Andrew Pollard, Danica Greetham, James Myatt, Hugh Rickards, Cath Stanley, Dave Dungate
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引用次数: 0
摘要
我们建立了亨廷顿氏病(HD)进展模型,并将其与新型经济模型相结合,考虑到了亨廷顿氏病社会成本的主要因素。Enroll-HD 观察性研究的数据被用于拟合连续时间隐马尔可夫疾病进展模型,该模型确定了五种不同的状态。疾病状态的数量是通过交叉验证最大似然法确定的。使用了一种新颖的数据增强方法来纠正进展模型中存在偏差的预期寿命。然后利用专家经验将多种成本数据源映射到 Enroll-HD 变量。通过模拟合成患者人群,展示了该方法在估算人群成本和假设干预方案影响方面的可行性。我们的结果证实,早期认知功能衰退可以从参与者的就诊情况中得到量化,目前临床医生使用的功能能力总分并不能反映早期认知功能衰退的情况,但在 HD 综合分期系统中却可以标记出早期认知功能衰退。最后,英国的成本建模结果表明,除医疗和社会护理成本外,HD 的间接成本(如国家福利和国内生产总值贡献损失)可能是社会成本的驱动因素。
Data-driven Huntington's disease progression modelling and estimation of societal cost in the UK.
We develop a Huntington's disease (HD) progression model and integrate this with a novel economic model, accounting for the major factors of the HD's societal cost. Data from the Enroll-HD observational study were used to fit a continuous-time hidden Markov disease progression model, which identified five distinct states. The number of disease states was determined using a cross-validated maximum likelihood approach. A novel data augmentation method was used to correct the biased life expectancy of the progression model. Multiple sources of cost data were then mapped to Enroll-HD variables using expert experience. A simulation of a synthetic patient population was used to show the feasibility of the approach in estimating population costs and the impact of hypothetical intervention scenarios. Our results confirm that early cognitive decline, which is not captured by the total functional capacity score currently used by clinicians but flagged up in HD integrated staging system, can be quantified from participants' visits. Finally, the results of the UK cost modelling show that indirect costs of HD such as state benefits and lost gross domestic product contribution could be the driving factors for the societal cost, over and above health and social care costs.
期刊介绍:
Royal Society Open Science is a new open journal publishing high-quality original research across the entire range of science on the basis of objective peer-review.
The journal covers the entire range of science and mathematics and will allow the Society to publish all the high-quality work it receives without the usual restrictions on scope, length or impact.