2000
DOI: 10.1002/1099-1050(200010)9:7<623::aid-hec539>3.0.co;2-v
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Definition, interpretation and calculation of cost-effectiveness acceptability curves

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Cited by 258 publications
(181 citation statements)
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“…Instead, frequentist inference involves determining the probability (p-value) of attaining the data observed (or data more extreme than that observed) given a hypothesis regarding the parameter. It has been shown that the p-value curve, which plots the one-sided p-value on a test of positive incremental net benefit over a range of values of l is the mirror image of the CEAC [19,26,32,33]. The p-value curve intersects the yaxis at one minus the one-sided p-value on a test of differences between costs, and asymptotes to the one-sided p-value on a test of differences between effectiveness [26,32].…”
Section: Some Additional Issues With Ceacsmentioning
confidence: 99%
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“…Instead, frequentist inference involves determining the probability (p-value) of attaining the data observed (or data more extreme than that observed) given a hypothesis regarding the parameter. It has been shown that the p-value curve, which plots the one-sided p-value on a test of positive incremental net benefit over a range of values of l is the mirror image of the CEAC [19,26,32,33]. The p-value curve intersects the yaxis at one minus the one-sided p-value on a test of differences between costs, and asymptotes to the one-sided p-value on a test of differences between effectiveness [26,32].…”
Section: Some Additional Issues With Ceacsmentioning
confidence: 99%
“…The CEAC is derived from the joint density of incremental costs (DC) and incremental effects (DE) for the intervention of interest, and represents the proportion of the density where the intervention is cost-effective for a range of values of l. Parametric estimation is possible by assuming a parametric functional form for the joint density (DC, DE) (for example, the joint normal distribution assumed by Van Hout [18]). The CEAC is then either determined directly by integrating the joint density [18][19][20] or estimated indirectly via parametric bootstrapping of the distribution [18]. Alternatively, the joint density can be generated by non-parametric bootstrapping [21,22], when patient level data are available for re-sampling, or by Monte Carlo simulation [23].…”
Section: De¢nition Of the Ceacsmentioning
confidence: 99%
“…To summarize the whole distribution of cost-effectiveness results, a so-called costeffectiveness acceptability curve (CEAC) can be constructed (8). This gives an estimate of the proportion of the simulated distribution of cost and effect pairs that lie below a given threshold (the maximum value a decision maker is prepared to pay for a unit of effect -K ) or, more simply, the proportion that generate positive net (monetary) benefits.…”
Section: Cost-effectiveness Analysismentioning
confidence: 99%
“…The acceptability curve illustrates the statistical uncertainty in our study due to our sample and provides policy relevant information (Briggs, 2001;Fenwick et al, 2001;Lothgren and Zethraeus, 2000). Finally, we conduct sensitivity analyses on several key parameters to assess how the ICERs would likely change if MIEDAR had been implemented under different realistic conditions.…”
Section: Incrementalmentioning
confidence: 99%