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Optimization-Based Decision Support Software for a Team-in-the-Loop Experiment: Multilevel Asset Allocation

机译:基于优化的团队协作实验决策支持软件:多级资产分配

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摘要

Motivated by the Navy's interest in decision support tools that augment planning activities within a maritime operations center (MOC), we have developed a multilevel resource allocation model that is capable of interacting with human planners to dynamically allocate hierarchically-organized assets to process interdependent tasks in order to accomplish mission objectives. The planning problem is formulated as a mixed-integer nonlinear programming (MINLP) problem of minimizing the overall difference between the human-specified desired task accuracy performance criteria and the expected performance outcomes, the latter being based on how well the assigned resources match the required resources, subject to a number of real-world planning constraints. To solve the resulting large-scale MINLP problem, we propose two methods: 1) a Lagrangian relaxation method that solves the multilevel asset allocation problem with a measure of sub-optimality in terms of an approximate duality gap and 2) a dynamic list planning heuristic algorithm that provides high-quality sub-optimal solutions rapidly (less than 10 s for the scenarios considered here). Finally, we verify our methods using realistic MOC planning scenarios, provide a comparative evaluation of the performance measures of the two proposed methods, and investigate the value of information via human-in-the–loop experiments.
机译:由于海军对增强海上作战中心(MOC)内计划活动的决策支持工具的兴趣,我们开发了一种多级资源分配模型,该模型能够与人类计划员进行交互,以动态分配层次结构化的资产来处理相互依赖的任务。为了完成任务目标。规划问题被表述为混合整数非线性规划(MINLP)问题,该问题使人类指定的所需任务准确性绩效标准与预期绩效结果之间的总体差异最小化,后者取决于分配的资源与所需资源的匹配程度资源,但要受到许多实际计划的约束。为了解决由此产生的大规模MINLP问题,我们提出了两种方法:1)拉格朗日松弛法,该方法以近似对偶间隙的方式通过次优度量来解决多级资产分配问题; 2)动态列表计划启发式快速提供高质量次优解决方案的算法(对于此处考虑的场景,小于10 s)。最后,我们使用现实的MOC计划场景来验证我们的方法,对这两种方法的性能指标进行比较评估,并通过在环实验来研究信息的价值。

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