Article

The transformation of utilities for health states worse than death: consequences for the estimation of EQ-5D value sets.

Institute for Medical Technology Assessment/Department of Health Policy and Management, Erasmus University Medical Center Rotterdam, The Netherlands.
Medical Care (impact factor: 3.41). 04/2007; 45(3):238-44. DOI:10.1097/01.mlr.0000252166.76255.68
Source: PubMed

ABSTRACT Utilities for health are measured on an interval scale, where 1 refers to full health and 0 refers to death. No theoretical lower boundary on the utilities for states worse than death exists. As a consequence, negative values receive greater weight in the calculation of mean utilities. To avoid this, negative values often are bound at -1.
The objective of this study was to compare the effect of 3 methods to bound negative values at -1 on the estimation of EQ-5D value sets: truncation, monotonic, and linear transformation.
Data of the Dutch EQ-5D valuation study were used. A total of 298 respondents directly valued 17 EQ-5D health states using the time trade-off (TTO) method. Random effects regression analysis was used to interpolate TTO values for all possible EQ-5D states. In the regression analysis the dependent variable is 1 minus the TTO value and the independent variables describe the health state. Two widely used models to estimate EQ-5D value were applied after truncation of negative values and monotonic and linear transformation of negative values. Both models also were estimated on medians.
Truncation of negative values gave the largest mean absolute error (MAE); the linear transformation resulted in the smallest MAE. When medians were used for estimation, the MAEs were comparable with the estimation on means.
The choice of a method to bound negative values is arbitrary and affects the resulting value set. For the estimation of EQ-5D value sets from a societal perspective the use of medians should be considered.

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Keywords

17 EQ-5D health states
 
298 respondents
 
Dutch EQ-5D valuation study
 
EQ-5D value sets
 
estimate EQ-5D value
 
greater weight
 
independent variables
 
interpolate TTO values
 
interval scale
 
MAEs
 
negative values
 
possible EQ-5D states
 
Random effects regression analysis
 
regression analysis
 
resulting value
 
smallest MAE
 
societal perspective
 
theoretical lower boundary
 
Truncation
 
TTO value
 

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