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Need for Speed single-parameter EVPPI algorithm (Sadatsafavi)

Methodpeer-reviewed

A fast method to calculate the value of information for one parameter in health economic models using existing probabilistic sensitivity analysis results, avoiding slow nested simulations.

At a glance

Use when

Rapidly computing the value of information for individual parameters in health economic models using existing PSA results.

Avoid when

Estimating multi-parameter EVPPI or when PSA samples are too sparse or poorly converged.

Inputs

Probabilistic sensitivity analysis (PSA) sample, including sampled parameter values and corresponding model outcomes (e.g., net benefit, cost-effectiveness ratios).

Outputs

Exact expected value of partial perfect information (EVPPI) for a single parameter.

How it works

An efficient sorting-based algorithm that computes the exact expected value of partial perfect information (EVPPI) for a single parameter directly from a probabilistic sensitivity analysis (PSA) sample. It achieves significant speed improvements—orders of magnitude faster—over traditional nested Monte Carlo simulation methods by leveraging sorting and numerical integration techniques.

HTA domains
Costs & Economic Evaluation
Assumptions
The PSA sample is sufficiently large and representative of the joint parameter distribution; the parameter of interest is scalar and independent or analytically separable.
Strengths
Dramatically faster than nested Monte Carlo methods; provides exact EVPPI for single parameters; leverages existing PSA outputs without requiring model re-evaluation.
Limitations
Limited to single-parameter EVPPI; does not scale directly to multi-parameter EVPPI without additional approximations; relies on adequate PSA sample size and quality.
Also known as
Need for Speed algorithm, Sadatsafavi's EVPPI algorithm, Single-parameter EVPPI sorting method

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Beta record. Based on the original catalogue summary; primary-source enrichment pending.