective, the pair match design often discards certain study units to design two groups well-balanced on observed covariates while separate in the exposure dose. In this talk, we propose a novel nonbipartite full match design that successfully solves both limitations. There are two types of data analysis facilitated by the proposed study design: instrumental variable (IV) analysis and dose-response relationship analysis. We illustrate the IV analysis using our recent empirical work investigating the association between intraoperative TEE use in CABG surgery and 30-day mortality rate, and the dose-response relationship analysis using our recent work on the effect of social mobility during the first phased reopening last year on subsequent Covid-19-related public health outcomes.

Parts of the talk are based on the following papers:

Application: https://www.onlinejase.com/article/S0894-7317(21)00029-8/fulltext

Statistical Methodology:  https://arxiv.org/pdf/2012.07182.pdf and  https://arxiv.org/pdf/2011.06917.pdf