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CAREER: Advancing Theory and Practice of Robust Simulation Analysis Under Input Model Risk

职业：推进输入模型风险下稳健仿真分析的理论和实践

基本信息

批准号：
2246281
负责人：
Eunhye Song
金额：
$ 50.76万
依托单位：
Georgia Tech Research Corporation
依托单位国家：
美国
项目类别：
Standard Grant
财政年份：
2022
资助国家：
美国
起止时间：
2022-07-01 至 2026-08-31
项目状态：
未结题

来源：
https://www.nsf.gov/awardsearch/showAward?AWD_ID=2246281&HistoricalAwards=false
关键词：
CAREER Advancing Theory Practice Robust

项目摘要

This Faculty Early Career Development Program (CAREER) grant advances the national health, prosperity and welfare by creating a robust decision-making framework for data-driven simulation. Due to its flexibility in capturing system randomness, simulation has been a popular tool to support decision-making problems that arise in manufacturing, healthcare, defense, finance, and other domains. However, simulation analysis is subject to “model risk” of drawing an incorrect statistical inference due to discrepancy between the real system and the simulation model. Failure to account for such risk may lead to poor quality decisions made on the basis of these models. This research focuses on “input model risk” that arises when the probability distribution functions driving randomness in a simulation model are estimated based on the available data. The project will study methods to quantify, reduce, and ensure robust decisions under input model risk. In particular, a new robust decision-making framework will be studied to balance a practical user input on acceptable suboptimality and robustness to the statistical error in the simulation model. The education mission of this grant is to train current and next-generation STEM workforce to make model risk a central focus of simulation analysis and equip them with computational tools to employ. This research will enable input model risk quantification for complex simulated systems that are here-to-fore practically infeasible due to computationally complexity. A minimum-cost simulation experiment design will be obtained by applying the likelihood ratio method and solving a bilevel optimization problem. Moreover, a Gaussian process (GP) metamodel will be created to predict the simulation output mean as a function of both parametric and nonparametric input models. This GP metamodel will serve as a vehicle to design a comprehensive framework for all three steps of the robust simulation analysis life cycle: (1) risk quantification, (2) robust optimization, and (3) risk reduction. The concept of “practically robust” optimality will be newly defined by accounting for the user-specified practical optimality gap of interest. This framework will reduce conservatism of existing methods while achieving the level of robustness the user desires. To find a practically robust optimum, an efficient simulation optimization algorithm, which sequentially allocates simulation effort guided by GP inference, will be created. Finally, an actionable guidance to reduce input model risk will be provided by optimizing the data collection plan to attain a stronger statistical performance guarantee for the practically robust optimum.This award reflects NSF's statutory mission and has been deemed worthy of support through evaluation using the Foundation's intellectual merit and broader impacts review criteria.

该教师早期职业发展计划（CAREER）拨款通过为数据驱动的模拟创建强大的决策框架来促进国家健康，繁荣和福利。由于其在捕获系统随机性方面的灵活性，仿真已成为支持制造，医疗保健，国防，金融和其他领域中出现的决策问题的流行工具。然而，由于真实的系统和仿真模型之间的差异，仿真分析受到绘制不正确的统计推断的“模型风险”的影响。如果不考虑这种风险，可能会导致基于这些模型做出的决策质量低下。本研究的重点是“输入模型风险”时出现的概率分布函数驱动的随机性模拟模型的基础上估计的可用数据。该项目将研究在输入模型风险下量化、减少和确保稳健决策的方法。特别是，一个新的强大的决策框架将进行研究，以平衡可接受的次优和鲁棒性的模拟模型中的统计误差的实际用户输入。该补助金的教育使命是培训当前和下一代STEM劳动力，使模型风险成为模拟分析的中心焦点，并为他们配备可使用的计算工具。这项研究将为复杂的模拟系统提供输入模型风险量化，由于计算复杂性，目前这些系统实际上不可行。应用似然比法，求解一个二层优化问题，得到最小费用的模拟试验设计。此外，高斯过程（GP）元模型将被创建来预测作为参数和非参数输入模型的函数的模拟输出均值。这个GP元模型将作为一个工具，为鲁棒仿真分析生命周期的所有三个步骤设计一个全面的框架：（1）风险量化，（2）鲁棒优化，（3）风险降低。“实际稳健”最优性的概念将通过考虑用户指定的实际最优性差距来重新定义。该框架将减少现有方法的保守性，同时达到用户期望的鲁棒性水平。为了找到一个实际的鲁棒性最佳，一个有效的仿真优化算法，该算法顺序分配模拟工作的GP推理的指导下，将创建。最后，通过优化数据收集计划，为降低输入模型风险提供可操作的指导，以获得更强的统计性能保证，从而实现实际稳健的最优值。该奖项反映了NSF的法定使命，并通过使用基金会的知识价值和更广泛的影响审查标准进行评估，被认为值得支持。