Examples
Worked examples
- Is an instance
A review of treatments for a chronic condition where Drug A has been trialed against placebo, Drug B against placebo, and Drug C against Drug A, but Drug B and Drug C have never been compared head-to-head. NMA uses placebo as the common comparator to estimate the indirect B-vs-C effect within the same model as the direct comparisons, and can rank all three drugs against each other using a single, internally consistent set of estimates.
- Is an instance
Health technology assessment (HTA) bodies, including the UK's National Institute for Health and Care Excellence (NICE), routinely commission network meta-analyses when appraising a new therapy against several existing treatment options for the same condition, since head-to-head trials rarely exist for every possible pair of competing treatments.
Counter-examples
Looks similar, but isn't
- Not an instance
A meta-analysis that pools trial results comparing only two interventions (e.g., Drug A vs. placebo across five trials) is a standard pairwise meta-analysis, not an NMA, regardless of whether it uses a fixed-effect or random-effects model — it has no indirect-evidence structure and involves only one comparison, not a network of interventions.
Editorial commentary
Network meta-analysis (NMA) — also called multiple-treatments meta-analysis or mixed-treatment comparison — extends conventional pairwise meta-analysis to situations where three or more interventions are of interest and not every pair of them has been tested against each other in a randomized controlled trial. Rather than running a separate pairwise meta-analysis for each pair that happens to have direct trial evidence, NMA combines all the trials into a single statistical model, using shared comparators (often placebo or a standard-of-care treatment) to bridge trials that never compared two treatments directly.
How NMA differs from pairwise meta-analysis
A standard pairwise meta-analysis, as covered in CASRAI’s Systematic Review vs. Meta-Analysis comparison, statistically combines results from two or more studies that all compared the same two interventions (or an intervention against a common control). NMA is a distinct, more advanced technique layered on top of that same underlying logic of pooling effect sizes: it requires a connected network of trials spanning three or more interventions, and it produces estimates for treatment pairs that were never directly compared in any included trial, by routing the comparison through one or more common comparators. The Cochrane Handbook for Systematic Reviews of Interventions (Chapter 11) describes NMA as generalizing pairwise meta-analysis to allow simultaneous comparison of multiple interventions within one coherent analysis, rather than a series of disconnected pairwise pools. See CASRAI’s Cochrane Handbook entry for the broader methodological framework this sits within.
Direct evidence, indirect evidence, and the network
In NMA terminology, a network is typically visualized as a diagram of nodes (interventions) connected by edges (direct head-to-head comparisons available in the trial evidence). Direct evidence comes from trials that compared two interventions against each other. Indirect evidence is derived statistically, by combining the direct evidence for A-vs-C and B-vs-C to estimate the A-vs-B effect, even though no trial ever randomized patients directly to A vs. B. A network is only analyzable as an NMA if it is connected — every intervention needs to be linked, directly or indirectly, to every other intervention through some chain of shared comparators.
Transitivity and consistency
NMA’s validity depends on an assumption called transitivity: that the trials contributing indirect evidence are similar enough in patient characteristics, dosing, follow-up duration, and other effect modifiers that it is reasonable to route a comparison through a shared comparator. The statistical check for whether this assumption holds is called consistency — testing whether direct and indirect estimates for the same treatment pair, where both exist, actually agree. A significant direct-indirect disagreement (inconsistency) signals that the network may not be safely combinable and undermines confidence in the pooled NMA estimates.
What NMA output looks like
Beyond pairwise effect estimates for every intervention pair in the network, NMA is commonly used to produce a ranking of all included interventions from most to least effective (or safest), often summarized with a ranking metric such as SUCRA (surface under the cumulative ranking curve). These rankings are a distinguishing practical output of NMA that a standard pairwise meta-analysis, comparing only two interventions, cannot produce.
Where NMA is used
NMA is widely used in evidence synthesis for clinical guideline development and health technology assessment (HTA), where decision-makers need to compare several available treatment options for the same condition but head-to-head trials do not exist for every pair. HTA bodies use NMA results, alongside direct trial evidence, to inform reimbursement and treatment-guideline decisions when a fully head-to-head evidence base is unrealistic to generate. A dedicated reporting extension, PRISMA-NMA (Hutton et al., Annals of Internal Medicine, 2015), sets out checklist items specific to reporting systematic reviews that incorporate a network meta-analysis, extending the base PRISMA reporting standard with network-specific items such as reporting the network diagram, describing how the network was assembled, and reporting any assessment of inconsistency.
Related CASRAI resources
- Systematic Review vs. Meta-Analysis — the foundational comparison NMA builds on
- Forest Plot
- Effect Size
- Cochrane Handbook for Systematic Reviews of Interventions
- Research Study Types
Machine-readable encodings
Use in your systems
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