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Calculating disability-adjusted-life-years lost (DALYs) in discrete-time

机译:计算离散时间的伤残调整生命年(DALYs)

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摘要

Disability-adjusted-life-years lost (DALYs) is a common outcome metric for cost-effectiveness analyses, and the equations used for such calculations have been presented previously by Fox-Rushby and Hanson (see, e.g., “Health Policy and Planning 16:326–331, 2001”). While the equations are clear, the logic behind them is opaque at best for a large share of public health practitioners and students. The objective of this paper is to show how to calculate DALYs using a discrete time formulation that is easy to teach to students and public health practitioners, is easy to apply for those with basic discounting skills, and is consistent with the discounting methods typically included on the costing side of cost-effectiveness analysis. A continuous-time adjustment factor is derived that can be used to ensure exact consistency between the continuous and discrete time approaches, but this level of precision is typically unnecessary for cost-effectiveness analyses. To illustrate the approach, both a new, simple example and the same example presented in Fox-Rushby and Hanson are used throughout the paper.
机译:伤残调整生命年损失(DALYs)是成本效益分析的一种常见结果指标,而这种计算所用的方程式先前已由Fox-Rushby和Hanson提出(例如,参见“健康政策与计划16 :326-331,2001”)。虽然方程式很清楚,但对于大多数公共卫生从业人员和学生而言,其背后的逻辑充其量是不透明的。本文的目的是展示如何使用离散时间公式来计算DALY,该离散时间公式易于对学生和公共卫生从业者进行教导,易于应用于具有基本折扣技能的人,并且与通常包含在折扣方法中的折扣方法相一致。成本效益分析的成本方面。导出了连续时间调整因子,可以用来确保连续时间方法和离散时间方法之间的精确一致性,但是对于成本效益分析而言,通常不需要这种精确度。为了说明这种方法,本文使用了Fox-Rushby和Hanson中介绍的新的简单示例和相同示例。

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