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The changes implemented in the revised SF-6D scoring programmes were agreed by all 3 previous providers of the programmes: John Brazier (Sheffield), Quality Metric and Dennis Fryback and Janel Hanmer (University of Wisconsin-Madison).
Refer to PRO newsletter No. 40 Fall Issue 2008 for details on the potential differences in the computed SF-6D score using the original and revised SF-6D scoring programmes for a dataset with seven patient groups.
New programmes available
A new excel programme is now available from the University of Sheffield to convert SF-36 data into the SF-6D utility score estimated using a set of non-parametric Bayesian preference weights. These nonparametric preference weights are an improvement on the parametric preference weights as the nonparametric model has many advantages over the conventional parametric random effects model which is reflected in improvements in the predictive ability of the model. For further details see Kharroubi et al. (2007).
Furthermore a new excel programme is available to convert SF-36 data into the SF-6D utility score estimated using a set of preference weights obtained using an ordinal valuation technique for a sample of the general population. The estimates using ordinal data represent an alternative value set based on a different valuation technique which produces estimates that are comparable to estimates produced using standard gamble data. For further details see McCabe et al. (2006).
References
Brazier, JE, Roberts, JR,. The estimation of a preference-based index from the SF-12. Medical Care, 2004;42(9):851-859
Brazier, JE, Rowen, D, Hanmer, J,. Revised SF-6D scoring programmes: a summary of improvements. PRO newsletter, 2008;40:14-15
Kharroubi SA, Brazier JE, Roberts J, O´Hagan A. Modelling SF-6D health state preference data using a nonparametric Bayesian method Journal of Health Economics. Journal of Health Economics 2007; 26:597-612
Kharroubi S, O'Hagan A, Brazier J. Estimating utilities from individual health preference data: a nonparametric Bayesian method. Applied Statistics 2005; 54:879-895
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