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A Mathematical Model of Robust Military Village Searches for Decision Making Purposes

机译:鲁棒军事村庄的数学模型寻求决策目的

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In the modern, fast-paced, high technology military, making decisions on how to best utilize resources to accomplish a mission with a set of specified constraints is difficult. A Cordon and Search of a village (i.e., village search) is an example of such a mission. Leaders must plan the mission, assigning assets (e.g., soldiers, robots, unmanned aerial vehicles, military working dogs) to accomplish the given task in accordance with orders from higher headquarters. Computer tools can assist these leaders in making decisions, and do so in a manner that will ensure the chosen solution is within mission constraints and is robust against uncertainty in environmental parameters. Currently, no such tools exist at the tactical or operational level to assist decision makers in their planning process and, as a result, individual experience is the only tool available. This paper proposes a methodology and a mathematical model for village searches that applies robustness concepts resulting in a decision-making tool for military leaders to use in mission planning.
机译:在现代,快节奏,高科技的军事中,做出关于如何最好地利用资源来完成一套特定约束的决定是困难的。封锁和搜索村庄(即村庄搜索)是这样一个使命的一个例子。领导者必须规划特派团,分配资产(例如,士兵,机器人,无人机,军事工作犬)根据高等总部的订单完成给定的任务。计算机工具可以帮助这些领导者做出决策,并以确保所选择的解决方案在使命约束中的方式,并且在环境参数中的不确定性方面是鲁棒的。目前,在战术或运营层面上没有存在这样的工具,以帮助决策者在其规划过程中,因此,个人经验是唯一可用的工具。本文提出了一种村庄搜索的方法和数学模型,适用稳健概念,从而导致军事领导人在使命规划中使用的决策工具。

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