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Model averaging for structural uncertainty in health economic decision models (Jackson et al.)

Methodpeer-reviewed✓ Source-grounded

This method helps account for uncertainty in health economic models by combining results from multiple plausible model structures, rather than relying on a single model. It improves decision-making by considering different ways a disease or treatment might work.

At a glance

Use when

There is uncertainty about the correct model structure in a health economic evaluation, such as which covariates to include or how to model disease progression

Avoid when

Only one clear, well-justified model structure exists, or when computational resources are limited and model space is large

Inputs

Set of competing health economic model structures (e.g., different covariate models), data for model fitting, and a criterion for weighting (e.g., AIC, BIC)

Outputs

Weighted average of model predictions, quantification of uncertainty due to model structure, improved cost-effectiveness estimates

How it works

The method addresses structural uncertainty in health economic decision models by applying model averaging techniques, where competing model structures (e.g., different covariate specifications) are combined using weights derived from model assessment criteria. The paper compares asymptotically consistent criteria like the Bayesian Information Criterion (BIC) with predictive ability measures like Akaike's Information Criterion (AIC), advocating for the latter due to its better performance in predicting complex health processes such as disease progression and treatment response. The approach is demonstrated in a case study comparing two surgical techniques for abdominal aortic aneurysm repair.

HTA domains
Clinical Effectiveness, Costs & Economic Evaluation
Assumptions
The set of candidate models includes plausible representations of the underlying process; model weights reflect relative plausibility or predictive performance; models are fitted to the same data and outcome
Strengths
Formally accounts for structural uncertainty, improves predictive accuracy, enhances transparency in model choice, supports more robust health technology assessments
Limitations
Requires specification of all plausible models, computationally intensive, results depend on the choice and quality of candidate models and weighting criteria
Also known as
Model averaging, Structural uncertainty model averaging, Jackson et al. model averaging method

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