摘要
针对一类追逃对抗问题,基于微分对策理论,建立了三维空间中的追逃对抗模型,进而得到了最优性条件和最优策略.运用梯度迭代法给出了模型的数值解,并做了实例分析.分析结果显示,该模型可以很好地应用于潜艇对潜艇、潜艇对水面舰艇等实际追逃对抗问题.
Based on the theory of differential games, this paper establishes the pursuit and evasion resistance model in 3D space and gets its optimality conditions and the optimal strategy of resistance. Meanwhile the numerical solution of the model by the gradient method is presented, and then an example is analyzed.
出处
《海军工程大学学报》
CAS
北大核心
2005年第4期108-112,共5页
Journal of Naval University of Engineering
关键词
追逃对抗
微分对策
梯度迭代法
pursuit and evasion resistance
differential game
gradient method
