Mapping ODI onto EQ-5D-5L in Chinese Low Back Pain Patients

Jia Li, Shuzhang Du, Chengqun Chen, Ziping Ye
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Abstract

Mapping can translate utility values from other health-related quality-of-life scales, giving researchers and policymakers more comprehensive information. The primary objective of the study is to develop mapping algorithms that convert scores from the Oswestry Disability Index (ODI) to the 5-level EuroQol-5 Dimension (EQ-5D-5L). Data for this analysis was sourced from 272 patients suffering from low back pain. The development of the mapping algorithms involved the application of three distinct regression methods across four different settings: ordinary least squares regression, beta regression, and multivariate ordered probit regression. To evaluate the internal validity of these algorithms, we adopted a 'hold-out' approach for predictive performance assessment. Furthermore, to discern the most effective model, three goodness-of-fit tests were employed: the mean absolute error (MAE), the root-mean-square error (RMSE), and the Spearman rank correlation coefficients between the predicted and observed utilities. The study successfully developed several models capable of accurately predicting health utilities in the specified context. The best performing models for ODI to EQ-5D-5L mapping were beta regressions. Mapping algorithms developed in this study enable the estimation of utility values from the ODI. The algorithms formulated in this study facilitate the estimation of utility values based on the ODI, providing a valuable empirical foundation for estimating health utilities in scenarios where EQ-5D data is unavailable.
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将中国腰痛患者的 ODI 映射到 EQ-5D-5L
映射可以转换其他健康相关生活质量量表的效用值,为研究人员和决策者提供更全面的信息。这项研究的主要目的是开发映射算法,将奥斯韦特里残疾指数(Oswestry Disability Index,ODI)的得分转换为五级欧洲量表(EuroQol-5 Dimension,EQ-5D-5L)的得分。本次分析的数据来自 272 名腰背痛患者。映射算法的开发涉及在四种不同的环境中应用三种不同的回归方法:普通最小二乘法回归、贝塔回归和多变量有序概率回归。为了评估这些算法的内部有效性,我们采用了 "保持 "法进行预测性能评估。此外,为了找出最有效的模型,我们采用了三种拟合优度测试:平均绝对误差(MAE)、均方根误差(RMSE)以及预测效用和观测效用之间的斯皮尔曼等级相关系数。这项研究成功开发出了几个能够在特定情况下准确预测健康效用的模型。从 ODI 到 EQ-5D-5L 映射的最佳模型是贝塔回归。本研究开发的映射算法能够根据 ODI 估算效用值。本研究制定的算法有助于根据 ODI 估算效用值,为在没有 EQ-5D 数据的情况下估算健康效用值提供了宝贵的经验基础。
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