Axentiva Solutions, S.L., C/Muntaner, 200 4º 5ª, 08036, Barcelona, Spain.
Almirall, Barcelona, Spain.
Eur J Health Econ. 2021 Jul;22(5):711-721. doi: 10.1007/s10198-021-01285-1. Epub 2021 Apr 20.
Uncertainty in model-based cost-utility analyses is commonly assessed in a probabilistic sensitivity analysis. Model parameters are implemented as distributions and values are sampled from these distributions in a Monte Carlo simulation. Bootstrapping is an alternative method that requires fewer assumptions and incorporates correlations between model parameters.
A Markov model-based cost-utility analysis comparing oromucosal spray containing delta-9-tetrahidrocannabinol + cannabidiol (Sativex®, nabiximols) plus standard care versus standard spasticity care alone in the management of multiple sclerosis spasticity was performed over a 5-year time horizon from the Belgian healthcare payer perspective. The probabilistic sensitivity analysis was implemented using a bootstrap approach to ensure that the correlations present in the source clinical trial data were incorporated in the uncertainty estimates.
Adding Sativex® spray to standard care was found to dominate standard spasticity care alone, with cost savings of €6,068 and a quality-adjusted life year gain of 0.145 per patient over the 5-year analysis. The probability of dominance increased from 29% in the first year to 94% in the fifth year, with the probability of QALY gains in excess of 99% for all years considered.
Adding Sativex® spray to spasticity care was found to dominate standard spasticity care alone in the Belgian healthcare setting. This study showed the use of bootstrapping techniques in a Markov model probabilistic sensitivity analysis instead of Monte Carlo simulations. Bootstrapping avoided the need to make distributional assumptions and allowed the incorporation of correlating structures present in the original clinical trial data in the uncertainty assessment.
基于模型的成本效用分析中的不确定性通常通过概率敏感性分析来评估。模型参数被实施为分布,并且在蒙特卡罗模拟中从这些分布中采样值。自举法是一种替代方法,它需要较少的假设,并包含模型参数之间的相关性。
从比利时医疗保健支付者的角度来看,进行了一项基于马尔可夫模型的成本效用分析,比较了含有 δ-9-四氢大麻酚+大麻二酚(Sativex®,nabiximols)的口腔喷雾与单独的标准痉挛性疾病护理,用于多发性硬化痉挛性疾病的管理。概率敏感性分析采用自举方法来确保纳入来源临床试验数据中的相关性。
与单独的标准痉挛性疾病护理相比,添加 Sativex®喷雾可节省 6068 欧元的成本,并使每位患者的质量调整生命年增加 0.145 年。在第一年,主导的概率为 29%,在第五年增加到 94%,在所有考虑的年份中,超过 99%的概率获得 QALY 获益。
在比利时医疗保健环境中,与单独的标准痉挛性疾病护理相比,添加 Sativex®喷雾可主导痉挛性疾病护理。这项研究展示了在马尔可夫模型概率敏感性分析中使用自举技术代替蒙特卡罗模拟。自举避免了对分布假设的需要,并允许在不确定性评估中纳入原始临床试验数据中的相关结构。