Confidence Intervals from Normalized Data: A correction to Cousineau (2005)
Richard D. Morey
- Vol. 4, Iss: 2, pp 61-64
TLDR
It is shown why this is the case and offered a simple correction that makes the expected size of Cousineau confidence intervals the same as that of Loftus and Masson confidence intervals.Abstract:
Presenting confidence intervals around means is a common method of expressing uncertainty in data. Loftus and Masson (1994) describe confidence intervals for means in within‐subjects designs. These confidence intervals are based on the ANOVA mean squared error. Cousineau (2005) presents an alternative to the Loftus and Masson method, but his method produces confidence intervals that are smaller than those of Loftus and Masson. I show why this is the case and offer a simple correction that makes the expected size of Cousineau confidence intervals the same as that of Loftus and Masson confidence intervals.read more
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References
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TL;DR: It is argued that to best comprehend many data sets, plotting judiciously selected sample statistics with associated confidence intervals can usefully supplement, or even replace, standard hypothesis-testing procedures.
Journal ArticleDOI
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