Literature DB >> 18717233

Semi-Bayes and empirical Bayes adjustment methods for multiple comparisons.

Marine Corbin1, Milena Maule, Lorenzo Richiardi, Lorenzo Simonato, Franco Merletti, Neil Pearce.   

Abstract

Epidemiological studies often involve multiple comparisons, and may therefore report many "false positive" statistically significant findings simply because of the large number of statistical tests involved. Traditional methods ofadjustment for multiple comparisons, such as the Bonferroni method, may induce investigators to ignore potentially important findings, because they do not take account of the fact that some variables are of greater a priori interest than others. The Bonferroni method involves "adjustings all of the findings to take account of the number of comparisons involved even though the a priori evidence may be very strong for some exposures, but may be much weaker (or non-existent)for the other exposures being considered. Furthermore, the Bonferroni method only "adjusts" for estimates of statistical signficance (p-values) and does not "adjust" the effect estimates themselves (e.g. odds ratios and 95% CI). Empirical Bayes and semi-Bayes methods can enable the avoidance of numerous false positive associations, and can produce effect estimates that are, on the average, more valid. In this paper, we report on a research in which we applied these methods to a case-control study of occupational risk factors for lung cancer and tested their performance.

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Year:  2008        PMID: 18717233

Source DB:  PubMed          Journal:  Epidemiol Prev        ISSN: 1120-9763            Impact factor:   1.901


  1 in total

1.  Hierarchical regression for multiple comparisons in a case-control study of occupational risks for lung cancer.

Authors:  Marine Corbin; Lorenzo Richiardi; Roel Vermeulen; Hans Kromhout; Franco Merletti; Susan Peters; Lorenzo Simonato; Kyle Steenland; Neil Pearce; Milena Maule
Journal:  PLoS One       Date:  2012-06-11       Impact factor: 3.240

  1 in total

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