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An integrated approach based on game theory and geographical information systems to solve decision problems

机译:一种基于博弈论和地理信息系统解决决策问题的综合方法

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In this study, a military decision problem is handled by an integrated approach based on game theory and geographical information systems (GIS). The problem can be defined as: finding layout plan for troops who want to maximize probability of identifying enemies using particular routes to penetrate border line. The problem has been transformed to two-person zero-sum game by some assumptions and solved in four interconnected stages. First, suitable spots in the terrain for monitoring the enemies were identified. Then, visibility percentages of each of the spots were calculated by using GIS for the routes used by enemies to pass the border line. Next, by assuming the calculated visibility ratios as the probability of identifying the enemy, a two-person zero-sum payoffmatrix was formed. Finally, linear mathematical model established to obtain optimal strategies with their probabilities. There are many techniques in literature to solve military decision problems but we believe that this study, by holding the peculiarity of the first study in which game theory and GIS are used together, will make a significant contribution to literature and future studies. (C) 2017 Elsevier Inc. All rights reserved.
机译:在这项研究中,军事决策问题由基于博弈论和地理信息系统(GIS)的综合方法处理。问题可以定义为:寻找想要最大化使用特定路由识别识别敌人来渗透边界线的概率的部队布局计划。问题已被一些假设转换为双人零和游戏,并在四个互连的阶段中解决。首先,确定了用于监测敌人的地形中的合适斑点。然后,通过使用GIS来计算敌人使用的路线来计算每个斑点的可见性百分比。接下来,通过假设计算的可见性比率作为识别敌人的概率,形成了一个双人零和支付rix。最后,建立了线性数学模型,以获得其概率的最佳策略。文学中有许多技术来解决军事决策问题,但我们认为这项研究通过持有第一次研究的特殊性,其中博弈论和GIS一起使用,将为文学和未来的研究作出重大贡献。 (c)2017年Elsevier Inc.保留所有权利。

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