Incremental cost-utility ratio

Calculates the additional cost per additional quality-adjusted life year when ratio interpretation is appropriate.

Signature

ICUR = Delta_C / Delta_QALY
Inputs
InputsDefinitionUnit
Delta_CDifference in total relevant cost between the intervention and comparatorcurrency per defined population or person
Delta_QALYDifference in quality-adjusted life years between the intervention and comparatorQALYs per defined population or person
Output
ICURAdditional cost per additional quality-adjusted life yearcurrency per QALY gained

Function

Incremental cost-utility function

Maps incremental cost and incremental quality-adjusted life years to the additional cost per QALY gained.

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Implementations

  • Excel

    Calculate cost per QALY gained

    Excel divides incremental cost by incremental QALYs using named ranges and returns #N/A when incremental QALYs equal zero.

    =IF(IncrementalQALYs<>0,IncrementalCost/IncrementalQALYs,NA())

Assumptions

  • Relevant comparator for cost-utility analysis

    The comparator represents the healthcare choice actually available to the decision-maker.

  • Consistent analytical basis for cost-utility analysis

    Costs and QALYs for both alternatives use the same population, perspective, time horizon and applicable discounting conventions.

  • Comparable QALY measurement

    QALYs for both alternatives use compatible utility evidence and the same timing convention.

  • Positive incremental QALYs for threshold comparison

    The ICUR reads as additional cost per QALY gained, and is compared with a threshold in the usual direction, only when Delta_QALY is greater than zero. When Delta_QALY is negative the ratio is the saving per QALY forgone and the threshold comparison reverses, and when Delta_QALY equals zero no ratio is calculated.

  • Dominance assessed

    The signs of incremental cost and incremental QALYs are examined before the ratio is interpreted.

Worked examples

  • Cost per QALY gained

    Current care has discounted costs of £20,000 and produces 6.60 discounted QALYs. A new intervention has discounted costs of £28,000 and produces 7.10 discounted QALYs. Incremental cost is £8,000 and incremental QALYs are 0.50, so the ICUR is £16,000 per QALY gained.

    Delta_C = 8000; Delta_QALY = 0.50; ICUR = 16000

Common errors

  • Interpreting a negative ICUR mechanically

    A negative ratio may indicate either dominance or being dominated and cannot be interpreted without examining incremental cost and incremental QALYs.

  • Reading a south-west ratio as cost per QALY gained

    When incremental cost and incremental QALYs are both negative, the ICUR is positive but measures the saving per QALY forgone. The intervention is then favoured only if the ratio exceeds the threshold, so a ratio below the threshold counts against it.

Sources

  • NICE manual for cost-utility analysis

    National Institute for Health and Care Excellence. NICE technology appraisal and highly specialised technologies guidance: the manual (PMG36). Published 2022; last updated 13 October 2026. Chapter 4 Economic evaluation, sections 4.2.14 to 4.2.16 (cost-utility analysis, QALYs and the definition of the ICER).

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