Publication related to RSI or an RSI staff member

On the use of historical control data to estimate dose response trends in quantal bioassay.

New tests for trend in proportions, in the presence of historical control data, are proposed. One such test is a simple score statistic based on a binomial likelihood for the “current” study and beta-binomial likelihoods for each historical control series. A closely related trend statistic based on estimating equations is also proposed. Trend statistics that allow overdispersed proportions in the current study are also developed, including a version of Tarone’s (1982, Biometrics 38, 215-220) test that acknowledges sampling variation in the beta distribution parameters, and a trend statistic based on estimating equations. Each such trend test is evaluated with respect to size and power under both binomial and beta-binomial sampling conditions for the current study, and illustrations are provided.

Authors

  • Prentice, R L, Prentice RL, Division of Public Health Sciences, Fred Hutchinson Cancer Research Center, Seattle, Washington 98104.

  • Smythe, R T, Smythe RT,

  • Krewski, D, Krewski D,

  • Mason, M, Mason M,

YEAR OF PUBLICATION: 1992
SOURCE: Biometrics. 1992 Jun;48(2):459-78.
JOURNAL TITLE ABBREVIATION: Biometrics
JOURNAL TITLE: Biometrics
ISSN: 0006-341X (Print) 0006-341X (Linking)
VOLUME: 48
ISSUE: 2
PAGES: 459-78
PLACE OF PUBLICATION: England
ABSTRACT:
New tests for trend in proportions, in the presence of historical control data, are proposed. One such test is a simple score statistic based on a binomial likelihood for the "current" study and beta-binomial likelihoods for each historical control series. A closely related trend statistic based on estimating equations is also proposed. Trend statistics that allow overdispersed proportions in the current study are also developed, including a version of Tarone's (1982, Biometrics 38, 215-220) test that acknowledges sampling variation in the beta distribution parameters, and a trend statistic based on estimating equations. Each such trend test is evaluated with respect to size and power under both binomial and beta-binomial sampling conditions for the current study, and illustrations are provided.
LANGUAGE: eng
DATE OF PUBLICATION: 1992 Jun
DATE COMPLETED: 19920901
DATE REVISED: 20121115
MESH DATE: 1992/06/01 00:01
EDAT: 1992/06/01 00:00
STATUS: MEDLINE
PUBLICATION STATUS: ppublish
OWNER: NLM

Related RSI Experts

Daniel Krewski

Chief Risk Scientist

Dr. Daniel Krewski is Chief Risk Scientist and co-founder of Risk Sciences International (RSI), a firm established in 2006 to bring evidence-based, multidisciplinary expertise to the challenge of understanding, managing, and communicating risk. As RSI’s inaugural CEO and long-time scientific...
Read More about Daniel Krewski