Developing Mathematical Formulations for the Integrated Problem of Sensors, Weapons, and Targets

Kristopher L. Ezra, D. DeLaurentis, L. Mockus, J. Pekny
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引用次数: 2

Abstract

Although sensor resource management and weapon–target assignment problems have been well studied, there is currently no well-posed mathematical formulation that captures the interactions of these problems in the context of a missile defense scenario. This paper gives a representative example to illustrate this fact; then, it poses a method for navigating the abstraction space for the integrated problem of sensors, weapons, and targets based on the specification of information sharing between subproblems. This method begins by outlining a set of formulation classes to specify the way in which information is shared; from this set, some formulation schemata (particular instantiations of a mathematical models that subscribe to the rules of a formulation class) are suggested. A set of goodness criteria for selecting which formulation classes and formulation schemata best address the problem-absent simulation results is considered. Last, the benefits and shortcomings of these formulation classes and formulation...
发展传感器、武器和目标综合问题的数学公式
虽然传感器资源管理和武器目标分配问题已经得到了很好的研究,但目前还没有很好的数学公式来捕捉导弹防御场景中这些问题的相互作用。本文给出了一个有代表性的例子来说明这一事实;在此基础上,提出了一种基于子问题间信息共享规范的传感器、武器和目标集成问题抽象空间导航方法。该方法首先概述一组公式化类,以指定共享信息的方式;从这个集合中,提出了一些公式模式(订阅公式类规则的数学模型的特定实例)。考虑了一组优度准则,用于选择最适合问题缺失的仿真结果的表述类和表述模式。最后,这些配方类和配方的优点和缺点…
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