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New Procedures to Select the Best Simulated System Using Common Random Numbers

机译:使用通用随机数选择最佳模拟系统的新程序

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摘要

Although simulation is widely used to select the best of several alternative system designs, and common random numbers is an important tool for reducing the computation effort of simulation experiments, there are surprisingly few tools available to help a simulation practitioner select the best system when common random numbers are employed. This paper presents new two-stage procedures that use common random numbers to help identify the best simulated system. The procedures allow for screening and attempt to allocate additional replications to improve the value of information obtained during the second stage, rather than determining the number of replications required to provide a given probability of correct selection guarantee. The procedures allow decision makers to reduce either the expected opportunity cost associated with potentially selecting an inferior system, or the probability of incorrect selection. A small empirical study indicates that the new procedures outperform several procedures with respect to several criteria, and identifies potential areas for further improvement.
机译:尽管仿真被广泛用于选择几种备选系统设计中的最佳系统,并且通用随机数是减少仿真实验计算量的重要工具,但令人惊讶的是,几乎没有可用的工具来帮助仿真从业人员在通用随机数下选择最佳系统使用数字。本文介绍了新的两阶段过程,这些过程使用公共随机数来帮助确定最佳的仿真系统。该程序允许进行筛选并尝试分配其他复制品,以提高第二阶段获得的信息的价值,而不是确定提供给定的正确选择保证概率所需的复制品数量。该程序允许决策者减少与潜在选择劣质系统相关的预期机会成本,或减少错误选择的可能性。一项小规模的经验研究表明,就某些标准而言,新程序的性能优于若干程序,并确定了需要进一步改进的潜在领域。

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