Plausible Screening Using Functional Properties for Simulations with Large Solution Spaces

Oper. Res. Pub Date : 2022-02-01 DOI:10.1287/opre.2021.2206
David J. Eckman, M. Plumlee, B. Nelson
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引用次数: 8

Abstract

Simulation Solution Screening Using Functional Properties Simulation models today give rise to problems with large numbers of simulated scenarios or solutions—more than can be simulated exhaustively. Fortunately, users of these models may be able to verify or infer properties, such as convexity, of a performance measure of interest when viewed as a function over the space of solutions. In “Plausible Screening Using Functional Properties for Simulations with Large Solution Spaces,” Eckman, Plumlee and Nelson introduce a framework in which such properties are exploited to avoid simulating solutions with unacceptable performances. Their methods solve optimization problems that measure how well the result of a limited simulation experiment agrees with the claim that a solution is acceptable. These methods deliver desirable statistical guarantees of confidence and consistency. Numerical experiments illustrate how functional properties coupled with small simulation experiments can avoid many simulations for simulation-optimization problems.
利用泛函性质进行大解空间模拟的似是而非筛选
使用功能属性筛选仿真解决方案今天的仿真模型产生了大量模拟场景或解决方案的问题-比可以模拟详尽。幸运的是,这些模型的用户可能能够验证或推断出感兴趣的性能度量的属性,如凹凸性,当将其视为解决方案空间上的函数时。在《利用功能属性对大解空间进行模拟的合理筛选》一文中,Eckman、Plumlee和Nelson介绍了一个框架,在这个框架中,利用这些属性来避免模拟具有不可接受性能的解。他们的方法解决了优化问题,即衡量有限模拟实验的结果与解决方案可接受性的一致程度。这些方法提供了信心和一致性的理想统计保证。数值实验表明,功能特性与小型模拟实验相结合可以避免模拟优化问题的大量模拟。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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