Elsevier

The Lancet

Volume 351, Issue 9096, 10 January 1998, Pages 123-127
The Lancet

Series
Summing up evidence: one answer is not always enough

https://doi.org/10.1016/S0140-6736(97)08468-7Get rights and content

Summary

Are meta-analyses the brave new world, or are the critics of such combined analyses right to say that the biases inherent in clinical trials make them uncombinable? Negative trials are often unreported, and hence can be missed by meta-analysts. And how much heterogeneity between trials is acceptable? A recent major criticism is that large randomised trials do not always agree with a prior meta-analysis. Neither individual trials nor meta-analyses, reporting as they do on population effects, tell how to treat the individual patient. Here we take a more rounded approach to meta-analyses, arguing that their strengths outweigh their weaknesses, although the latter must not be brushed aside.

Section snippets

Heterogeneity

The growth of meta-analysis has not been unchallenged. Critics have voiced mixed enthusiasm or objections to the principle of combining data. Some worry about combining studies with different degrees of bias: studies of different quality may reach different conclusions3 and studies with negative results may not be published.4 However, these biases permeate all clinical research, not just meta-analysis and, in fact, careful meta-analysis can help to identify these problems. One major controversy

Models of fixed and random effects

Most meta-analyses have asked how well a treatment works overall. This is also what trials traditionally ask. When the combined trials are a homogeneous set designed to answer the same question in the same population, a fixed-effects model, in which the estimated treatment effects vary across studies only from random error, is appropriate.10 To assess homogeneity, heterogeneity is often tested, based on the X2 distribution, but this method lacks power. When heterogeneity is detected, the

Meta-regressions

Meta-regressions have been used to suggest reasons for observed heterogeneity.27 As in any regression analysis, meta-regressions attempt to identify significant relations between the treatment effect (the dependent variable) and covariates of interest (the independent variables). Whereas in trials the unit of observation is the individual patient, in meta-regressions the unit of observation is the study or subgroup. From that perspective the only major difference between meta-analyses and

Conclusions

Given the problems, it is perhaps surprising that meta-analyses have agreed quite well with large trials addressing a similar “homogeneous” question.22, 24 Clinical trials and meta-analyses mostly have addressed the question of how well a treatment works overall. Both of these approaches, while useful in estimating a population effect, do not show how to treat individuals.

Patients may respond differently to treatment. To address this diversity, meta-analysis needs to evolve from deterministic

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