Ameri Hosein, Poder Thomas G
School of Public Health, University of Montreal, Montreal, QC, Canada.
Centre de Recherche de l'IUSMM, CIUSSS de l'Est de l'Île de Montréal, Montreal, QC, Canada.
Int J Health Policy Manag. 2024;13:8404. doi: 10.34172/ijhpm.8404. Epub 2024 Sep 7.
An updated version of the Short-Form 6-Dimension (SF-6D) Classification System has been developed. This new version (SF-6Dv2) with improved consistency and dimension descriptors is now requiring the development of new utility value sets. The aim of this study was to estimate an SF-6Dv2 value set from a general population in Quebec, Canada.
A discrete choice experiment with time trade-off (DCE) was conducted using two designs: binary choice sets (Design 1) and best-worst choice sets (Design 2). Design 1 consisted of binary choice sets along with an associated duration, and Design 2 included Design 1 and a third scenario describing "immediate death." Various logit model specifications were employed to estimate value sets separately for Design 1 and in combination with Design 2. Heterogeneity in preferences was assessed using a mixed logit model.
The survey was completed online by 1208 participants and 1153 were included for analysis. The model combining Design 1 and 2 data was considered as the best fitting model for estimating the final value set. It provided a value set with logical consistent coefficients and showed the lowest standard errors. Values ranged from -0.683 for the worst health state (555655) to 1 for full health (111111), with 13.01% of the values being negative. Preference values were the most affected by pain dimension and the least by vitality dimension. Preference heterogeneity existed for all the most severe levels of dimensions.
This study provided the SF-6Dv2 value set for use in Quebec, Canada. The recommended value set is the anchored consistent model combining data from Design 1 and 2 using a conditional logit.
已开发出简式6维(SF - 6D)分类系统的更新版本。这个具有更高一致性和维度描述符的新版本(SF - 6Dv2)现在需要开发新的效用值集。本研究的目的是从加拿大魁北克的普通人群中估计一个SF - 6Dv2值集。
采用两种设计进行了带时间权衡的离散选择实验(DCE):二元选择集(设计1)和最佳 - 最差选择集(设计2)。设计1由二元选择集及其相关持续时间组成,设计2包括设计1和描述“立即死亡”的第三种情景。采用各种逻辑回归模型规格分别对设计1以及与设计2结合的数据进行值集估计。使用混合逻辑回归模型评估偏好的异质性。
1208名参与者在线完成了调查,其中1153名被纳入分析。结合设计1和2数据的模型被认为是估计最终值集的最佳拟合模型。它提供了一个具有逻辑一致系数且标准误差最低的值集。值的范围从最差健康状态(555655)的 - 0.683到完全健康(111111)的1,其中13.01%的值为负。偏好值受疼痛维度影响最大,受活力维度影响最小。所有维度最严重水平都存在偏好异质性。
本研究提供了用于加拿大魁北克的SF - 6Dv2值集。推荐的值集是使用条件逻辑回归结合设计1和2数据的锚定一致模型。