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Douglas G Altman a Cancer
Research UK Medical Statistics Group, Centre for Statistics in
Medicine, Institute for Health Sciences, Oxford OX3 7LF, b Department of Public Health Sciences, St George's
Hospital Medical School, London SW17 0RE Correspondence
to: D G Altman doug.altman@cancer.org.uk
| The first 150 words of the full text of this article appear below. |
We often want to compare two estimates of the same quantity derived from separate analyses. Thus we might want to compare the treatment effect in subgroups in a randomised trial, such as two age groups. The term for such a comparison is a test of interaction. In earlier Statistics Notes we discussed interaction in terms of heterogeneity of treatment effect.1-3 Here we revisit interaction and consider the concept more generally.
The comparison of two estimated quantities, such as means or
proportions, each with its standard error, is a general method that can
be applied widely. The two estimates should be independent, not
obtained from the same individuals
examples are the results from
subgroups in a randomised trial or from two independent studies. The
samples should be large. If the estimates are E1
and E2 with standard errors
SE(E1) and SE(E2), then
the difference
d=E1
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