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Incremental Cost-Utility Ratio

The difference in cost between two interventions divided by the difference in quality-adjusted life years they produce.

Last reviewedDarrin Baines IP Ltd

Concept Architecture

Concept

Theoretically, the Incremental Cost-Utility Ratio (ICUR) is a summary measure used in cost-utility analysis to quantify the additional cost required to obtain one additional unit of health benefit, typically measured in quality-adjusted life years (QALYs), when comparing one healthcare intervention with another. It is grounded in welfare economics and incremental analysis, providing a decision rule for assessing whether the additional health gains from a new intervention justify its additional costs relative to a comparator.

Mathematically, the ICUR is represented as the ratio of the difference in costs between two interventions to the difference in their utility-based health outcomes. The resulting value estimates the incremental cost required to gain one additional QALY and forms the basis for comparison against a predefined cost-effectiveness threshold.

In practice, the ICUR is calculated using estimated costs and QALYs generated from clinical trials, observational studies or decision-analytic models. It is routinely reported in health technology assessment to support reimbursement, pricing and resource allocation decisions by comparing the ICUR with an accepted willingness-to-pay threshold.


Purpose

Used to compare the cost-effectiveness of competing healthcare interventions by estimating the additional cost required to generate one additional quality-adjusted life year, thereby informing health technology assessment and resource allocation decisions.


Mathematical Formulae

Primary Formula

ICUR = (C? ? C?) / (QALY? ? QALY?)

where:

  • C? = cost of the intervention
  • C? = cost of the comparator
  • QALY? = QALYs gained from the intervention
  • QALY? = QALYs gained from the comparator

Supporting Formulae

Incremental Cost:

?C = C? ? C?

Incremental Utility:

?QALY = QALY? ? QALY?

Therefore,

ICUR = ?C / ?QALY

Related Mathematical Methods

  • Incremental analysis
  • Cost-utility analysis
  • Decision-analytic modelling
  • Markov modelling
  • Decision tree modelling
  • Probabilistic sensitivity analysis
  • Deterministic sensitivity analysis
  • Bootstrapping
  • Cost-effectiveness acceptability analysis

Example

A new treatment costs �18,000 per patient and produces 4.25 QALYs. Standard care costs �12,000 and produces 3.95 QALYs.

Incremental Cost:

�18,000 ? �12,000 = �6,000

Incremental QALYs:

4.25 ? 3.95 = 0.30

Incremental Cost-Utility Ratio:

ICUR = �6,000 / 0.30 = �20,000 per QALY gained

If the decision-maker's willingness-to-pay threshold is �30,000 per QALY, the intervention would generally be considered cost-effective.


Excel Implementation

FunctionExample FormulaHealth Economics Application
Subtraction=B2-B3Calculate incremental cost
Subtraction=C2-C3Calculate incremental QALYs
Division=(B2-B3)/(C2-C3)Calculate the ICUR
IF=IF(D2<=30000,""Cost-effective"",""Not cost-effective"")Compare the ICUR with a decision threshold
IFERROR=IFERROR((B2-B3)/(C2-C3),""Undefined"")Handle zero incremental QALYs

VBA (Optional)

Automate calculation of incremental costs, incremental QALYs and Incremental Cost-Utility Ratios for multiple intervention comparisons and generate summary decision tables.


Sources

  • Drummond MF, Sculpher MJ, Claxton K, Stoddart GL, Torrance GW. Methods for the Economic Evaluation of Health Care Programmes. 4th ed. Oxford University Press.
  • Briggs A, Claxton K, Sculpher M. Decision Modelling for Health Economic Evaluation. Oxford University Press.
  • National Institute for Health and Care Excellence (NICE). Health Technology Evaluation Manual.
  • Husereau D, Drummond M, Augustovski F, et al. CHEERS 2022 Statement: Updated Reporting Guidance for Health Economic Evaluations.
  • ISPOR Good Practices for Outcomes Research Task Force Reports.

