| Literature DB >> 31257997 |
Bram Roudijk1, A Rogier T Donders1, Peep F M Stalmeier1.
Abstract
Introduction. Health utilities are widely used in health care. The distributions of utilities differ between countries; some countries more often report worse than dead health states, while mild states are valued more or less the same. We hypothesize that cultural values explain these country-related utility differences. Research Question. What is the effect of sociodemographic background, methodological factors, and cultural values on differences in health utilities? Methods and Analyses. Time tradeoff data from 28 EQ-5D valuation studies were analyzed, together with their sociodemographic variables. The dependent variable was Δu, the utility difference between mild and severe states. Country-specific cultural variables were taken from the World Values Survey. Multilevel models were used to analyze the effect of sociodemographic background, methodology (3L v. 5L), and cultural values on Δu. Intraclass correlation (ICC) for country variation was used to assess the impact of the predicting variables on the variation between countries. Results. Substantial variation in Δu was found between countries. Adding cultural values did not reduce ICCs for country variation. Sociodemographic background variables were only weakly associated with Δu and did not affect the ICC. Δu was 0.118 smaller for EQ-5D-5L studies. Discussion. Δu varies between countries. These differences were not explained by national cultural values. In conclusion, despite correction for various variables, utility differences between countries remain substantial and unexplained. This justifies the use of country-specific value sets for instruments such as the EQ-5D.Entities:
Keywords: EQ-5D; cultural values; health utilities; multilevel modelling
Mesh:
Year: 2019 PMID: 31257997 PMCID: PMC6791017 DOI: 10.1177/0272989X19841587
Source DB: PubMed Journal: Med Decis Making ISSN: 0272-989X Impact factor: 2.583
Obtained Studies and Their Characteristics[a]
| Country | 3L/5L | Year | No. of Respondents | HS | Mode of Administration | Elicitation Method |
|---|---|---|---|---|---|---|
| Spain | 3L | 1997 | 972 | 12 | Interview | TTO |
| Germany | 3L | 1997 | 339 | 12 | Interview | TTO |
| Great Britain | 3L | 1993 | 3378 | 12 | Interview | TTO |
| Netherlands | 3L | 2003 | 298 | 17 | Interview | TTO |
| Italy | 3L | 2012 | 439 | 17 | Interview | TTO |
| Portugal | 3L | 2012 | 450 | 7 | Interview | TTO |
| Poland | 3L | 2008 | 321 | 23 | Interview | TTO |
| Singapore | 3L | 2013 | 455 | 10 | Interview | TTO |
| Japan | 3L | 1998 | 543 | 17 | Interview | TTO |
| Taiwan | 3L | 2007 | 741 | 13 | Interview | TTO |
| Australia | 3L | 2011 | 417 | 12 | Online | TTO |
| France | 3L | 2008 | 452 | 17 | Interview | TTO |
| Thailand | 3L | 2007 | 1388 | 10 | Interview | TTO |
| Denmark | 3L | 2000 | 1332 | 14 | Interview | TTO |
| Brazil | 3L | 2012 | 1146 | 7 | Interview | TTO |
| Argentina | 3L | 2004 | 611 | 13 | Interview | TTO |
| Zimbabwe | 3L | 2000 | 2348 | 7 | Interview | TTO |
| United States | 3L | 2002 | 4043 | 9 | Interview | TTO |
| Slovenia | 3L | 2005 | 225 | 13 | Interview | TTO |
| Spain | 5L | 2012 | 1000 | 11 | Interview | cTTO |
| Canada | 5L | 2012 | 1230 | 10 | Interview | cTTO |
| Uruguay | 5L | 2014 | 805 | 13 | Interview | cTTO |
| Korea | 5L | 2013 | 1080 | 13 | Interview | cTTO |
| Japan | 5L | 2013 | 1026 | 13 | Interview | cTTO |
| United Arab Emirates | 5L | 2013 | 200 | 10 | Interview | cTTO |
| China | 5L | 2011 | 1302 | 10 | Interview | cTTO |
| Netherlands | 5L | 2012 | 983 | 11 | Interview | cTTO |
| Singapore | 5L | 2016 | 1000 | 13 | Interview | cTTO |
| Thailand | 5L | 2013 | 1263 | 13 | Interview | cTTO |
| Indonesia | 5L | 2015 | 1054 | 10 | Interview | cTTO |
cTTO, composite time tradeoff; HS, amount of health states valued by each respondent; TTO, time tradeoff.
a. The mode of administration shows us whether interviewers were present for the TTO or cTTO task, and the elicitation method provides information on whether TTO or cTTO was used in the study.
Figure 1Scores on the 2 cultural dimensions, by country.
Figure 2Dotplot of average scores by country.
Correlations between Average Values per Country[a]
| Variable 1 | Variable 2 | Correlation | 95% Confidence Interval |
|---|---|---|---|
|
| Tradrat | −0.233 | −0.563 to 0.161 |
|
| Survself | −0.160 | −0.509 to 0.235 |
|
| Fivelevel | 0.327 | −0.060 to 0.629 |
|
| Age | −0.119 | −0.447 to 0.274 |
| Tradrat | Survself | 0.233 | −0.161 to 0.563 |
| Tradrat | Survself | 0.099 | −0.292 to 0.462 |
| Tradrat | Survself | 0.353 | −0.031 to 0.646 |
| Survself | Fivelevel | −0.260 | −0.582 to 0.133 |
| Survself | Age | 0.418 | 0.046 to 0.689[ |
| Fivelevel | Age | −0.227 | −0.559 to 0.168 |
Survself, survival v. self-expression cultural variable; Tradrat, traditional v. rational-secular cultural variable.
a. One country was excluded, as it was identified as an outlier. Age was standardized before calculating these correlation coefficients.
b. Significant at the 5% level.
Results from Multilevel Analyses for 27 Countries[a]
| Variable/Analysis | 1 | 2 | 3 | 4 | 5 | 6 |
|---|---|---|---|---|---|---|
| Constant | 0.825[ | 0.212[ | 0.202[ | 0.205[ | 0.245[ | 0.253[ |
|
| 0.978[ | 0.978[ | 0.974[ | 0.978[ | 0.978[ | |
| Age | 0.0142[ | 0.004 | 0.004 | 0.004 | ||
| Sex | 0.006 | 0.006 | 0.006 | 0.006 | ||
|
| −0.118[ | −0.118[ | ||||
|
| −0.023 | |||||
|
| −0.011 | |||||
| RE country | 0.168[ | 0.161[ | 0.160[ | 0.162[ | 0.168[ | 0.173[ |
| RE age | 0.037[ | 0.037[ | 0.0366[ | |||
| Residual | 0.432[ | 0.426[ | 0.427[ | 0.426[ | 0.426[ | 0.426[ |
| ICC, % | 13.1 | 12.5 | 12.4 | 13.2 | 14.0 | 14.7 |
Fivelevel is a dummy variable indicating whether 0) 3L or 1) 5L was used. ICC, intraclass correlation; RE, random effect; Survself, survival v. self-expression cultural variable; Tradrat, traditional v. rational-secular cultural variable.
a. Country-level variables are written in italics. Residual indicates respondent-level variation. Both of these are presented as standard deviations. The ICC for each model was calculated using Table 2 and equations (7) and (8). For example, in model 1, only a random intercept for country variation was included. Therefore, the ICC equals . This indicated that 13.1% of the total variation in could be attributed to differences between countries.
b. Significant at the 1% level.
c. Significant at the 5% level.