The five downgrading domains
For randomized evidence, certainty starts high and is downgraded for problems in any of five domains. Each domain is a structured question about the body of evidence, and the judgments from earlier chapters feed directly into them.
- Risk of bias: are the studies' internal validity safeguards — randomization, allocation concealment, blinding, complete follow-up — actually intact?
- Inconsistency: do the studies agree, or is there unexplained heterogeneity?
- Indirectness: do the population, intervention, comparator, and outcome match the question you are trying to answer?
- Imprecision: is the confidence interval narrow enough to support a decision, or does it include both meaningful benefit and meaningful harm?
- Publication bias: is the set of studies likely to be a biased sample of all studies conducted?
Applying the domains to a body of evidence
Suppose a systematic review of eight randomized trials finds that a drug reduces the risk of a composite cardiovascular outcome, with a pooled relative risk of 0.85 and a confidence interval of 0.78 to 0.93. The trials are generally well conducted, but two have unclear allocation concealment, the I-squared is 60 percent, and the funnel plot is asymmetric. Working through the domains: risk of bias is downgraded once for the two unclear trials; inconsistency is downgraded once for the unexplained heterogeneity; publication bias is downgraded once for the funnel asymmetry; indirectness is not downgraded because the population and outcome match the question; imprecision is not downgraded because the interval is narrow and excludes no effect. Three downgrades from high gives a rating of low certainty. The recommendation that follows would have to acknowledge that the true effect could be appreciably different from the estimate.
Certainty is not the same as effect size
A high-certainty rating means we are confident the effect is close to the estimate; it does not mean the effect is large or clinically important. A large effect estimated with low certainty and a small effect estimated with high certainty are both possible, and they call for different recommendations. Keep the two judgments separate.