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基于图论和多目标规划的兵力机动路线优化
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O221

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高等学校骨干教师资助计划项目(GG-1105-90039-1004)


Optimization of Troops Mobile Path Based on Graph Theoryand Multi-objective Linear Programming
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    摘要:

    研究在最短时间和最大生存概率等两重目标约束下的兵力机动路线优化问题。首先介绍最短路问题的数学模型及Dijkstra算法,然后将求最大生存概率路目标约束转化为求最短路问题,随之建立多目标规划模型,并描述了用STEM算法进行求解的过程。最后用实例验证了模型和算法的可用性。

    Abstract:

    The purpose of this paper is to study the optimization of troops mobile path according to the two constraints of best time and most survival probability, which is put forward as a multi-objective linear programming problem. First, models of shortest path problem and Dijkstra algorithm are expounded, and then the objective of most survival probability is transformed into the shortest path problem. After that a multi-objective linear programming model is established. And the process pf operation in establishing the model by using STEM algorithm is described. Finally, the model and the algorithm are verified in usability through an example.

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张要一,王颖龙,刘付显,董航远.基于图论和多目标规划的兵力机动路线优化[J].空军工程大学学报,2006,(1):35-38

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  • 在线发布日期: 2015-11-24
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