Application of Dynamic Programming in Planning Costs of Telecommunication Security Operations to Provide Aid to Civilian Authorities

M. Mihajlović, Samed Karović, Slobodan Ristić, Goran Radovanović
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引用次数: 3

Abstract

The problem in planning costs of an operation, i.e., the problem of determining an optimal capacity of units used in time is a highly complex problem whose solution can be obtained in different ways, depending on what is taken as an optimality criterion and the types of limiting factors that are present during an operation’s realization. The main goal of this paper is to show the practical application of dynamic programming with the aim of improving planning and organizing forces and costs during the realization of the Serbian army’s third mission. Data on the use of Serbian Military’s units after the earthquake in the area of Kraljevo in 2010 were analysed. The paper covers the use of dynamic programming, namely, the complex optimization problem of using military units, which depends on a large number of variables and can be extremely difficult to solve, is disassembled into several smaller partial problems that depend on one variable and are simpler to solve. The model of using the military is based on mission usage and represented as one of possible scenarios of natural disasters that engulfed a part of the Serbian territory.
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动态规划在电信安全运营成本规划中的应用,为民政当局提供援助
操作成本规划问题,即确定及时使用的单元的最优容量问题是一个高度复杂的问题,其解决方法可以通过不同的方式获得,这取决于作为最优准则的方法和操作实现过程中存在的限制因素的类型。本文的主要目标是展示动态规划的实际应用,目的是在实现塞尔维亚军队第三次任务期间改进规划和组织部队和费用。分析了2010年克拉列沃地区地震后塞尔维亚军队单位的使用数据。本文涵盖了动态规划的应用,即将依赖于大量变量且极难求解的军事单位使用的复杂优化问题分解为依赖于一个变量且更容易求解的几个较小的局部问题。使用军队的模式是根据特派团的使用情况,作为自然灾害吞没一部分塞尔维亚领土的可能情况之一。
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