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UNTANGLING UNCERTAINTY WITH COMMON RANDOM NUMBERS: A SIMULATION STUDY

机译:具有常见随机数的不确定性:模拟研究

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Cost-effectiveness analysis microsimulation for low- and middle-income countries can guide decision makers in allocating limited health budgets. But in order to compare alternative options, estimates of cost and effect must account for a high level of uncertainty in input parameters (parameter uncertainty) and also include an appropriate amount of stochastic uncertainty. It can be a challenge to incorporate the stochastic uncertainty appropriately, particularly when there is a lot of parameter uncertainty, due to large variance in the quantities of interest (such as incremental cost and health of an intervention scenario as compared to a baseline scenario). We investigated the utility of the common-random-numbers approach to variance reduction in simulation and found it very useful. We found that without variance reduction our intervention erroneously appeared unacceptable at any threshold, but with variance reduced using common random numbers it was cost effective.
机译:低收入和中等收入国家的成本效益分析微调可以指导决策者分配有限的健康预算。 但为了比较替代方案,成本和效果的估计必须占输入参数(参数不确定性)的高度不确定性,并且还包括适当的随机不确定性。 适当地纳入随机的不确定性可能是一个挑战,特别是当存在大量参数不确定性时,由于感兴趣的数量的大方差(例如与基线场景相比,诸如干预情景的增量成本和健康)。 我们调查了常用随机数方法对模拟方差减少的效用,发现它非常有用。 我们发现,在没有方差减少的情况下,我们的干预在任何阈值下错误地出现了不可接受的,但是使用常见随机数减少的方差是具有成本效益的。

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