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Regression Coefficient Identification Decay in The Presence of Infrequent Classification Errors

Bibliographic Data

ID19319119
AuthorsBrent Kreider (Iowa State University, corresponding author)
Year2010
Volume92
Issue4
Pages1017-1023
Publication date2010-11-01
Open AccessNo
TypeARTICLE
VenueThe Review of Economics and Statistics (JOURNAL)
Journal identifiersISSN: 0034-6535 • E-ISSN: 1530-9142
PublisherMIT Press - Journals (PUBLISHER)
DOI10.1162/rest_a_00044
OpenAlexW2076046695
LanguageEN
Citations received4
References cited8

Recent evidence from Bound, Brown, and Mathiowetz (2001) and Black, Sanders, and Taylor (2003) suggests that reporting errors in survey data routinely violate all of the classical measurement error assumptions. The econometrics literature has not considered the consequences of fully arbitrary measurement error for identification of regression coefficients. This paper highlights the severity of the identification problem given the presence of even infrequent arbitrary errors in a binary regressor. In the empirical component, health insurance misclassification rates of less than 1.3% generate double-digit percentage point ranges of uncertainty about the variable's true marginal effect on the use of health services

Binary number · Econometrics · Identification (biology) · Observational error · Regression · Statistics · Global Health Care Issues · Healthcare Policy and Management · Mathematics · Primary Care and Health Outcomes

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    Open Access•Craig Gundersen, Brent Kreider•Journal of Health Economics•2009

  • Is deflation costly after all? The perils of erroneous historical classifications

    Open Access•Daniel Kaufmann•Journal of Applied Econometrics•2020

  • Difference‐in‐Differences With a Misclassified Treatment

    Open Access•Akanksha Negi, Digvijay S Negi•Journal of Applied Econometrics•2025

  • Identifying program benefits when participation is misreported

    Open Access•Denni Tommasi, Lina Zhang•Journal of Applied Econometrics•2024

  • Measurement Error Models

    Open Access•Wayne A Fuller•Measurement Error Models•1987

  • Confidence Intervals for Partially Identified Parameters

    Open Access•Guido W Imbens, Charles F Manski•Econometrica•2004

Citations per year0.24
Citation span2009 - 2025 (17)
Highly citedNo

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