Library

Publications

1
  • BookFeatured

    Methods for the Economic Evaluation of Health Care Programmes — Drummond, Sculpher, Claxton, Stoddart & Torrance, 4th Edition ed., 2015 (Oxford University Press)

    The standard international reference text for economic evaluation methods in health care, covering cost-effectiveness, cost-utility and cost-benefit analysis, measurement of costs and outcomes, evidence synthesis, and the characterisation of uncertainty.

Frequently Asked Questions (6)

  • What is an incremental cost-utility ratio?

    The difference in cost between two interventions divided by the difference in quality-adjusted life years they produce.

    Source: Weinstein & Stason 1977

  • How does an incremental cost-utility ratio differ from an ICER?

    It is a particular case of the incremental cost-effectiveness ratio in which the health effect is measured in quality-adjusted life years rather than in a natural clinical unit. Because that measure combines survival with the quality of the years lived, the resulting ratio can be compared across disease areas and across services, which a ratio expressed in cases detected or events avoided cannot. The two terms are frequently used interchangeably, and the distinction matters only when the outcome unit is in question. Where a framework specifies quality-adjusted life years as the reference outcome, the incremental cost-utility ratio is what submissions are expected to report, and analyses using other outcome measures are treated as supporting evidence.

    Source: Weinstein & Stason 1977

  • Why do most appraisal frameworks use the incremental cost-utility ratio?

    Because a system allocating a fixed budget must compare interventions across conditions, and only a common outcome measure permits that. Cost per quality-adjusted life year allows a hip replacement, a cancer treatment and a mental health service to be assessed against the same threshold. The price is that health must be reduced to a single index, which requires the quality weights to be credible and the descriptive system to be sensitive to the changes at issue. It also allows a single threshold to be applied consistently across the whole health service, which is the practical requirement that drove adoption of the measure.

    Source: Drummond et al. 2015

  • What inputs does an incremental cost-utility ratio require?

    Survival and quality of life must both be estimated for each option over the horizon, which normally requires a model rather than trial data alone, since trials rarely follow patients for a lifetime. Health state utility values are needed for every state in the model, obtained from a preference-based instrument or from published valuation studies. Costs must be estimated on a consistent basis for both options. Each of these carries uncertainty that propagates into the ratio. Where survival is extrapolated beyond the observed data, the assumed shape of the extrapolation frequently contributes more to the ratio than any parameter estimated from the trial itself.

    Source: Brazier, Ratcliffe, Salomon & Tsuchiya 2017

  • What are the limitations of an incremental cost-utility ratio?

    The quality-adjusted life year treats a unit of health as equally valuable whoever receives it, so the measure is silent on severity, disadvantage and the distribution of gains. Descriptive systems are insensitive to changes that matter in some conditions, so interventions in those areas appear less effective than they are. Different instruments produce different values for the same state, so the ratio depends partly on the measure chosen. And older patients gain fewer quality-adjusted life years from an identical intervention. These limitations are why frameworks applying the ratio attach additional considerations to it rather than deciding on the figure alone, and why the ratio is treated as one input to a judgement.

    Source: Neumann, Sanders et al. 2016

  • What should be reported with an incremental cost-utility ratio?

    The comparator, perspective, horizon and discount rate, as for any incremental ratio, together with the instrument used to obtain utility values and the population from which those values were elicited. Where the utilities came from a source other than the trial population, that should be stated. Uncertainty should be presented probabilistically rather than as a confidence interval, and the sensitivity of the ratio to the utility values should be reported, since they are frequently the input to which it is most sensitive. The source of the survival extrapolation and the alternative shapes examined should also be reported, since that assumption is frequently the second most influential input after the utility values.

    Source: Drummond et al. 2015

Trust Record

Verified by Dr Darrin Baines

British health economist

Professional identity: darrinbaines.org

Verification date: 11 Aug 2025

Content version: 1.0.0

Canonical Identity

Term code
HE-EE-CUA-007

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