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Quasi-monte carlo simulation and variance reduction techniques substantially reduce computational requirements of patient-level simulation models: An application to a discrete event simulation model

机译:准蒙特卡洛模拟和方差减少技术大大降低了患者水平模拟模型的计算需求:在离散事件模拟模型中的应用

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摘要

Objectives: Patient-level simulation models provide increased flexibility to overcome the limitations of cohort-based approaches in health-economic analysis. However, computational requirements of reaching convergence is a notorious barrier. The objective was to assess the impact of using quasi-monte carlo simulation (QMCS) and variance reduction techniques (VRTs) on computational requirements. Methods: A recently published discrete event simulation model assessing the cost-effectiveness of an adjunctive antipsychotic treatment for depression was used. The following VRTs were implemented: antithetic variables, common random numbers (CRN) and the combination (Anti-CRN). In addition, QMCS was conducted using the Sobol low discrepancy sequence. The minimal number of patients required to reach equal precision as the reference situation of 1,000,000 simple monte carlo simulations (MCS) was recorded. Precision was defined by the standard error (SE) of the incremental net monetary benefit (INMB) at a willingness to pay of € 20,000 per quality adjusted life year gained. VRT simulations were replicated 100 times. INMB estimates were compared with the reference situation using mean squared error (MSE), mean absolute error (MAE) and percentage of under- and overestimations. Results: Reference INMB (SE) was € 1,413 (76). The average number of patients required to reach reference precision were 929,628, 35,692, 41,683 and 36,803 for antithetic variables, CRN, Anti-CRN and Sobol respectively. This implied a computation time reduction ranging between 7% and 96% compared to simple MCS. MSE was 346,036, 16,314, 155,950 and 7,475 respectively. MAE was 588, 105, 387 and 86 respectively. Antithetic variables and Anti-CRN structurally underestimated INMB (99% and 100%). CRN marginally overestimated INMB in 76 replications. Conclusions: QMCS and VRT reduce computational requirements in terms of simulated patients and computational time up to 96%, enhancing the practical feasibility of patient-level simulation models. This particularly applies to Sobol and CRN. Antithetic variables should be used with caution and its structural bias warrants further research.
机译:目标:患者级别的模拟模型提供了更大的灵活性,以克服基于队列的方法在健康经济分析中的局限性。但是,达到收敛的计算要求是一个臭名昭著的障碍。目的是评估使用准蒙特卡洛模拟(QMCS)和方差减少技术(VRT)对计算要求的影响。方法:使用最近发表的离散事件模拟模型,该模型评估了辅助抗精神病药治疗抑郁症的成本效益。实施了以下VRT:对立变量,通用随机数(CRN)和组合(Anti-CRN)。此外,使用Sobol低差异序列进行QMCS。记录了达到与1,000,000个简单蒙特卡洛模拟(MCS)的参考情况相同的精度所需的最少患者人数。精度由增量净货币收益(INMB)的标准误差(SE)定义,愿意为获得的每个质量调整生命年支付20,000欧元。 VRT模拟重复了100次。使用均方误差(MSE),平均绝对误差(MAE)以及低估和高估百分比将INMB估计值与参考情况进行比较。结果:参考INMB(SE)为€1,413(76)。对立变量CRN,Anti-CRN和Sobol达到参考精确度的平均患者人数分别为929,628、35,692、41,683和36,803。与简单的MCS相比,这意味着计算时间减少了7%至96%。 MSE分别为346,036、16,314、155,950和7,475。 MAE分别为588、105、387和86。对立变量和抗CRN在结构上低估了INMB(99%和100%)。 CRN在76个复制中略微高估了INMB。结论:QMCS和VRT减少了模拟病人的计算需求,计算时间减少了96%,从而增强了病人级模拟模型的实际可行性。这尤其适用于Sobol和CRN。对立变量应谨慎使用,其结构偏差值得进一步研究。

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    Treur, M.; Postma, M.;

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  • 年度 2014
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