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Menzies importance-sampling EVSI estimator

Methodpeer-reviewed✓ Source-grounded

This method efficiently estimates how much value a future study might add in terms of reducing uncertainty in health economic models, without requiring many complex calculations.

At a glance

Use when

Estimating EVSI in complex health economic models with limited computational budget; when study designs vary and rapid iteration is needed

Avoid when

Study evidence is very strong and only Algorithm 1 is used; when prior samples are insufficiently diverse to support reweighting

Inputs

Prior parameter samples from probabilistic sensitivity analysis, hypothetical study data or design, model outcomes

Outputs

Expected value of sample information (EVSI), reweighted posterior parameter distributions

How it works

A method to estimate the expected value of sample information (EVSI) using importance sampling by reweighting prior parameter draws to approximate posterior distributions given hypothetical study data. Algorithm 1 provides a fast EVSI estimate with minimal model evaluations; Algorithm 2 improves accuracy using smoothing. Both outperform conventional 2-level Monte Carlo and Brennan-Kharroubi methods in RMSE and computational efficiency.

HTA domains
Costs & Economic Evaluation
Assumptions
Prior parameter samples are representative; hypothetical study data can be summarized in a likelihood function; model linearity or smoothness supports smoothing in Algorithm 2
Strengths
Dramatically reduces computational burden (3-4 orders of magnitude fewer model evaluations); applicable to complex models; integrates with standard probabilistic sensitivity analysis; improved accuracy over alternatives in most scenarios
Limitations
Performance degrades with strong study evidence (Algorithm 1 underestimates EVSI); accuracy depends on sufficient outer-loop sample size; smoothing (Algorithm 2) may introduce bias in non-smooth models
Also known as
Menzies EVSI estimator, importance-sampling EVSI

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