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MENTAL MODEL · M9411

Heterogeneity Test

Heterogeneity Test
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Updated 2026-08-15

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INTRODUCTION

English translation pending.

CORE DEFINITION

A heterogeneity test in meta-analysis examines whether the effect sizes reported by separate studies vary more than chance would explain. The Q statistic tests for the presence of such variation, and I squared reports the proportion of total variability attributable to it rather than to sampling error. The core proposition is that pooling is only meaningful when the studies estimate a common effect, so heterogeneity must be assessed before any combined estimate is reported. The key qualification is that statistical homogeneity does not establish clinical homogeneity, since studies may measure the same number while differing in population, dose or outcome definition.

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- Test Before Pooling: check heterogeneity before reporting any combined effect estimate. - Quantify The Spread: use Q and I squared to see how much variation is real rather than sampling noise. - Explain The Variation: if heterogeneity is high, look for differences in population, method or setting.

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Each study estimates an effect with its own sampling error, so some spread between results is expected even when the underlying effect is identical. Heterogeneity statistics compare the observed spread with that expected baseline. When observed variance greatly exceeds it, something other than chance differs across the studies, and a single pooled number would average away a real distinction rather than summarise it.

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    en.wikipedia.orghttps://en.wikipedia.org/wiki/Study_heterogeneityZH · Explicit
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