Hilton, Anthony and Armstrong, Richard A. (2007). Statnote 9: The one-way analysis of variance (random effects model). Microbiologist, 2007 , pp. 40-41.
Abstract
There is an alternative model of the 1-way ANOVA called the 'random effects' model or ‘nested’ design in which the objective is not to test specific effects but to estimate the degree of variation of a particular measurement and to compare different sources of variation that influence the measurement in space and/or time. The most important statistics from a random effects model are the components of variance which estimate the variance associated with each of the sources of variation influencing a measurement. The nested design is particularly useful in preliminary experiments designed to estimate different sources of variation and in the planning of appropriate sampling strategies.
Divisions: | College of Health & Life Sciences > School of Biosciences College of Health & Life Sciences > Chronic and Communicable Conditions College of Health & Life Sciences College of Health & Life Sciences > School of Optometry > Optometry College of Health & Life Sciences > School of Optometry > Optometry & Vision Science Research Group (OVSRG) College of Health & Life Sciences > School of Optometry > Vision, Hearing and Language College of Health & Life Sciences > Clinical and Systems Neuroscience |
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Uncontrolled Keywords: | 1-way ANOVA,random effects model,nested design,degree of variation,sources of variation |
Publication ISSN: | 1479-2699 |
Last Modified: | 29 Oct 2024 16:22 |
Date Deposited: | 19 Aug 2019 09:32 |
Full Text Link: | |
Related URLs: |
http://issuu.co ... cs/micro_june07
(Publisher URL) |
PURE Output Type: | Article |
Published Date: | 2007-06 |
Authors: |
Hilton, Anthony
(
0000-0001-8025-5270)
Armstrong, Richard A. ( 0000-0002-5046-3199) |