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PMID: 4061442 Published · ppublish English Journal Article Research Support, Non-U.S. Gov't

The problem of multiple inference in studies designed to generate hypotheses.

American journal of epidemiology ·Vol. 122 ·No. 6 ·1985-12-00 ·Pages 1080-95

Thomas DC, Siemiatycki J, Dewar R, Robins J, Goldberg M, Armstrong BG

Abstract

Epidemiologic research often involves the simultaneous assessment of associations between many risk factors and several disease outcomes. In such situations, often designed to generate hypotheses, multiple univariate hypothesis-testing is not an appropriate basis for inference. The number of true positive associations in a collection of many associations can be estimated by comparing the observed distribution of p values for the positive associations to a theoretical uniform distribution, or to the observed distribution of negative associations, or to an empiric randomization distribution. None of these approaches, however, will distinguish the true from the false positive associations. Various criteria for selecting a subset of associations to report are considered by the authors, including Bonferoni adjustment of p values, splitting the sample for searching and testing, Bayesian inference, and decision theory. The authors prefer an approach in which all associations in the data are reported, whether significant or not, followed by a ranking in order of priority for investigation using empirical Bayes techniques. Methods are illustrated by application to preliminary data from a study aimed at identifying hitherto unsuspected occupational carcinogens.

MeSH Terms
Bayes Theorem Biometry Epidemiology Humans Neoplasms/chemically induced Occupational Diseases/chemically induced Random Allocation
Authors & Affiliations
6 authors, click to expand affiliations / ORCID
Thomas D C
Siemiatycki J
Dewar R
Robins J
Goldberg M
Armstrong B G
Article Info
Journal
American journal of epidemiology
Abbr.
Am J Epidemiol
ISSN
0002-9262
Published
1985-12-00
Pages
1080-95
Language
English
Region
United States
NLM ID
7910653
Subset
IM
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