摘要
关于兰切斯特平方定律的研究很多,但是在目前的资料中基本上没有给出关于交战原则中的优势兵力问题的明确的、定量的解决方法。本文根据现代作战的多目标要求,运用军事运筹学理论,在兰彻斯特平方定律和不同作战目的基础之上讨论了集中优势兵力原则中关于"优势"的计算和优化问题,给出了具有实践指导意义和可操作性的计算方法。
There are many researches about Lanchester's square law, but they do not present the clear and quantitative solution about the superior force problem of the fight rule. With the multiple objects of modern campaign and military operations reserch, this paper discusses the computation problem about the superiority of the mustering superior forces principle, aimed at Lanchester's square law and different goals. And, it provides detail computation methods to solve the problem. They are very practical and operational.
出处
《运筹与管理》
CSCD
2005年第3期101-105,共5页
Operations Research and Management Science
关键词
运筹学
优势兵力原则
兰彻斯特平方定律
满意度
operations reserch
mustering superior forces principle
Lanchester's square law
satisfaction degree