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gpk SONDERAUSGABE GESELLSCHAFTSPOLITISCHE KOMMENTARE Nr. 3/08 – November 2008 – Seite 16<br />

Status quo and trends within the field<br />

of quality adjusted life years<br />

Von Prof. John E. Brazier<br />

John E. Brazier, PhD (Sheffield), MSc (York), BA (Exeter), Professor of Health Economics in the School of Health<br />

and Related Research at the University of Sheffield. He has been a member of a number of commissioning Boards,<br />

including HTA, Trent Health and the MRC HSR Fellowship Panel. He was a member of the National Institute for<br />

Clinical Excellence (NICE) Technology Appraisal Committee from 2000–2004.<br />

Mean discounted utility<br />

Status quo and trends within the<br />

field of quality adjusted life years<br />

John Brazier<br />

Professor of Health Economics<br />

Health Economics and Decision Science<br />

School of Health and Related Research<br />

University of Sheffield<br />

Presentation for the Symposium on Cost-effectiveness<br />

June 17 th 2008, Kaiserin-Friedrich-Stiftung, Berlin, Germany.<br />

Measure of benefit<br />

A new intervention:<br />

• May be less effective and more costly…×<br />

• More effective and less costly….. v<br />

• More effective and more costly….?<br />

• Plus less effective and less costly….?<br />

0.45<br />

0.4<br />

0.35<br />

0.3<br />

0.25<br />

0.2<br />

0.15<br />

0.1<br />

0.05<br />

0<br />

? For resource allocation decisions in health care we<br />

need a measure of benefit that allows comparisons to be<br />

made across treatments and patient groups<br />

Calculating QALY gain of PDT<br />

on Macular Degeneration<br />

0 - 3<br />

3 - 6<br />

6 - 9<br />

9 - 12<br />

12 - 15<br />

15 - 18<br />

18 - 21<br />

21 - 24<br />

24 - 27<br />

27 - 30<br />

31 - 33<br />

33 - 36<br />

36 - 39<br />

39 - 42<br />

42 - 45<br />

45 - 48<br />

48 - 51<br />

51 - 54<br />

54 - 57<br />

57 - 60<br />

60 - 63<br />

63 - 66<br />

66 - 69<br />

69 - 72<br />

72 - 75<br />

75 - 78<br />

78 - 81<br />

81 - 84<br />

84 - 87<br />

87 - 90<br />

90 - 93<br />

93 - 96<br />

96 - 99<br />

99 - 102<br />

102 - 105<br />

105 - 108<br />

108 - 111<br />

111 - 114<br />

114 - 117<br />

117 -<br />

Time in months<br />

Verteporfin<br />

Placebo<br />

The problem<br />

A finite limit to resources<br />

Plus<br />

demands/needs exceed current (or future)<br />

resources<br />

implies the necessity for choice<br />

How should these choices be made?<br />

Calculating QALY gain of PDT<br />

Quality Adjusted Life Years<br />

The Quality Adjusted Life Year (QALY) combines<br />

quality of life and length of life into the single<br />

measure of benefit of a quality adjusted survival<br />

• The ‘Q’ (or utility) is a value assigned to each<br />

health state from zero to one, where zero is for<br />

state equivalent to death and one for full health<br />

Trading off health and life<br />

health<br />

(full health) 1<br />

(death) 0<br />

10<br />

time<br />

Cost effectiveness<br />

New interventions are assessed by NICE and<br />

other agencies around the world in terms of:<br />

• Clinical effectiveness<br />

Assessed using systematic reviews of (largely)<br />

RCT evidence for a range of clinical outcomes –<br />

that increasingly includes quality of life<br />

• Cost-effectiveness<br />

Assessed in terms of the incremental (or extra)<br />

cost per quality adjusted life years (QALYs) over<br />

and above the existing treatment<br />

health<br />

(full health) 1<br />

(death) 0<br />

Quality-adjusted life years<br />

Q<br />

Source: Drummond et al, 1997<br />

The time trade-off<br />

T<br />

10<br />

Q×10 = 1×T<br />

Q = T/10<br />

If T = 6, then Q= 0.6,<br />

and both options<br />

provide 6 QALYs.<br />

time<br />

QALYs = total area

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