Literature DB >> 35308969

State of the Art Causal Inference in the Presence of Extraneous Covariates: A Simulation Study.

Raluca Cobzaru1,2, Sharon Jiang1,2, Kenney Ng1,3, Stan Finkelstein1,2, Roy Welsch1,2, Zach Shahn1,3.   

Abstract

The central task of causal inference is to remove (via statistical adjustment) confounding bias that would be present in naive unadjusted comparisons of outcomes in different treatment groups. Statistical adjustment can roughly be broken down into two steps. In the first step, the researcher selects some set of variables to adjust for. In the second step, the researcher implements a causal inference algorithm to adjust for the selected variables and estimate the average treatment effect. In this paper, we use a simulation study to explore the operating characteristics and robustness of state-of-the-art methods for step two (statistical adjustment for selected variables) when step one (variable selection) is performed in a realistically sub-optimal manner. More specifically, we study the robustness of a cross-fit machine learning based causal effect estimator to the presence of extraneous variables in the adjustment set. The take-away for practitioners is that there is value to, if possible, identifying a small sufficient adjustment set using subject matter knowledge even when using machine learning methods for adjustment. ©2021 AMIA - All rights reserved.

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Year:  2022        PMID: 35308969      PMCID: PMC8861734     

Source DB:  PubMed          Journal:  AMIA Annu Symp Proc        ISSN: 1559-4076


  14 in total

1.  A structural approach to selection bias.

Authors:  Miguel A Hernán; Sonia Hernández-Díaz; James M Robins
Journal:  Epidemiology       Date:  2004-09       Impact factor: 4.822

2.  Estimating causal effects from epidemiological data.

Authors:  Miguel A Hernán; James M Robins
Journal:  J Epidemiol Community Health       Date:  2006-07       Impact factor: 3.710

3.  Variable selection for propensity score models.

Authors:  M Alan Brookhart; Sebastian Schneeweiss; Kenneth J Rothman; Robert J Glynn; Jerry Avorn; Til Stürmer
Journal:  Am J Epidemiol       Date:  2006-04-19       Impact factor: 4.897

4.  Doubly robust estimation in missing data and causal inference models.

Authors:  Heejung Bang; James M Robins
Journal:  Biometrics       Date:  2005-12       Impact factor: 2.571

5.  Doubly robust estimation of causal effects.

Authors:  Michele Jonsson Funk; Daniel Westreich; Chris Wiesen; Til Stürmer; M Alan Brookhart; Marie Davidian
Journal:  Am J Epidemiol       Date:  2011-03-08       Impact factor: 4.897

6.  Implementation of G-computation on a simulated data set: demonstration of a causal inference technique.

Authors:  Jonathan M Snowden; Sherri Rose; Kathleen M Mortimer
Journal:  Am J Epidemiol       Date:  2011-03-16       Impact factor: 4.897

7.  Implications of M bias in epidemiologic studies: a simulation study.

Authors:  Wei Liu; M Alan Brookhart; Sebastian Schneeweiss; Xiaojuan Mi; Soko Setoguchi
Journal:  Am J Epidemiol       Date:  2012-10-25       Impact factor: 4.897

8.  National Trends in Statin Use and Expenditures in the US Adult Population From 2002 to 2013: Insights From the Medical Expenditure Panel Survey.

Authors:  Joseph A Salami; Haider Warraich; Javier Valero-Elizondo; Erica S Spatz; Nihar R Desai; Jamal S Rana; Salim S Virani; Ron Blankstein; Amit Khera; Michael J Blaha; Roger S Blumenthal; Donald Lloyd-Jones; Khurram Nasir
Journal:  JAMA Cardiol       Date:  2017-01-01       Impact factor: 14.676

9.  Principles of confounder selection.

Authors:  Tyler J VanderWeele
Journal:  Eur J Epidemiol       Date:  2019-03-06       Impact factor: 8.082

10.  G-computation, propensity score-based methods, and targeted maximum likelihood estimator for causal inference with different covariates sets: a comparative simulation study.

Authors:  Arthur Chatton; Florent Le Borgne; Clémence Leyrat; Florence Gillaizeau; Chloé Rousseau; Laetitia Barbin; David Laplaud; Maxime Léger; Bruno Giraudeau; Yohann Foucher
Journal:  Sci Rep       Date:  2020-06-08       Impact factor: 4.379

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