摘要
研究了有反导防御系统的弹道导弹阵地攻防对策技术。利用博弈论构建了导弹阵地攻防技术的数学模型,描述了攻防双方的策略集,给出了双方支付值的定义与计算函数,介绍了该问题混合策略下Nash均衡的求解方法,并进行了仿真研究。仿真结果显示,该方法可以提高弹道导弹的作战效能,为导弹攻防作战提供理论依据。
The decision-making method for ballistic missile base with anti-missile defensive system is studied. Based on Game Theory, the models for offensive/defensive technology of the missile base was built up, and the strategy sets of the offensive/defensive sides were described. The definition of their payoff and calculation functions were given. The method to solve the Nash equilibrium of this problem was introduced. The simulation results showed that the method could improve the operational effectiveness of ballistic missile, and also supply as a theoretic basis for missile combat.
出处
《电光与控制》
北大核心
2010年第3期48-50,74,共4页
Electronics Optics & Control
关键词
博弈论
导弹阵地攻防
NASH均衡
作战效能
game theory
ballistic missile-combat
Nash equilibrium
operational effectiveness
