摘要
和平是我们向往和追求的目标,研究战争问题并非我们热衷于战争,恰恰相反,只有建立起强大的国防,任何敌人才不敢轻易发起战争,才能赢得世界的长久和平!第十二届全国研究生数学建模竞赛A题:水面舰艇编队防空和信息化战争评估模型,是军事领域的建模问题,战争是残酷和复杂的,应用建模手段研究战争问题是科学有效的方法.针对水面舰艇编队防空和信息化战争评估这两个方面的建模问题,介绍了军事领域建模问题研究的一般方法.通过该赛题的研究,使得研究生们更加关心国防建设,关心海洋,了解军事领域相关问题,对军事领域建模产生更大的兴趣,启发大家把数学,物理学以及计算机与信息处理等其它学科的方法引入到军事领域建模中来,引导研究生们从数学建模走向解决实际问题.
Peace is the target we looking for. It is not fall over ourselves for research on the military problem. The other way round, any enemy did not dare to fight with us while we have the powerful national defense. Then the peace of world is longer and stronger. The problem A of the 12th national mathematical modeling contest for graduate students: One is the optimized models of aerial defense for the warships formation. The other is the evaluate model of information-based war. The method of modeling is the better and scientific way to research the problem of war because the war is bloodiness and complexity. The generic method of modeling of military problem with the two cases is introduced in this paper. It is hoped that makes more graduate students are concerned with the national defense construction, take care of ocean, understand the importance of the military problem, generate more interests to the modeling in military problem, inspires everyone to introduce the methods of mathematics, physics and other subjects such as computer and information science into modeling of military problem, guides the graduate students from mathematical modeling to solve practical problems through the study of the problem.
出处
《数学的实践与认识》
北大核心
2016年第14期150-155,共6页
Mathematics in Practice and Theory
关键词
水面舰艇编队队形
饱和攻击
目标意图识别
信息化战争
评估模型
formation of warships
intensive attacking
identify the purpose of target information-based war
evaluate model