摘要
本文把战斗对策归结为有约束极小极大问题,讨论解的存在性．引进不连续罚函数后,把有约束问题化为无约束极小极大问题．
Combat games are considered with a constrained minimaximization approach in this research work. We formulate a combat game with several constrained min-max problems and convert them to unconstrained ones by utilizing a discontinuous penalty technique. Existence of min-max solutions is examined. With the integral minimization method, we will study the solution of the problem in [22].
出处
《运筹学学报》
CSCD
北大核心
2005年第4期1-13,共13页
Operations Research Transactions
关键词
运筹学
战斗对策
微分对策
有约束极小极大
不连续罚函数
Operations research, combat games, differential games, constrained minimaximization, discontinuous penalty function
